PK �~GV fileversion ��1745:COMSOL 6.1.0.239PK$��� PK �~GV usedlicenses.txt ��COMSOL PK}�� PK �~GV savepoint1/model.ziph"��PK �rU fileversion3471�r�� ��Q0�3�3�325 PK*�}} PK �rU dmodel.xml�]ks�8���U� 8� �LM,�i;�d�q������Nj�Lm�����D )y����t7 $(���웪�" ��F����/���*J�8Y
�i8�������px�B}:�d0�u���awඓ���������A&j'�Z ��F�j��V�rk1Tnj/�(�c(�M�P�<����2�2�$����J��@ q����^��L�l����%Ƈ<�fRIj�I��t��kg9�W�6`\S�_5�������)#&�o���Ū)�CM����I��Q� E�ū�$jJ�WM���2�~��Q����X��4���/kt�M9M�����cb������,� 8P?�&���� mϟ9ޅ�u ܺ��w�N/�_n��T5&���,� �qJ�i#����i�^��5܃^�k Pu3����Mڼ"�k��Ը����#iAJ�pMC�Je4Z�-���H�����e��Xr����? �{������ǿӏ�� �|u|xt����ٱ�=�Qd�u5��Q�_��r8T��J �:J-���rn@l��L�+:��P�V7m Z_ld�$��XS�v�����F�*�N�8;F>��d�T�FU|���V{�F�zz��`�8RE���֏��K8;�e�^ LC����h$p������~z��~n?RH��a��Nf��ۂ����d�$�&�p #�@�jڜ��49�K��v��jɐ*���W��*kkT�h��9$����&��S���ή�������7���&�+��8YFA
��\�&�>M��8:�ҹ��SL EMJ1s���kB����U�I�p������5H ��[Д`�;��� �c�W��1��b���0tQ3�T:�Q O.���Va.q��,���� ����;
/�֛γ+�6�i��O��`4�����'�К�Ȱ�u8�14�^`yum���֛6EvdZ*K�Pn^��'�Dx1M]p�e�9,�N�R��P �Ҕ]��cE8�ޙp�2�fR�~��9wmj� 1�@1�*���1�H���n�ygsE5ʩE�&oh��"���'����*� ɥJ,b���6�|� ���2�D���t�-�D�c���b�*�S٫�4]5�V����TK#� -g�h��LK��+�t�R%VF��OV�ҫ�D��#�L�E<���ם���b:iN�E�al5�%�:� ɧ�,� [���� #�E�S�#1�b������/ ��F1� B�$"Ϳ$�\�1����c�M����R�����$���Wz�{nc��K��J������zp�Q>\�Ԛ� ���x��զN
wݞ�rܛ֍9@K,[h��[ B�m��T�Q�z�O�mK��DK�Q˱�AZR��tϲt��33� L� 8-Z�2Y �*������V�]� ���0��l �X� ���1`r������$Ł$�9�dQ֙y M85�8���:o-ځT � I)R1 g� � aL���ϝ���&�%{��*#�1MK �|&�L��b����7�'ԧ����N�r�-H�]���> <�����?����eb�~X7�L.� Q��q�??]������6�.oI���D���4'9t���iXz�-�ڊt��8o��9V뻩�5n��� ��*J/�<��YkK.���V���fM�PW�,�����8���D�T�Z��y��Aj�TP�I�.�&�歾oZ��*'[ ���VkQ�ʧ� �I�� ��Ե�� :�R��R }L�S(���AR�$|�N��
��0)�o�e~~ǣN��'� �>Ǭ�ju� �jN5N���9&7[��^��3��7�~�j�lRl�;�j�/�
$�{�X��F ���5/q�U ���̓HG�T�;��M;"{f�x����pS =�>�ȗ,W� ��2�;����o�Ή��?鞄+t���e���7�M,�ûeK]�Y�>}���[/��c�j�XѪ)1���Yy�,�ԯ��]�a�G�*B���? |D�GɆ,��N ;��2#�i��S�t? ����{@�I���@ *�K��j��H�;�|�H o�J��}k����V�oE#� -UI�� Y��Q�7,��㔐� ]�aI Y��sӵ �`��c���Cp�
'� NN��5'V�ֆ^��� �S{���)Q�^�z�J�I�A�t���"����Ҥ�h�AvNB�#c�}a�ی�߽w ��e�FѲh� �'���5�§4�O���(��g��Sܵ�G;H�Ȍ����t�V�Q2[��6Z��L��v��ۤn��˖�g�ӆ����1���芑�.�Q�b�� ����ޮ��ϡ�w���nɼ� ����K�:̧��u���N����(�E\;;C�[`#y�Mg砜���̵�#� ���N�+���!�]�������.�[�Jy)��\{̵�����q�1� s�1�ގ�k�(+q��; ��$D� �g �w$��*RI�~�+�C��� |\�eP�2��E�xxXҁ��yR����dC�9�� 2�!� �x����s�
�{�s��s�y�1�= �=����
<ɍ��n� m�ը���l���>
�����&$�Т��L��C��� 0��zP(:�;��8�! \��H8���D���U 7�]f�$dUx���R��CJn��[ʼ�P�R2���o��/��wGxn�̌?@�rf �/�yq8����Rzxw�wWx3)�L93`��20oA��Ɨ��@De�Ѓi�}��6e�> A <���>�}��!��p�"q��ʼITbA!
���-h�8oq�Ǽ� ���H8xxs�`W�� �܂d���$C �.�L*����M��\��#���<��Ǽ}��8��õ �ZOp �2oR��(�F �* ����H��(��#� ����-��8o�5�1o �!�y�p�G��\�C��#)� ĩK*H�@2U<��JI��c��q��Gj� #5N.�T�35:+�TJ�Ͽ�z2��S~���D���8S4�>' ��� }�|�2pmȘ � �����t�3=�u��З�☾ ���_FX=N X�_}W!�� z�Me��_FS=�,����:xx����@����}��/���$x�^�� ! �cU�B2����Ǽ���n���}�� ��2o�mV23oĩ7⍷2ozx^�/�`�@�R���-x�8� �b �E�� �M�/x���w���"���1o z �#7aI_�.�K�[� �qIY�摻�q2��� �ۇ3����A���}��$ ��I���`�> B��� ☷ �
��� ��q�����ۇV��������]xxx� �-H� �M��] �qµ�� �s �!Σs�5� )�ۇkHp�/������<��B �\ÛG� D�8O}q�����*p�h�����d� ډc���M3�t��l�Y>Ì?-E����B�M'@�[0��L���g5����� kf9�WQJ=��b{�e���Y� �\���]]������W�>F�ksc|��Z��m��ӡ>=G�y�q�8�9����J˫z�J��$�h��0M�k�WY8R�M߬�O8i 㓉�q�u�7+�o������E�v�,�v��j��,NN��T�!�!��h�4-��P �nR�|�T}x��bY��9 ��ڬ 9����m��6�[�H4+'��a�b��P-#[� ����رZ�h �.�^��[ioV̉�J㝊�o�5��] ^L����V "��~�Rs��/��XT�U��������+_MJ�6b�=�Z�.�� GP�G� ^� ]�S���F���ְ{]n�����"�Θ-�**#|��.�v���QI��Ԧ�p�7+m� �:��aٕUË@��` =��A�É�/� ������Q�j��;{j�����x<}+��*���70I�ka�.����e� x��6|���M�H� wHv㸁>�M��ڃ�x�z����w �^,�3 zvR���7aq�0M�9�1>�>�wωL=�u���$nW��2� W a��#�W\͝�ߎ5������v���x�oi_b/ ��~�2��nW�䷊xo� ��й]Q|��Wlk��=�+n��{�{R� l�� 6�f�T�}\/x�r����@�5�%v��k�}�w59�����)��|��|�$ӧ�����0K� ��� �߆�m��tP�X��3 �Mf��a;K%�~��ˆ�j�I暪��`�/����m$��*"M���w�mC�O�� ��_�2�\O� )y��2������@t'��
��ՇD�@u&E�YӅ����]s�3iVL�ZY�$V�փ.M���C3�a�:�>���c- �tU��"+?�"��w:6�q��POj��_�e� E3t��$ x�A�h`�����d���8�@��'͖y��&��7gQg�i�� �q���;����� �@� ��E��K� �/�H�\"p�Y�V���H�eU=85/)L��k�� �L �n� 7��%�*����T=��Z�O!���D)@K��&�tU�2�R��PA�tB���$*�Q�c�H�FE�6*���l �_�ڨ���8V-�b.0��QzF+�I�A��R��m�ܣt���0�t ���;cK�b�Dz��y�ԳN��� .Ǩ�^�PUZ�p��Tb1ҩ�bd�ږ�{�����=�t!�� "���]<�U X5?�>0���''�Q��{��4�|�5��^�<��:ϑ��` r��nu�B�O�Ձ��Q�°����f�Z_M�B+5 �8��Qȗ�ı�z�S���Qj�M t�)�E=������4����"�C3 Ы@�d����ni�&J�BZ�9�4n��w E_Oq} �!�Z�V��Vq��~g������<��Է;&Xes�2�z�6�Dq=�m�Rl�66�RÛLj4�F⣈Xa�E�Y�}$��� �FpN���I��p�$؟#m�d� �V�Q�ҫ wB-�S&���o;�@��*b���2F�f~�=6��J;�Y �rjA:�A1T,S� �ͱ�����*�*�i��m��U�;� �) /���Ms�7 *�ju2�V�˗�x�5��9�K8)c�y�,�������%��a��E�-�(���V�l���>.�5�Nq�d��-��]b� ; g"�jbnu���q7ۖ�.��-yɰ �㉚ ���� �"��w5�IE��aׄJ�hW�*u\��@\M ����5M~N�q�+� �������*Í�ڢƮKo o�������Ν,����+H�b���zA&��U*0W�m� ��"�[���WY�P���ҕ/�J}�D��(���/ NN�k�0�Т�K��q��/H(b�K�x 7v5��EV�����G* 5�ܹq0�u���Agw+� �z�OSP �Լ���uC�Ⱥ�� {+�Α.S ��g�N.��.V���eZ�4Ʌ�u䤩藷��r����\p�w��ɛn8L 즪��ܬ�E��\D����q�� ��azm�|/K<1_�xb�7�`&C��0��uk��Wl.��_(�=W�����7����g�����k�HtZo>&���X&�IH�� ��ᔑ{�� ̍�۩�* GieWl}/T\�I �Ҋ<�zsB��K�?��ҏXM]�c�C��cT��b�R%:{���^�-»b�5��|���.�kQ_�7��,bo@�u G�*Eюg��q����c9���RAd�tS�����phf���>݂�ȧ��Ҳ܌^u}�8��{�8d�,�<~[|��7X_&��$L����ë��k�\�y�E�ꊨ � fl�0��Z=�q�Zŝ��`��!��)��������2[�n��"Z�~!��(�Uj�����S�83��pw�3�cN�Ԙ���)γ���8x�)�� +�X �Ί��IyD�0g�VDV��ǭv�ɓ`N�PB��_Yx-�G��d�V��A���:o�u����PK�"��Y! h� PK? �rU*�}} fileversionPK? �rU�"��Y! h� P dmodel.xmlPK q �! PKgM�m" h" PK �~GV dmodel.xml ��
-1
automatic
COMSOL Multiphysics 6.1 (Build: 239)
SI
9072683
savepoint1
1745
1046
true
NOREMOVE|NORETAG|NODEACTIVATE
/modelNode/comp1
ge
NOREMOVE|NODEACTIVATE
-1
true
NOREMOVE|NODEACTIVATE
1,'ACTIVE'
NOREMOVE|NORETAG
4,'p:quantity','p:showOnlyNeeded','p:minpVisibility','p:modified'
comp1
true
true
3,'x','y','z'
3,'X','Y','Z'
3,'Xg','Yg','Zg'
3,'Xm','Ym','Zm'
/expr
/geom
/mesh
/multiphysics
/pair
/physics
/common
/coordsys
/cpl
/extraDim
/func
/material
/probe
/massProp
/selection
/view
/batch
OBJECTIVE
/optsequence
NODEACTIVATE
1046
1,'std1'
true[]updateOptimizationSettingsoffftplistmethodmanualshowtlistontunitstlistrange(0,0.1,50)usertolonrtol1.0E-4time_discreteoffgeometricNonlinearityoffgeometricNonlinearityActiveoffmethodfixed_number_of_iterationsiter5currentiter1outputhideoffplotoffprobeselallprobefreqtstepsactivateimagelock_table.png|activatege|on|useadvanceddisableoffdisabledvariables[]disabledcoordinatesystems[]disabledcommondisabledpair[]disabledphysicsdisableFrameControldisabledcouplingdisabledreduceddiscretizationge|physics|equationformge|physics|equationform_freqge|1[kHz]|activatecouplingimageactivateCouplingactivateimageromactivateromactivateimagereconstructreconstructorsuseinitsoloffusesoloffusestoreselallmeshtimeadaptionnoneadaptselectionNONEauxsweepmethodmanualshowuseparamonuseparamoffoptimizationoffpdistriboffautoremeshofftreeSelectionKeyequationFormCouplingColumn
null
null
null
null
null
null
null
null
null
null
null
null
null
null
null
null
null
null
125,'p:updateOptimizationSettings','p:ftplistmethod','p:tdescr','p:showtlist','p:usetunit','p:tunit','p:tlist_vector_method','p:tlist_vector_start','p:tlist_vector_stop','p:tlist_vector_step','p:tlist_vector_numvalues','p:tlist_vector_function','p:tlist_vector_interval','p:tlist_vector_freqperdec','p:initialtime','p:time_discrete','p:geometricNonlinearity','p:method','p:expr','p:rtolterm','p:rtolthresh','p:maxiter','p:miniter','p:atolterm','p:iter','p:currentiter','p:outputhide','p:plot','p:plotfreq','p:probesel','p:probefreq','p:activateimage','p:physselection','p:useadvanceddisable','p:disabledcommon','p:disabledphysics','p:disableFrameControl','p:disabledcoupling','p:disabledreduced','p:discretization_proxy','p:equationform_proxy','p:equationform_freq_proxy','p:reconstructors_proxy','p:activatecouplingimage','p:multiphysicsSelection','p:activateCoupling','p:activateimagerom','p:romselection','p:activaterom','p:activateimagereconstruct','p:reconstructables','p:reconstructors','p:useinitsol','p:initmethod','p:initstudyhide','p:initsolhide','p:initsolusesolnumhide','p:initsolusesolnum','p:oldinitsoluse','p:initstudystep','p:solnumhide','p:solvertype','p:timeinterp','p:t','p:manualsol','p:manualsolnum','p:manualsolnum_vector_method','p:manualsolnum_vector_start','p:manualsolnum_vector_stop','p:manualsolnum_vector_step','p:manualsolnum_vector_numvalues','p:manualsolnum_vector_function','p:manualsolnum_vector_interval','p:manualsolnum_vector_freqperdec','p:listsol','p:listsolnum','p:usesol','p:notsolmethod','p:notstudyhide','p:notsolhide','p:notsolusesolnumhide','p:notsolusesolnum','p:oldnotsoluse','p:notstudystep','p:notsolnumhide','p:notsolvertype','p:nottimeinterp','p:nott','p:notmanualsol','p:notmanualsolnum','p:notmanualsolnum_vector_method','p:notmanualsolnum_vector_start','p:notmanualsolnum_vector_stop','p:notmanualsolnum_vector_step','p:notmanualsolnum_vector_numvalues','p:notmanualsolnum_vector_function','p:notmanualsolnum_vector_interval','p:notmanualsolnum_vector_freqperdec','p:notlistsol','p:notlistsolnum','p:usestoresel','p:geomselection','p:mesh','p:timeadaption','p:tauto','p:rmethod','p:rmethodauto','p:auxsweepmethod','p:showuseparam','p:useparam','p:sweeptype','p:pname','p:plistarr','p:plistarr_vector_method','p:plistarr_vector_start','p:plistarr_vector_stop','p:plistarr_vector_step','p:plistarr_vector_numvalues','p:plistarr_vector_function','p:plistarr_vector_interval','p:plistarr_vector_freqperdec','p:punit','p:optimization','p:pdistrib','p:autoremesh'
1,'std1/time'
Last_computation_time
1 s
NODEACTIVATE
/soldata/sol5
/sol/sol1/feature/t1
/soldata/savepoint1
/study/std1
0
SEQUENCE
true
0
3
1,'t'
1,'s'
0
0.0,0.1,0.2,0.30000000000000004,0.4,0.5,0.6000000000000001,0.7000000000000001,0.8,0.9,1.0,1.1,1.2000000000000002,1.3,1.4000000000000001,1.5,1.6,1.7000000000000002,1.8,1.9000000000000001,2.0,2.1,2.2,2.3000000000000003,2.4000000000000004,2.5,2.6,2.7,2.8000000000000003,2.9000000000000004,3.0,3.1,3.2,3.3000000000000003,3.4000000000000004,3.5,3.6,3.7,3.8000000000000003,3.9000000000000004,4.0,4.1000000000000005,4.2,4.3,4.4,4.5,4.6000000000000005,4.7,4.800000000000001,4.9,5.0,5.1000000000000005,5.2,5.300000000000001,5.4,5.5,5.6000000000000005,5.7,5.800000000000001,5.9,6.0,6.1000000000000005,6.2,6.300000000000001,6.4,6.5,6.6000000000000005,6.7,6.800000000000001,6.9,7.0,7.1000000000000005,7.2,7.300000000000001,7.4,7.5,7.6000000000000005,7.7,7.800000000000001,7.9,8.0,8.1,8.200000000000001,8.3,8.4,8.5,8.6,8.700000000000001,8.8,8.9,9.0,9.1,9.200000000000001,9.3,9.4,9.5,9.600000000000001,9.700000000000001,9.8,9.9,10.0,10.100000000000001,10.200000000000001,10.3,10.4,10.5,10.600000000000001,10.700000000000001,10.8,10.9,11.0,11.100000000000001,11.200000000000001,11.3,11.4,11.5,11.600000000000001,11.700000000000001,11.8,11.9,12.0,12.100000000000001,12.200000000000001,12.3,12.4,12.5,12.600000000000001,12.700000000000001,12.8,12.9,13.0,13.100000000000001,13.200000000000001,13.3,13.4,13.5,13.600000000000001,13.700000000000001,13.8,13.9,14.0,14.100000000000001,14.200000000000001,14.3,14.4,14.5,14.600000000000001,14.700000000000001,14.8,14.9,15.0,15.100000000000001,15.200000000000001,15.3,15.4,15.5,15.600000000000001,15.700000000000001,15.8,15.9,16.0,16.1,16.2,16.3,16.400000000000002,16.5,16.6,16.7,16.8,16.900000000000002,17.0,17.1,17.2,17.3,17.400000000000002,17.5,17.6,17.7,17.8,17.900000000000002,18.0,18.1,18.2,18.3,18.400000000000002,18.5,18.6,18.7,18.8,18.900000000000002,19.0,19.1,19.200000000000003,19.3,19.400000000000002,19.5,19.6,19.700000000000003,19.8,19.900000000000002,20.0,20.1,20.200000000000003,20.3,20.400000000000002,20.5,20.6,20.700000000000003,20.8,20.900000000000002,21.0,21.1,21.200000000000003,21.3,21.400000000000002,21.5,21.6,21.700000000000003,21.8,21.900000000000002,22.0,22.1,22.200000000000003,22.3,22.400000000000002,22.5,22.6,22.700000000000003,22.8,22.900000000000002,23.0,23.1,23.200000000000003,23.3,23.400000000000002,23.5,23.6,23.700000000000003,23.8,23.900000000000002,24.0,24.1,24.200000000000003,24.3,24.400000000000002,24.5,24.6,24.700000000000003,24.8,24.900000000000002,25.0,25.1,25.200000000000003,25.3,25.400000000000002,25.5,25.6,25.700000000000003,25.8,25.900000000000002,26.0,26.1,26.200000000000003,26.3,26.400000000000002,26.5,26.6,26.700000000000003,26.8,26.900000000000002,27.0,27.1,27.200000000000003,27.3,27.400000000000002,27.5,27.6,27.700000000000003,27.8,27.900000000000002,28.0,28.1,28.200000000000003,28.3,28.400000000000002,28.5,28.6,28.700000000000003,28.8,28.900000000000002,29.0,29.1,29.200000000000003,29.3,29.400000000000002,29.5,29.6,29.700000000000003,29.8,29.900000000000002,30.0,30.1,30.200000000000003,30.3,30.400000000000002,30.5,30.6,30.700000000000003,30.8,30.900000000000002,31.0,31.1,31.200000000000003,31.3,31.400000000000002,31.5,31.6,31.700000000000003,31.8,31.900000000000002,32.0,32.1,32.2,32.300000000000004,32.4,32.5,32.6,32.7,32.800000000000004,32.9,33.0,33.1,33.2,33.300000000000004,33.4,33.5,33.6,33.7,33.800000000000004,33.9,34.0,34.1,34.2,34.300000000000004,34.4,34.5,34.6,34.7,34.800000000000004,34.9,35.0,35.1,35.2,35.300000000000004,35.4,35.5,35.6,35.7,35.800000000000004,35.9,36.0,36.1,36.2,36.300000000000004,36.4,36.5,36.6,36.7,36.800000000000004,36.9,37.0,37.1,37.2,37.300000000000004,37.4,37.5,37.6,37.7,37.800000000000004,37.9,38.0,38.1,38.2,38.300000000000004,38.400000000000006,38.5,38.6,38.7,38.800000000000004,38.900000000000006,39.0,39.1,39.2,39.300000000000004,39.400000000000006,39.5,39.6,39.7,39.800000000000004,39.900000000000006,40.0,40.1,40.2,40.300000000000004,40.400000000000006,40.5,40.6,40.7,40.800000000000004,40.900000000000006,41.0,41.1,41.2,41.300000000000004,41.400000000000006,41.5,41.6,41.7,41.800000000000004,41.900000000000006,42.0,42.1,42.2,42.300000000000004,42.400000000000006,42.5,42.6,42.7,42.800000000000004,42.900000000000006,43.0,43.1,43.2,43.300000000000004,43.400000000000006,43.5,43.6,43.7,43.800000000000004,43.900000000000006,44.0,44.1,44.2,44.300000000000004,44.400000000000006,44.5,44.6,44.7,44.800000000000004,44.900000000000006,45.0,45.1,45.2,45.300000000000004,45.400000000000006,45.5,45.6,45.7,45.800000000000004,45.900000000000006,46.0,46.1,46.2,46.300000000000004,46.400000000000006,46.5,46.6,46.7,46.800000000000004,46.900000000000006,47.0,47.1,47.2,47.300000000000004,47.400000000000006,47.5,47.6,47.7,47.800000000000004,47.900000000000006,48.0,48.1,48.2,48.300000000000004,48.400000000000006,48.5,48.6,48.7,48.800000000000004,48.900000000000006,49.0,49.1,49.2,49.300000000000004,49.400000000000006,49.5,49.6,49.7,49.800000000000004,49.900000000000006,50.0
0
0
1|0
NONE
SI
1,'t'
1,'s'
0
0.0,0.1,0.2,0.30000000000000004,0.4,0.5,0.6000000000000001,0.7000000000000001,0.8,0.9,1.0,1.1,1.2000000000000002,1.3,1.4000000000000001,1.5,1.6,1.7000000000000002,1.8,1.9000000000000001,2.0,2.1,2.2,2.3000000000000003,2.4000000000000004,2.5,2.6,2.7,2.8000000000000003,2.9000000000000004,3.0,3.1,3.2,3.3000000000000003,3.4000000000000004,3.5,3.6,3.7,3.8000000000000003,3.9000000000000004,4.0,4.1000000000000005,4.2,4.3,4.4,4.5,4.6000000000000005,4.7,4.800000000000001,4.9,5.0,5.1000000000000005,5.2,5.300000000000001,5.4,5.5,5.6000000000000005,5.7,5.800000000000001,5.9,6.0,6.1000000000000005,6.2,6.300000000000001,6.4,6.5,6.6000000000000005,6.7,6.800000000000001,6.9,7.0,7.1000000000000005,7.2,7.300000000000001,7.4,7.5,7.6000000000000005,7.7,7.800000000000001,7.9,8.0,8.1,8.200000000000001,8.3,8.4,8.5,8.6,8.700000000000001,8.8,8.9,9.0,9.1,9.200000000000001,9.3,9.4,9.5,9.600000000000001,9.700000000000001,9.8,9.9,10.0,10.100000000000001,10.200000000000001,10.3,10.4,10.5,10.600000000000001,10.700000000000001,10.8,10.9,11.0,11.100000000000001,11.200000000000001,11.3,11.4,11.5,11.600000000000001,11.700000000000001,11.8,11.9,12.0,12.100000000000001,12.200000000000001,12.3,12.4,12.5,12.600000000000001,12.700000000000001,12.8,12.9,13.0,13.100000000000001,13.200000000000001,13.3,13.4,13.5,13.600000000000001,13.700000000000001,13.8,13.9,14.0,14.100000000000001,14.200000000000001,14.3,14.4,14.5,14.600000000000001,14.700000000000001,14.8,14.9,15.0,15.100000000000001,15.200000000000001,15.3,15.4,15.5,15.600000000000001,15.700000000000001,15.8,15.9,16.0,16.1,16.2,16.3,16.400000000000002,16.5,16.6,16.7,16.8,16.900000000000002,17.0,17.1,17.2,17.3,17.400000000000002,17.5,17.6,17.7,17.8,17.900000000000002,18.0,18.1,18.2,18.3,18.400000000000002,18.5,18.6,18.7,18.8,18.900000000000002,19.0,19.1,19.200000000000003,19.3,19.400000000000002,19.5,19.6,19.700000000000003,19.8,19.900000000000002,20.0,20.1,20.200000000000003,20.3,20.400000000000002,20.5,20.6,20.700000000000003,20.8,20.900000000000002,21.0,21.1,21.200000000000003,21.3,21.400000000000002,21.5,21.6,21.700000000000003,21.8,21.900000000000002,22.0,22.1,22.200000000000003,22.3,22.400000000000002,22.5,22.6,22.700000000000003,22.8,22.900000000000002,23.0,23.1,23.200000000000003,23.3,23.400000000000002,23.5,23.6,23.700000000000003,23.8,23.900000000000002,24.0,24.1,24.200000000000003,24.3,24.400000000000002,24.5,24.6,24.700000000000003,24.8,24.900000000000002,25.0,25.1,25.200000000000003,25.3,25.400000000000002,25.5,25.6,25.700000000000003,25.8,25.900000000000002,26.0,26.1,26.200000000000003,26.3,26.400000000000002,26.5,26.6,26.700000000000003,26.8,26.900000000000002,27.0,27.1,27.200000000000003,27.3,27.400000000000002,27.5,27.6,27.700000000000003,27.8,27.900000000000002,28.0,28.1,28.200000000000003,28.3,28.400000000000002,28.5,28.6,28.700000000000003,28.8,28.900000000000002,29.0,29.1,29.200000000000003,29.3,29.400000000000002,29.5,29.6,29.700000000000003,29.8,29.900000000000002,30.0,30.1,30.200000000000003,30.3,30.400000000000002,30.5,30.6,30.700000000000003,30.8,30.900000000000002,31.0,31.1,31.200000000000003,31.3,31.400000000000002,31.5,31.6,31.700000000000003,31.8,31.900000000000002,32.0,32.1,32.2,32.300000000000004,32.4,32.5,32.6,32.7,32.800000000000004,32.9,33.0,33.1,33.2,33.300000000000004,33.4,33.5,33.6,33.7,33.800000000000004,33.9,34.0,34.1,34.2,34.300000000000004,34.4,34.5,34.6,34.7,34.800000000000004,34.9,35.0,35.1,35.2,35.300000000000004,35.4,35.5,35.6,35.7,35.800000000000004,35.9,36.0,36.1,36.2,36.300000000000004,36.4,36.5,36.6,36.7,36.800000000000004,36.9,37.0,37.1,37.2,37.300000000000004,37.4,37.5,37.6,37.7,37.800000000000004,37.9,38.0,38.1,38.2,38.300000000000004,38.400000000000006,38.5,38.6,38.7,38.800000000000004,38.900000000000006,39.0,39.1,39.2,39.300000000000004,39.400000000000006,39.5,39.6,39.7,39.800000000000004,39.900000000000006,40.0,40.1,40.2,40.300000000000004,40.400000000000006,40.5,40.6,40.7,40.800000000000004,40.900000000000006,41.0,41.1,41.2,41.300000000000004,41.400000000000006,41.5,41.6,41.7,41.800000000000004,41.900000000000006,42.0,42.1,42.2,42.300000000000004,42.400000000000006,42.5,42.6,42.7,42.800000000000004,42.900000000000006,43.0,43.1,43.2,43.300000000000004,43.400000000000006,43.5,43.6,43.7,43.800000000000004,43.900000000000006,44.0,44.1,44.2,44.300000000000004,44.400000000000006,44.5,44.6,44.7,44.800000000000004,44.900000000000006,45.0,45.1,45.2,45.300000000000004,45.400000000000006,45.5,45.6,45.7,45.800000000000004,45.900000000000006,46.0,46.1,46.2,46.300000000000004,46.400000000000006,46.5,46.6,46.7,46.800000000000004,46.900000000000006,47.0,47.1,47.2,47.300000000000004,47.400000000000006,47.5,47.6,47.7,47.800000000000004,47.900000000000006,48.0,48.1,48.2,48.300000000000004,48.400000000000006,48.5,48.6,48.7,48.800000000000004,48.900000000000006,49.0,49.1,49.2,49.300000000000004,49.400000000000006,49.5,49.6,49.7,49.800000000000004,49.900000000000006,50.0
0
0
1|0
TIME
SI
false
BUILT
true
0
0
12,'p:unredstudy','p:unredstep','p:useForModelReduction','p:splitcomplex','p:partmethod','p:assempara','p:saveprevioussolutions','p:useent','p:keeplog','p:const','p:changedproperties','p:lastchangedproperty'
falsefalse
BUILT
true
1
1
47,'p:initmethod','p:initsolhide','p:oldinitsoluse','p:initsolusesolnumhide','p:initsolusesolnum','p:solvertype','p:timeinterp','p:t','p:manualsol','p:manualsolnum_vector_method','p:manualsolnum_vector_start','p:manualsolnum_vector_stop','p:manualsolnum_vector_step','p:manualsolnum_vector_numvalues','p:manualsolnum_vector_function','p:manualsolnum_vector_interval','p:manualsolnum_vector_freqperdec','p:listsol','p:listsolnum','p:scalemethod','p:scaleval','p:resscaleval','p:resscalethresh','p:notsolmethod','p:notsolhide','p:oldnotsoluse','p:notsolusesolnumhide','p:notsolusesolnum','p:notsolvertype','p:nottimeinterp','p:nott','p:notmanualsol','p:notmanualsolnum_vector_method','p:notmanualsolnum_vector_start','p:notmanualsolnum_vector_stop','p:notmanualsolnum_vector_step','p:notmanualsolnum_vector_numvalues','p:notmanualsolnum_vector_function','p:notmanualsolnum_vector_interval','p:notmanualsolnum_vector_freqperdec','p:notlistsol','p:notlistsolnum','p:initparametersmethod','p:keeplog','p:const','p:storesol','p:changedproperties'
NOREMOVE|NORETAG|NODEACTIVATE
BUILT
0
0
15,'p:compintuse','p:compint','p:compintstatuse','p:compintstat','p:solvefor','p:out','p:valuetype','p:fromstudy','p:scalemethod','p:scaleval','p:resscalemethod','p:resscaleval','p:resscalethresh','p:changedproperties','p:lastchangedproperty'
BUILT
true
2
3
130,'p:tunit','p:tlist_vector_method','p:tlist_vector_start','p:tlist_vector_stop','p:tlist_vector_step','p:tlist_vector_numvalues','p:tlist_vector_function','p:tlist_vector_interval','p:tlist_vector_freqperdec','p:tout','p:tstepsstore','p:atolglobalmethod','p:atolglobalvaluemeth ��od','p:atolglobalfactor','p:tderglobalmethod','p:tderglobalfactor','p:atolglobal','p:ewtrescale','p:atolmethodAUX','p:atolvaluemethodAUX','p:atolfactorAUX','p:tdermethodAUX','p:tderfactorAUX','p:atolAUX','p:atoludotAUX','p:odesolvertype','p:timemethod','p:tstepsbdf','p:endtimeinterpolation','p:initialstepbdf','p:initialstepbdfactive','p:maxstepconstraintbdf','p:maxstepbdf','p:maxstepexpressionbdf','p:maxorder','p:minorder','p:bdforder','p:initialstepfractionbdf-1','p:initialstepgrowthratebdf-1','p:initialstepfractionbdf-2','p:initialstepgrowthratebdf-2','p:initialstepfractionbdf-3','p:initialstepgrowthratebdf-3','p:initialstepfractionbdf-4','p:initialstepgrowthratebdf-4','p:initialstepfractionbdf-5','p:initialstepgrowthratebdf-5','p:timestepbdf','p:eventtol','p:stabcntrl','p:masssingular','p:consistent','p:bwinitstepfrac','p:bwinitfactor','p:estrat','p:tstepsgenalpha','p:initialstepgenalpha','p:initialstepgenalphaactive','p:maxstepconstraintgenalpha','p:maxstepgenalpha','p:maxstepexpressiongenalpha','p:incrdelay','p:incrdelayactive','p:rhoinf','p:predictor','p:timestepgenalpha','p:rescaleafterinitbw','p:timemethodexp','p:rkmethod','p:tstepsrk34','p:initialsteprk34','p:initialsteprk34active','p:timesteprk34','p:tstepsck5','p:initialstepck5','p:initialstepck5active','p:timestepck5','p:tstepsdopri5','p:initialstepdopri5','p:initialstepdopri5active','p:dopripicontrol','p:maxstepconstraintdopri5','p:maxstepdopri5','p:maxstepexpressiondopri5','p:doprigrowmin','p:doprigrowmax','p:doprisafe','p:timestepdopri5','p:rkstiffcheck','p:erkorder','p:tstepping','p:rktimestep','p:exprs','p:updtstep','p:ntimestepsupdate','p:algebraicsolvemethodRK','p:algebraicsolveeverynRK','p:algebraicsolveeverydtRK','p:algebraicsolvemethod','p:algebraicsolveeveryn','p:algebraicsolveeverydt','p:updtlvl','p:ntimestepsupdateab3loc','p:rtstepab3loc','p:checkvalidity','p:plot','p:plotfreq','p:probesel','p:probefreq','p:reacf','p:lumpedflux','p:storeudot','p:eventout','p:complex','p:cosimstoressol','p:cosim','p:cosiminput','p:cosimoutput','p:cosimconsistent','p:uselsqtimedata','p:tlistlsq','p:excludelsqtimes','p:lsqtimesout','p:clistctrl','p:cname','p:clist','p:keeplog','p:const','p:changedproperties','p:lastchangedproperty'
NOREMOVE|NODEACTIVATE
BUILT
0
0
null
34,'p:linsolver','p:mumpsalloc','p:mumpsreorder','p:mumpsrreorder','p:reusereorder','p:pivotenable','p:thresh','p:pivotperturb','p:mumpsblr','p:mumpsblrtol','p:mumpsblrtype','p:ooc','p:memfracooc','p:incore','p:minicmemory','p:usetotmemory','p:internalmemusage','p:oocmemory','p:pardreorder','p:pardschedule','p:pardrreorder','p:pivotstrategy','p:pardmtsolve','p:clusterpardiso','p:preorder','p:pivotrefines','p:errorchk','p:rhob','p:iterrefine','p:maxrefinesteps','p:errorratiobound','p:nliniterrefine','p:changedproperties','p:lastchangedproperty'
NOREMOVE|NODEACTIVATE
BUILT
1
0
null
29,'p:symmetric','p:matrixformat','p:rowscale','p:nullfun','p:orthonormallimit','p:storeresidual','p:convinfo','p:logsampling','p:recoverysavinginfo','p:recoverysavingratio','p:blocksize','p:blocksizeactive','p:assemdistrsol','p:assemloc','p:cachepattern','p:complexfun','p:matherr','p:checkmatherr','p:assemtol','p:keep','p:L','p:K','p:D','p:E','p:M','p:N','p:optthread','p:changedproperties','p:lastchangedproperty'
BUILT
2
0
null
null
null
null
null
null
null
null
null
null
null
null
null
null
null
null
null
null
null
null
null
null
null
null
null
null
24,'p:initstep','p:minstep','p:rstep','p:rstepabs','p:useminsteprecovery','p:minsteprecovery','p:ntermauto','p:ntolfact','p:niter','p:reserrfact','p:damp','p:ratelimit','p:ratelimitactive','p:jtech','p:ntermconst','p:stabacc','p:aaccdim','p:aaccmix','p:aaccdelay','p:initsteph','p:minsteph','p:plot','p:changedproperties','p:lastchangedproperty'
NOREMOVE|NODEACTIVATE
8,'p:defaultPlotIDs','p:phaseshift','p:scalingfactor','p:compgeommap','p:frametype','p:phase','p:scalefactor','p:probetag'
true[]defaultPlotIDdatadset1nonesolrepresentationsolutioninfoshowlooplevelinputon|off|off|looplevelinputall|showloopleveloff|off|off|looplevel1|2|3|4|5|6|7|8|9|a|b|c|d|e|f|g|h|i|j|k|l|m|n|o|p|q|r|s|t|u|v|w|x|y|z|10|11|12|13|14|15|16|17|18|19|1a|1b|1c|1d|1e|1f|1g|1h|1i|1j|1k|1l|1m|1n|1o|1p|1q|1r|1s|1t|1u|1v|1w|1x|1y|1z|20|21|22|23|24|25|26|27|28|29|2a|2b|2c|2d|2e|2f|2g|2h|2i|2j|2k|2l|2m|2n|2o|2p|2q|2r|2s|2t|2u|2v|2w|2x|2y|2z|30|31|32|33|34|35|36|37|38|39|3a|3b|3c|3d|3e|3f|3g|3h|3i|3j|3k|3l|3m|3n|3o|3p|3q|3r|3s|3t|3u|3v|3w|3x|3y|3z|40|41|42|43|44|45|46|47|48|49|4a|4b|4c|4d|4e|4f|4g|4h|4i|4j|4k|4l|4m|4n|4o|4p|4q|4r|4s|4t|4u|4v|4w|4x|4y|4z|50|51|52|53|54|55|56|57|58|59|5a|5b|5c|5d|5e|5f|5g|5h|5i|5j|5k|5l|5m|5n|5o|5p|5q|5r|5s|5t|5u|5v|5w|5x|5y|5z|60|61|62|63|64|65|66|67|68|69|6a|6b|6c|6d|6e|6f|6g|6h|6i|6j|6k|6l|6m|6n|6o|6p|6q|6r|6s|6t|6u|6v|6w|6x|6y|6z|70|71|72|73|74|75|76|77|78|79|7a|7b|7c|7d|7e|7f|7g|7h|7i|7j|7k|7l|7m|7n|7o|7p|7q|7r|7s|7t|7u|7v|7w|7x|7y|7z|80|81|82|83|84|85|86|87|88|89|8a|8b|8c|8d|8e|8f|8g|8h|8i|8j|8k|8l|8m|8n|8o|8p|8q|8r|8s|8t|8u|8v|8w|8x|8y|8z|90|91|92|93|94|95|96|97|98|99|9a|9b|9c|9d|9e|9f|9g|9h|9i|9j|9k|9l|9m|9n|9o|9p|9q|9r|9s|9t|9u|9v|9w|9x|9y|9z|a0|a1|a2|a3|a4|a5|a6|a7|a8|a9|aa|ab|ac|ad|ae|af|ag|ah|ai|aj|ak|al|am|an|ao|ap|aq|ar|as|at|au|av|aw|ax|ay|az|b0|b1|b2|b3|b4|b5|b6|b7|b8|b9|ba|bb|bc|bd|be|bf|bg|bh|bi|bj|bk|bl|bm|bn|bo|bp|bq|br|bs|bt|bu|bv|bw|bx|by|bz|c0|c1|c2|c3|c4|c5|c6|c7|c8|c9|ca|cb|cc|cd|ce|cf|cg|ch|ci|cj|ck|cl|cm|cn|co|cp|cq|cr|cs|ct|cu|cv|cw|cx|cy|cz|d0|d1|d2|d3|d4|d5|d6|d7|d8|d9|da|db|dc|dd|de|df|dg|dh|di|dj|dk|dl|dm|dn|do|dp|dq|dr|ds|dt|du|dv|dw|dx|showlooplevelindicesoff|off|off|looplevelindicesshowinterpoff|off|off|interpsavedatainmodelofftitlenumberformatkey6showsecylabelofftwoyaxesoffswitchxyoffshowplotonsecyaxisoffaxislimitsoffpreserveaspectoffshowsecylogoffshowsecyextraofftrue[]dataparentparentshowsolutionparamsoffsolrepresentationsolutioninfoshowlooplevelinputoff|off|off|looplevelinputshowloopleveloff|off|off|looplevelshowlooplevelindicesoff|off|off|looplevelindicesshowinterpoff|off|off|interpunittrans1unitdim0expru|unitm|evalmethodactiveoffconstactiveoffconstprefixes|xdataunittrans1xdatasolutionxdataparamunitsolddatasetfunctypecontinuousrefine1
BUILT
200,'p:progressactive','p:renderinfo','p:ispendingzoom','p:isforexport','p:colortheme','p:isforreport','p:preventautozoomextents','p:needsstylerepaint','p:stylerepaintinprogress','p:defaultaxisunits','p:animating','p:playing','p:legendactivechanged','p:defaultPlotID','p:probetag','p:probehasbeenplotted','p:solrepresentation','p:oldouteranalysistype','p:outertype','p:outerinput','p:outersolnum','p:outersolnumindices','p:outersolnumindices_vector_method','p:outersolnumindices_vector_start','p:outersolnumindices_vector_stop','p:outersolnumindices_vector_step','p:outersolnumindices_vector_numvalues','p:outersolnumindices_vector_function','p:outersolnumindices_vector_interval','p:outersolnumindices_vector_freqperdec','p:innerinput','p:solnumindices','p:solnumindices_vector_method','p:solnumindices_vector_start','p:solnumindices_vector_stop','p:solnumindices_vector_step','p:solnumindices_vector_numvalues','p:solnumindices_vector_function','p:solnumindices_vector_interval','p:solnumindices_vector_freqperdec','p:t_vector_method','p:t_vector_start','p:t_vector_stop','p:t_vector_step','p:t_vector_numvalues','p:t_vector_function','p:t_vector_interval','p:t_vector_freqperdec','p:showlooplevel','p:showlooplevelindices','p:looplevelindices_vector_method','p:looplevelindices_vector_start','p:looplevelindices_vector_stop','p:looplevelindices_vector_step','p:looplevelindices_vector_numvalues','p:looplevelindices_vector_function','p:looplevelindices_vector_interval','p:looplevelindices_vector_freqperdec','p:showinterp','p:interp_vector_method','p:interp_vector_start','p:interp_vector_stop','p:interp_vector_step','p:interp_vector_numvalues','p:interp_vector_function','p:interp_vector_interval','p:interp_vector_freqperdec','p:solutiontouchtype','p:isnew','p:previousnextlevel','p:savedatainmodel','p:titlenumberformatkey','p:titletype','p:titlecolor','p:customtitlecolor','p:titlenumberformat','p:titletrailingzeros','p:titleprecision','p:titleintegerdigits','p:titledecimals','p:titlealwayssign','p:titlealwaysimaginary','p:titleexponentdigits','p:titlealwayssignexp','p:datasetintitle','p:phaseintitle','p:filenameintitle','p:dateintitle','p:timeintitle','p:prefixintitle','p:suffixintitle','p:typeintitle','p:descriptionintitle','p:expressionintitle','p:unitintitle','p:titleparamindicator','p:paramindicator','p:help1','p:help2','p:help3','p:temptitleexpr','p:temptitleunit','p:evaluatedparamindicator','p:xlabelactive','p:ylabelactive','p:showsecylabel','p:yseclabel','p:yseclabelactive','p:twoyaxes','p:switchxy','p:showplotonsecyaxis','p:renderdatacached','p:inputmode','p:cutmode','p:planedepth','p:lastinputmode','p:linefirst','p:linesecond','p:lineisinit','p:planefirst','p:planesecond','p:planeisinit','p:cutlineds','p:cutlinedshash','p:cutplaneds','p:cutplanedshash','p:cutlinepg','p:cutlinepgds','p:cutplanepg','p:cutplanepgds','p:cutlineplot','p:cutplaneplot','p:axislimits','p:showsecaxislimit','p:yminsec','p:ymaxsec','p:preserveaspect','p:xlog','p:ylog','p:showsecylog','p:ylogsec','p:showgrid','p:showmanualgrid','p:manualgrid','p:showxspacing','p:xspacing','p:showyspacing','p:yspacing','p:showsecyspacing','p:ysecspacing','p:xextra','p:xextra_vector_method','p:xextra_vector_start','p:xextra_vector_stop','p:xextra_vector_step','p:xextra_vector_numvalues','p:xextra_vector_function','p:xextra_vector_interval','p:xextra_vector_freqperdec','p:yextra','p:yextra_vector_method','p:yextra_vector_start','p:yextra_vector_stop','p:yextra_vector_step','p:yextra_vector_numvalues','p:yextra_vector_function','p:yextra_vector_interval','p:yextra_vector_freqperdec','p:showsecyextra','p:ysecextra','p:ysecextra_vector_method','p:ysecextra_vector_start','p:ysecextra_vector_stop','p:ysecextra_vector_step','p:ysecextra_vector_numvalues','p:ysecextra_vector_function','p:ysecextra_vector_interval','p:ysecextra_vector_freqperdec','p:showlegends','p:legendlayout','p:legendpos','p:legendposx','p:legendposy','p:legendcolumncount','p:legendposoutside','p:legendrowcount','p:showlegendsactive','p:showlegendsmaxmin','p:showlegendsunit','p:colorlegendpos','p:axisactive','p:axisnotation','p:axiscommonexp','p:axistrailingzeros','p:axisupdate','p:window','p:showwindowtitle','p:windowtitle','p:windowtitleactive','p:allowtableupdate'
true[]dataparentparentshowsolutionparamsoffsolrepresentationsolutioninfoshowlooplevelinputoff|off| ��off|looplevelinputshowloopleveloff|off|off|looplevelshowlooplevelindicesoff|off|off|looplevelindicesshowinterpoff|off|off|interpunittrans1unitdim0expru|unitm|evalmethodactiveoffconstactiveoffconstprefixes|xdataunittrans1xdatasolutionxdataparamunitsolddatasetfunctypecontinuousrefine1true[]defaultPlotIDdatadset1nonesolrepresentationsolutioninfoshowlooplevelinputon|off|off|looplevelinputall|showloopleveloff|off|off|looplevel1|2|3|4|5|6|7|8|9|a|b|c|d|e|f|g|h|i|j|k|l|m|n|o|p|q|r|s|t|u|v|w|x|y|z|10|11|12|13|14|15|16|17|18|19|1a|1b|1c|1d|1e|1f|1g|1h|1i|1j|1k|1l|1m|1n|1o|1p|1q|1r|1s|1t|1u|1v|1w|1x|1y|1z|20|21|22|23|24|25|26|27|28|29|2a|2b|2c|2d|2e|2f|2g|2h|2i|2j|2k|2l|2m|2n|2o|2p|2q|2r|2s|2t|2u|2v|2w|2x|2y|2z|30|31|32|33|34|35|36|37|38|39|3a|3b|3c|3d|3e|3f|3g|3h|3i|3j|3k|3l|3m|3n|3o|3p|3q|3r|3s|3t|3u|3v|3w|3x|3y|3z|40|41|42|43|44|45|46|47|48|49|4a|4b|4c|4d|4e|4f|4g|4h|4i|4j|4k|4l|4m|4n|4o|4p|4q|4r|4s|4t|4u|4v|4w|4x|4y|4z|50|51|52|53|54|55|56|57|58|59|5a|5b|5c|5d|5e|5f|5g|5h|5i|5j|5k|5l|5m|5n|5o|5p|5q|5r|5s|5t|5u|5v|5w|5x|5y|5z|60|61|62|63|64|65|66|67|68|69|6a|6b|6c|6d|6e|6f|6g|6h|6i|6j|6k|6l|6m|6n|6o|6p|6q|6r|6s|6t|6u|6v|6w|6x|6y|6z|70|71|72|73|74|75|76|77|78|79|7a|7b|7c|7d|7e|7f|7g|7h|7i|7j|7k|7l|7m|7n|7o|7p|7q|7r|7s|7t|7u|7v|7w|7x|7y|7z|80|81|82|83|84|85|86|87|88|89|8a|8b|8c|8d|8e|8f|8g|8h|8i|8j|8k|8l|8m|8n|8o|8p|8q|8r|8s|8t|8u|8v|8w|8x|8y|8z|90|91|92|93|94|95|96|97|98|99|9a|9b|9c|9d|9e|9f|9g|9h|9i|9j|9k|9l|9m|9n|9o|9p|9q|9r|9s|9t|9u|9v|9w|9x|9y|9z|a0|a1|a2|a3|a4|a5|a6|a7|a8|a9|aa|ab|ac|ad|ae|af|ag|ah|ai|aj|ak|al|am|an|ao|ap|aq|ar|as|at|au|av|aw|ax|ay|az|b0|b1|b2|b3|b4|b5|b6|b7|b8|b9|ba|bb|bc|bd|be|bf|bg|bh|bi|bj|bk|bl|bm|bn|bo|bp|bq|br|bs|bt|bu|bv|bw|bx|by|bz|c0|c1|c2|c3|c4|c5|c6|c7|c8|c9|ca|cb|cc|cd|ce|cf|cg|ch|ci|cj|ck|cl|cm|cn|co|cp|cq|cr|cs|ct|cu|cv|cw|cx|cy|cz|d0|d1|d2|d3|d4|d5|d6|d7|d8|d9|da|db|dc|dd|de|df|dg|dh|di|dj|dk|dl|dm|dn|do|dp|dq|dr|ds|dt|du|dv|dw|dx|showlooplevelindicesoff|off|off|looplevelindicesshowinterpoff|off|off|interpsavedatainmodelofftitlenumberformatkey6showsecylabelofftwoyaxesoffswitchxyoffshowplotonsecyaxisoffaxislimitsoffpreserveaspectoffshowsecylogoffshowsecyextraoff
EDITED
165,'p:progressactive','p:isanim','p:isanimfirst','p:iscachedirty','p:readytoplot','p:legendactivechanged','p:showsolutionparams','p:solutionparams','p:solrepresentation','p:oldanalysistype','p:oldouteranalysistype','p:outertype','p:outerinput','p:outersolnum','p:outersolnumindices','p:outersolnumindices_vector_method','p:outersolnumindices_vector_start','p:outersolnumindices_vector_stop','p:outersolnumindices_vector_step','p:outersolnumindices_vector_numvalues','p:outersolnumindices_vector_function','p:outersolnumindices_vector_interval','p:outersolnumindices_vector_freqperdec','p:solvertype','p:innerinput','p:solnumindices','p:solnumindices_vector_method','p:solnumindices_vector_start','p:solnumindices_vector_stop','p:solnumindices_vector_step','p:solnumindices_vector_numvalues','p:solnumindices_vector_function','p:solnumindices_vector_interval','p:solnumindices_vector_freqperdec','p:t_vector_method','p:t_vector_start','p:t_vector_stop','p:t_vector_step','p:t_vector_numvalues','p:t_vector_function','p:t_vector_interval','p:t_vector_freqperdec','p:showlooplevelinput','p:looplevelinput','p:showlooplevel','p:looplevel','p:showlooplevelindices','p:looplevelindices','p:looplevelindices_vector_method','p:looplevelindices_vector_start','p:looplevelindices_vector_stop','p:looplevelindices_vector_step','p:looplevelindices_vector_numvalues','p:looplevelindices_vector_function','p:looplevelindices_vector_interval','p:looplevelindices_vector_freqperdec','p:showinterp','p:interp','p:interp_vector_method','p:interp_vector_start','p:interp_vector_stop','p:interp_vector_step','p:interp_vector_numvalues','p:interp_vector_function','p:interp_vector_interval','p:interp_vector_freqperdec','p:solutiontouchtype','p:previousnextlevel','p:previousnextlevelinitialized','p:plotonsecyaxis','p:unittrans','p:unitdim','p:exprexcelfilename','p:exprexcelsheet','p:exprexcelrange','p:exprexcelincludeheaders','p:exprexcelseparateunits','p:exprexceloverwrite','p:exprexcelcalculatedvalues','p:compactexprs','p:allowdescrupdate','p:evalmethodactive','p:evalmethod','p:differential','p:constactive','p:const','p:constUnit','p:constprefixes','p:titletype','p:prefixintitle','p:suffixintitle','p:typeintitle','p:descriptionintitle','p:expressionintitle','p:unitintitle','p:title','p:hasmultilevel','p:xdataunittrans','p:xdata','p:fouriershow','p:nsamples','p:nsamplesactive','p:inverse','p:maskdc','p:ignorelast','p:shiftzero','p:scaleperiod','p:indb','p:dbtype','p:dbref','p:dbmanualref','p:scale','p:nfreqs','p:nfreqsactive','p:freqrangeactive','p:freqmin','p:freqmax','p:xdataphaserange_vector_method','p:xdataphaserange_vector_start','p:xdataphaserange_vector_stop','p:xdataphaserange_vector_step','p:xdataphaserange_vector_numvalues','p:xdataphaserange_vector_function','p:xdataphaserange_vector_interval','p:xdataphaserange_vector_freqperdec','p:xdataphaseunit','p:xdatadescractive','p:xdataevalmethodactive','p:xdataevalmethod','p:xdatadifferential','p:olddataset','p:xmin','p:showlinestyle','p:linestyle','p:functype','p:showcolor','p:linecolor','p:customlinecolor','p:colorcycle','p:showwidth','p:showlinewidthslider','p:linewidthslider','p:showmarker','p:linemarker','p:markerpos','p:markers','p:renderindices','p:touchlinestyle','p:touchlinecolor','p:touchlinemarker','p:refine','p:legend','p:legendmethod','p:autosolution','p:autodescr','p:autoexpr','p:autounit','p:legendprefix','p:legendsuffix','p:legendallowexprshelp','p:legendexprprecision','p:legendpattern','p:legendtempexpr','p:legendtempunit','p:legendeval'
t(s("/component")) m(s("create")) s("comp1") b(true)
t(s("/component/comp1/physics")) m(s("create")) s("ge") s("GlobalEquations")
t(s("/study")) m(s("create")) s("std1")
t(s("/study/std1")) m(s("create")) s("time") s("Transient")
t(s("/study/std1/feature/time")) m(s("setSolveFor")) s("/physics/ge") b(true)
t(s("/param")) m(s("set")) s("m") s("1[kg]")
t(s("/param")) m(s("descr")) s("m") s("Point mass")
t(s("/param")) m(s("descr")) s("m") s("Mass")
t(s("/param")) m(s("set")) s("c") s("0.125[kg/s]")
t(s("/param")) m(s("descr")) s("c") s("Damping")
t(s("/param")) m(s("set")) s("k") s("1[N/m]")
t(s("/param")) m(s("descr")) s("k") s("Spring constant")
t(s("/param")) m(s("set")) s("A") s("3[N]")
t(s("/param")) m(s("descr")) s("A") s("Forcing amplitude")
t(s("/param")) m(s("set")) s("w") s("2[rad/s]")
t(s("/param")) m(s("descr")) s("w") s("Forcing frequency")
t(s("/component/comp1/physics/ge/feature/ge1")) m(s("setIndex")) s("name") s("u") i(0) i(0)
t(s("/component/comp1/physics/ge/feature/ge1")) m(s("setIndex")) s("equation") s("m*utt+c*ut+k*u-A*cos(wt)") i(0) i(0)
t(s("/component/comp1/physics/ge/feature/ge1")) m(s("set")) s("CustomDependentVariableUnit") s("1")
t(s("/component/comp1/physics/ge/feature/ge1")) m(s("set")) s("DependentVariableQuantity") s("none")
t(s("/component/comp1/physics/ge/feature/ge1")) m(s("setIndex")) s("CustomDependentVariableUnit") s("m") i(0) i(0)
t(s("/component/comp1/physics/ge/feature/ge1")) m(s("set")) s("CustomSourceTermUnit") s("1")
t(s("/component/comp1/physics/ge/feature/ge1")) m(s("set")) s("SourceTermQuantity") s("none")
t(s("/component/comp1/physics/ge/feature/ge1")) m(s("setIndex")) s("CustomSourceTermUnit") s("N") i(0) i(0)
t(s("/component/comp1/physics/ge/feature/ge1")) m(s("set")) s("DependentVariableQuantity") s("displacement")
t(s("/component/comp1/physics/ge/feature/ge1")) m(s("set")) s("CustomSourceTermUnit") s("N")
t(s("/component/comp1/physics/ge/feature/ge1")) m(s("set")) s("SourceTermQuantity") s("none")
t(s("/component/comp1/physics/ge/feature/ge1")) m(s("set")) s("SourceTermQuantity") s("force")
t(s("/component/comp1/physics/ge/feature/ge1")) m(s("setIndex")) s("equation") s("m*utt+c*ut+k*u-A*cos(w*t)") i(0) i(0)
t(s("/component/comp1/physics/ge/feature/ge1")) m(s("setIndex")) s("initialValueU") i(2) i(0) i(0)
t(s("/component/comp1/physics/ge/feature/ge1")) m(s("setIndex")) s("description") s("Mass displacement") i(0) i(0)
t(s("/study/std1/feature/time")) m(s("set")) s("tlist") s("range(0,0.1,50)")
t(s("/sol")) m(s("create")) s("sol1")
t(s("/sol/sol1")) m(s("study")) s("std1")
t(s("/study/std1/feature/time")) m(s("set")) s("notlistsolnum") i(1)
t(s("/study/std1/feature/time")) m(s("set")) s("notsolnum") s("auto")
t(s("/study/std1/feature/time")) m(s("set")) s("listsolnum") i(1)
t(s("/study/std1/feature/time")) m(s("set")) s("solnum") s("auto")
t(s("/sol/sol1")) m(s("create")) s("st1") s("StudyStep")
t(s("/sol/sol1/feature/st1")) m(s("set")) s("study") s("std1")
t(s("/sol/sol1/feature/st1")) m(s("set")) s("studystep") s("time")
t(s("/sol/sol1")) m(s("create")) s("v1") s("Variables")
t(s("/sol/sol1/feature/v1")) m(s("set")) s("control") s("time")
t(s("/sol/sol1")) m(s("create")) s("t1") s("Time")
t(s("/sol/sol1/feature/t1")) m(s("set")) s("tlist") s("range(0,0.1,50)")
t(s("/sol/sol1/feature/t1")) m(s("set")) s("plot") s("off")
t(s("/sol/sol1/feature/t1")) m(s("set")) s("plotgroup") s("Default")
t(s("/sol/sol1/feature/t1")) m(s("set")) s("plotfreq") s("tout")
t(s("/sol/sol1/feature/t1")) m(s("set")) s("probesel") s("all")
t(s("/sol/sol1/feature/t1")) m(s("set")) s("probes") sa()
t(s("/sol/sol1/feature/t1")) m(s("set")) s("probefreq") s("tsteps")
t(s("/sol/sol1/feature/t1")) m(s("set")) s("atolglobalvaluemethod") s("factor")
t(s("/sol/sol1/feature/t1")) m(s("set")) s("endtimeinterpolation") b(true)
t(s("/sol/sol1/feature/t1")) m(s("set")) s("control") s("time")
t(s("/sol/sol1/feature/t1")) m(s("create")) s("fc1") s("FullyCoupled")
t(s("/sol/sol1/feature/t1/feature/fc1")) m(s("set")) s("linsolver") s("dDef")
t(s("/sol/sol1/feature/t1/feature")) m(s("remove")) s("fcDef")
t(s("/sol/sol1")) m(s("attach")) s("std1")
t(s("/result/numerical")) m(s("create")) s("gev1") s("EvalGlobal")
t(s("/result/numerical/gev1")) m(s("set")) s("data") s("dset1")
t(s("/result/numerical/gev1")) m(s("set")) s("expr") sa(s("u"))
t(s("/result/numerical/gev1")) m(s("set")) s("descr") sa(s("Mass displacement"))
t(s("/result/feature")) m(s("create")) s("pg1") s("PlotGroup1D")
t(s("/result/feature/pg1")) m(s("set")) s("data") s("dset1")
t(s("/result/feature/pg1")) m(s("create")) s("glob1") s("Global")
t(s("/result/feature/pg1/feature/glob1")) m(s("set")) s("expr") sa(s("u"))
t(s("/result/feature/pg1/feature/glob1")) m(s("set")) s("descr") sa(s("Mass displacement"))
t(s("/sol/sol1")) m(s("runAll"))
t(s("/result/feature/pg1")) m(s("run"))
t(s("/result/feature/pg1")) m(s("run"))
t(s("/result/feature/pg1")) m(s("run"))
t(s("/")) m(s("label")) s("mass_spring_damper.mph")
t(s("/result/feature/pg1")) m(s("run"))
t(s("/")) m(s("label")) s("mass_spring_damper.mph")
t(s("/result/feature/pg1")) m(s("run"))
t(s("/result/numerical")) m(s("remove")) s("gev1")
t(s("/result/feature/pg1")) m(s("run"))
t(s("/")) m(s("label")) s("mass_spring_damper.mph")
t(s("/result/feature/pg1")) m(s("run"))
t(s("/param")) m(s("remove")) s("m")
t(s("/param")) m(s("remove")) s("c")
t(s("/param")) m(s("remove")) s("k")
t(s("/param")) m(s("remove")) s("A")
t(s("/param")) m(s("remove")) s("w")
t(s("/param")) m(s(null)) c() st(s("To import content from file, use:"))
t(s("/param")) m(s("loadFile")) c() s("FILENAME")
t(s("/param")) m(s("set")) s("m") s("1[kg]") s("Mass")
t(s("/param")) m(s("set")) s("c") s("0.125[kg/s]") s("Damping")
t(s("/param")) m(s("set")) s("k") s("1[N/m]") s("Spring constant")
t(s("/param")) m(s("set")) s("A") s("3[N]") s("Forcing amplitude")
t(s("/param")) m(s("set")) s("w") s("2*pi*fq") s("Forcing angular frequency")
t(s("/param")) m(s("set")) s("fq") s("(2/(2*pi))[Hz]") s("Forcing frequency")
t(s("/param")) m(s("set")) s("fq0") s("sqrt(k/m)") s("Natural frequency")
t(s("/param")) m(s("set")) s("e") s("1[1/m^2]") s("Scaling coefficient")
t(s("/param")) m(s("remove")) s("e")
t(s("/sol/sol1")) m(s("study")) s("std1")
t(s("/study/std1/feature/time")) m(s("set")) s("notlistsolnum") i(1)
t(s("/study/std1/feature/time")) m(s("set")) s("notsolnum") s("auto")
t(s("/study/std1/feature/time")) m(s("set")) s("listsolnum") i(1)
t(s("/study/std1/feature/time")) m(s("set")) s("solnum") s("auto")
t(s("/sol/sol1/feature")) m(s("remove")) s("t1")
t(s("/sol/sol1/feature")) m(s("remove")) s("v1")
t(s("/sol/sol1/feature")) m(s("remove")) s("st1")
t(s("/sol/sol1")) m(s("create")) s("st1") s("StudyStep")
t(s("/sol/sol1/feature/st1")) m(s("set")) s("study") s("std1")
t(s("/sol/sol1/feature/st1")) m(s("set")) s("studystep") s("time")
t(s("/sol/sol1")) m(s("create")) s("v1") s("Variables")
t(s("/sol/sol1/feature/v1")) m(s("set")) s("control") s("time")
t(s("/sol/sol1")) m(s("create")) s("t1") s("Time")
t(s("/sol/sol1/feature/t1")) m(s("set")) s("tlist") s("range(0,0.1,50)")
t(s("/sol/sol1/feature/t1")) m(s("set")) s("plot") s("off")
t(s("/sol/sol1/feature/t1")) m(s("set")) s("plotgroup") s("pg1")
t(s("/sol/sol1/feature/t1")) m(s("set")) s("plotfreq") s("tout")
t(s("/sol/sol1/feature/t1")) m(s("set")) s("probesel") s("all")
t(s("/sol/sol1/feature/t1")) m(s("set")) s("probes") sa()
t(s("/sol/sol1/feature/t1")) m(s("set")) s("probefreq") s("tsteps")
t(s("/sol/sol1/feature/t1")) m(s("set")) s("atolglobalvaluemethod") s("factor")
t(s("/sol/sol1/feature/t1")) m(s("set")) s("endtimeinterpolation") b(true)
t(s("/sol/sol1/feature/t1")) m(s("set")) s("control") s("time")
t(s("/sol/sol1/feature/t1")) m(s("create")) s("fc1") s("FullyCoupled")
t(s("/sol/sol1/feature/t1/feature/fc1")) m(s("set")) s("linsolver") s("dDef")
t(s("/sol/sol1/feature/t1/feature")) m(s("remove")) s("fcDef")
t(s("/sol/sol1")) m(s("attach")) s("std1")
t(s("/sol/sol1")) m(s("runAll"))
t(s("/result/feature/pg1")) m(s("run"))
t(s("/")) m(s("label")) s("mass_spring_damper2.mph")
t(s("/result/feature/pg1")) m(s("run"))
t(s("/sol/sol1")) m(s("study")) s("std1")
t(s("/study/std1/feature/time")) m(s("set")) s("notlistsolnum") i(1)
t(s("/study/std1/feature/time")) m(s("set")) s("notsolnum") s("auto")
t(s("/study/std1/feature/time")) m(s("set")) s("listsolnum") i(1)
t(s("/study/std1/feature/time")) m(s("set")) s("solnum") s("auto")
t(s("/sol/sol1/feature")) m(s("remove")) s("t1")
t(s("/sol/sol1/feature")) m(s("remove")) s("v1")
t(s("/sol/sol1/feature")) m(s("remove")) s("st1")
t(s("/sol/sol1")) m(s("create")) s("st1") s("StudyStep")
t(s("/sol/sol1/feature/st1")) m(s("set")) s("study") s("std1")
t(s("/sol/sol1/feature/st1")) m(s("set")) s("studystep") s("time")
t(s("/sol/sol1")) m(s("create")) s("v1") s("Variables")
t(s("/sol/sol1/feature/v1")) m(s("set")) s("control") s("time")
t(s("/sol/sol1")) m(s("create")) s("t1") s("Time")
t(s("/sol/sol1/feature/t1")) m(s("set")) s("tlist") s("range(0,0.1,50)")
t(s("/sol/sol1/feature/t1")) m(s("set")) s("plot") s("off")
t(s("/sol/sol1/feature/t1")) m(s("set")) s("plotgroup") s("pg1")
t(s("/sol/sol1/feature/t1")) m(s("set")) s("plotfreq") s("tout")
t(s("/sol/sol1/feature/t1")) m(s("set")) s("probesel") s("all")
t(s("/sol/sol1/feature/t1")) m(s("set")) s("probes") sa()
t(s("/sol/sol1/feature/t1")) m(s("set")) s("probefreq") s("tsteps")
t(s("/sol/sol1/feature/t1")) m(s("set")) s("atolglobalvaluemethod") s("factor")
t(s("/sol/sol1/feature/t1")) m(s("set")) s("endtimeinterpolation") b(true)
t(s("/sol/sol1/feature/t1")) m(s("set")) s("control") s("time")
t(s("/sol/sol1/feature/t1")) m(s("create")) s("fc1") s("FullyCoupled")
t(s("/sol/sol1/feature/t1/feature/fc1")) m(s("set")) s("linsolver") s("dDef")
t(s("/sol/sol1/feature/t1/feature")) m(s("remove")) s("fcDef")
t(s("/sol/sol1")) m(s("attach")) s("std1")
t(s("/sol/sol1")) m(s("runAll"))
t(s("/result/feature/pg1")) m(s("run"))
t(s("/")) m(s("label")) s("mass_spring_damper.mph")
t(s("/result/feature/pg1")) m(s("run"))
t(s("/component/comp1/physics/ge/feature/ge1")) m(s("setIndex")) s("equation") s("-m*utt-c*ut-k*u+A*cos(w*t)") i(0) i(0)
t(s("/sol/sol1")) m(s("study")) s("std1")
t(s("/study/std1/feature/time")) m(s("set")) s("notlistsolnum") i(1)
t(s("/study/std1/feature/time")) m(s("set")) s("notsolnum") s("auto")
t(s("/study/std1/feature/time")) m(s("set")) s("listsolnum") i(1)
t(s("/study/std1/feature/time")) m(s("set")) s("solnum") s("auto")
t(s("/sol/sol1/feature")) m(s("remove")) s("t1")
t(s("/sol/sol1/feature")) m(s("remove")) s("v1")
t(s("/sol/sol1/feature")) m(s("remove")) s("st1")
t(s("/sol/sol1")) m(s("create")) s("st1") s("StudyStep")
t(s("/sol/sol1/feature/st1")) m(s("set")) s("study") s("std1")
t(s("/sol/sol1/feature/st1")) m(s("set")) s("studystep") s("time")
t(s("/sol/sol1")) m(s("create")) s("v1") s("Variables")
t(s("/sol/sol1/feature/v1")) m(s("set")) s("control") s("time")
t(s("/sol/sol1")) m(s("create")) s("t1") s("Time")
t(s("/sol/sol1/feature/t1")) m(s("set")) s("tlist") s("range(0,0.1,50)")
t(s("/sol/sol1/feature/t1")) m(s("set")) s("plot") s("off")
t(s("/sol/sol1/feature/t1")) m(s("set")) s("plotgroup") s("pg1")
t(s("/sol/sol1/feature/t1")) m(s("set")) s("plotfreq") s("tout")
t(s("/sol/sol1/feature/t1")) m(s("set")) s("probesel") s("all")
t(s("/sol/sol1/feature/t1")) m(s("set")) s("probes") sa()
t(s("/sol/sol1/feature/t1")) m(s("set")) s("probefreq") s("tsteps")
t(s("/sol/sol1/feature/t1")) m(s("set")) s("atolglobalvaluemethod") s("factor")
t(s("/sol/sol1/feature/t1")) m(s("set")) s("endtimeinterpolation") b(true)
t(s("/sol/sol1/feature/t1")) m(s("set")) s("control") s("time")
t(s("/sol/sol1/feature/t1")) m(s("create")) s("fc1") s("FullyCoupled")
t(s("/sol/sol1/feature/t1/feature/fc1")) m(s("set")) s("linsolver") s("dDef")
t(s("/sol/sol1/feature/t1/feature")) m(s("remove")) s("fcDef")
t(s("/sol/sol1")) m(s("attach")) s("std1")
t(s("/sol/sol1")) m(s("runAll"))
t(s("/result/feature/pg1")) m(s("run"))
t(s("/sol/sol1")) m(s("study")) s("std1")
t(s("/study/std1/feature/time")) m(s("set")) s("notlistsolnum") i(1)
t(s("/study/std1/feature/time")) m(s("set")) s("notsolnum") s("auto")
t(s("/study/std1/feature/time")) m(s("set")) s("listsolnum") i(1)
t(s("/study/std1/feature/time")) m(s("set")) s("solnum") s("auto")
t(s("/sol/sol1/feature")) m(s("remove")) s("t1")
t(s("/sol/sol1/feature")) m(s("remove")) s("v1")
t(s("/sol/sol1/feature")) m(s("remove")) s("st1")
t(s("/sol/sol1")) m(s("create")) s("st1") s("StudyStep")
t(s("/sol/sol1/feature/st1")) m(s("set")) s("study") s("std1")
t(s("/sol/sol1/feature/st1")) m(s("set")) s("studystep") s("time")
t(s("/sol/sol1")) m(s("create")) s("v1") s("Variables")
t(s("/sol/sol1/feature/v1")) m(s("set")) s("control") s("time")
t(s("/sol/sol1")) m(s("create")) s("t1") s("Time")
t(s("/sol/sol1/feature/t1")) m(s("set")) s("tlist") s("range(0,0.1,50)")
t(s("/sol/sol1/feature/t1")) m(s("set")) s("plot") s("off")
t(s("/sol/sol1/feature/t1")) m(s("set")) s("plotgroup") s("pg1")
t(s("/sol/sol1/feature/t1")) m(s("set")) s("plotfreq") s("tout")
t(s("/sol/sol1/feature/t1")) m(s("set")) s("probesel") s("all")
t(s("/sol/sol1/feature/t1")) m(s("set")) s("probes") sa()
t(s("/sol/sol1/feature/t1")) m(s("set")) s("probefreq") s("tsteps")
t(s("/sol/sol1/feature/t1")) m(s("set")) s("atolglobalvaluemethod") s("factor")
t(s("/sol/sol1/feature/t1")) m(s("set")) s("endtimeinterpolation") b(true)
t(s("/sol/sol1/feature/t1")) m(s("set")) s("control") s("time")
t(s("/sol/sol1/feature/t1")) m(s("create")) s("fc1") s("FullyCoupled")
t(s("/sol/sol1/feature/t1/feature/fc1")) m(s("set")) s("linsolver") s("dDef")
t(s("/sol/sol1/feature/t1/feature")) m(s("remove")) s("fcDef")
t(s("/sol/sol1")) m(s("attach")) s("std1")
t(s("/sol/sol1")) m(s("runAll"))
t(s("/result/feature/pg1")) m(s("run"))
t(s("/")) m(s("label")) s("mass_spring_damper.mph")
t(s("/result/feature/pg1")) m(s("run"))
t(s("/study/std1/feature/time")) m(s("set")) s("usertol") b(true)
t(s("/study/std1/feature/time")) m(s("set")) s("rtol") s("0.0001")
t(s("/sol/sol1")) m(s("study")) s("std1")
t(s("/study/std1/feature/time")) m(s("set")) s("notlistsolnum") i(1)
t(s("/study/std1/feature/time")) m(s("set")) s("notsolnum") s("auto")
t(s("/study/std1/feature/time")) m(s("set")) s("listsolnum") i(1)
t(s("/study/std1/feature/time")) m(s("set")) s("solnum") s("auto")
t(s("/sol/sol1/feature")) m(s("remove")) s("t1")
t(s("/sol/sol1/feature")) m(s("remove")) s("v1")
t(s("/sol/sol1/feature")) m(s("remove")) s("st1")
t(s("/sol/sol1")) m(s("create")) s("st1") s("StudyStep")
t(s("/sol/sol1/feature/st1")) m(s("set")) s("study") s("std1")
t(s("/sol/sol1/feature/st1")) m(s("set")) s("studystep") s("time")
t(s("/sol/sol1")) m(s("create")) s("v1") s("Variables")
t(s("/sol/sol1/feature/v1")) m(s("set")) s("control") s("time")
t(s("/sol/sol1")) m(s("create")) s("t1") s("Time")
t(s("/sol/sol1/feature/t1")) m(s("set")) s("tlist") s("range(0,0.1,50)")
t(s("/sol/sol1/feature/t1")) m(s("set")) s("plot") s("off")
t(s("/sol/sol1/feature/t1")) m(s("set")) s("plotgroup") s("pg1")
t(s("/sol/sol1/feature/t1")) m(s("set")) s("plotfreq") s("tout")
t(s("/sol/sol1/feature/t1")) m(s("set")) s("probesel") s("all")
t(s("/sol/sol1/feature/t1")) m(s("set")) s("probes") sa()
t(s("/sol/sol1/feature/t1")) m(s("set")) s("probefreq") s("tsteps")
t(s("/sol/sol1/feature/t1")) m(s("set")) s("atolglobalvaluemethod") s("factor")
t(s("/sol/sol1/feature/t1")) m(s("set")) s("endtimeinterpolation") b(true)
t(s("/sol/sol1/feature/t1")) m(s("set")) s("control") s("time")
t(s("/sol/sol1/feature/t1")) m(s("create")) s("fc1") s("FullyCoupled")
t(s("/sol/sol1/feature/t1/feature/fc1")) m(s("set")) s("linsolver") s("dDef")
t(s("/sol/sol1/feature/t1/feature")) m(s("remove")) s("fcDef")
t(s("/sol/sol1")) m(s("attach")) s("std1")
t(s("/sol/sol1")) m(s("runAll"))
t(s("/result/feature/pg1")) m(s("run"))
t(s("/")) m(s("label")) s("mass_spring_damper.mph")
t(s("/result/feature/pg1")) m(s("run"))
t(s("/component/comp1/physics/ge/feature/ge1")) m(s("setIndex")) s("equation") s("A*cos(w*t)-m*utt-c*ut-k*u") i(0) i(0)
t(s("/sol/sol1")) m(s("study")) s("std1")
t(s("/study/std1/feature/time")) m(s("set")) s("notlistsolnum") i(1)
t(s("/study/std1/feature/time")) m(s("set")) s("notsolnum") s("auto")
t(s("/study/std1/feature/time")) m(s("set")) s("listsolnum") i(1)
t(s("/study/std1/feature/time")) m(s("set")) s("solnum") s("auto")
t(s("/sol/sol1/feature")) m(s("remove")) s("t1")
t(s("/sol/sol1/feature")) m(s("remove")) s("v1")
t(s("/sol/sol1/feature")) m(s("remove")) s("st1")
t(s("/sol/sol1")) m(s("create")) s("st1") s("StudyStep")
t(s("/sol/sol1/feature/st1")) m(s("set")) s("study") s("std1")
t(s("/sol/sol1/feature/st1")) m(s("set")) s("studystep") s("time")
t(s("/sol/sol1")) m(s("create")) s("v1") s("Variables")
t(s("/sol/sol1/feature/v1")) m(s("set")) s("control") s("time")
t(s("/sol/sol1")) m(s("create")) s("t1") s("Time")
t(s("/sol/sol1/feature/t1")) m(s("set")) s("tlist") s("range(0,0.1,50)")
t(s("/sol/sol1/feature/t1")) m(s("set")) s("plot") s("off")
t(s("/sol/sol1/feature/t1")) m(s("set")) s("plotgroup") s("pg1")
t(s("/sol/sol1/feature/t1")) m(s("set")) s("plotfreq") s("tout")
t(s("/sol/sol1/feature/t1")) m(s("set")) s("probesel") s("all")
t(s("/sol/sol1/feature/t1")) m(s("set")) s("probes") sa()
t(s("/sol/sol1/feature/t1")) m(s("set")) s("probefreq") s("tsteps")
t(s("/sol/sol1/feature/t1")) m(s("set")) s("atolglobalvaluemethod") s("factor")
t(s("/sol/sol1/feature/t1")) m(s("set")) s("endtimeinterpolation") b(true)
t(s("/sol/sol1/feature/t1")) m(s("set")) s("control") s("time")
t(s("/sol/sol1/feature/t1")) m(s("create")) s("fc1") s("FullyCoupled")
t(s("/sol/sol1/feature/t1/feature/fc1")) m(s("set")) s("linsolver") s("dDef")
t(s("/sol/sol1/feature/t1/feature")) m(s("remove")) s("fcDef")
t(s("/sol/sol1")) m(s("attach")) s("std1")
t(s("/sol/sol1")) m(s("runAll"))
t(s("/result/feature/pg1")) m(s("run"))
t(s("/")) m(s("label")) s("mass_spring_damper.mph")
0
Expected_computation_timeLast_computation_time
1 s
std1/time
false
1
all
0
true
off
4
0
1,'t'
501,'0 s','0.1 s','0.2 s','0.3 s','0.4 s','0.5 s','0.6 s','0.7 s','0.8 s','0.9 s','1 s','1.1 s','1.2 s','1.3 s','1.4 s','1.5 s','1.6 s','1.7 s','1.8 s','1.9 s','2 s','2.1 s','2.2 s','2.3 s','2.4 s','2.5 s','2.6 s','2.7 s','2.8 s','2.9 s','3 s','3.1 s','3.2 s','3.3 s','3.4 s','3.5 s','3.6 s','3.7 s','3.8 s','3.9 s','4 s','4.1 s','4.2 s','4.3 s','4.4 s','4.5 s','4.6 s','4.7 s','4.8 s','4.9 s','5 s','5.1 s','5.2 s','5.3 s','5.4 s','5.5 s','5.6 s','5.7 s','5.8 s','5.9 s','6 s','6.1 s','6.2 s','6.3 s','6.4 s','6.5 s','6.6 s','6.7 s','6.8 s','6.9 s','7 s','7.1 s','7.2 s','7.3 s','7.4 s','7.5 s','7.6 s','7.7 s','7.8 s','7.9 s','8 s','8.1 s','8.2 s','8.3 s','8.4 s','8.5 s','8.6 s','8.7 s','8.8 s','8.9 s','9 s','9.1 s','9.2 s','9.3 s','9.4 s','9.5 s','9.6 s','9.7 s','9.8 s','9.9 s','10 s','10.1 s','10.2 s','10.3 s','10.4 s','10.5 s','10.6 s','10.7 s','10.8 s','10.9 s','11 s','11.1 s','11.2 s','11.3 s','11.4 s','11.5 s','11.6 s','11.7 s','11.8 s','11.9 s','12 s','12.1 s','12.2 s','12.3 s','12.4 s','12.5 s','12.6 s','12.7 s','12.8 s','12.9 s','13 s','13.1 s','13.2 s','13.3 s','13.4 s','13.5 s','13.6 s','13.7 s','13.8 s','13.9 s','14 s','14.1 s','14.2 s','14.3 s','14.4 s','14.5 s','14.6 s','14.7 s','14.8 s','14.9 s','15 s','15.1 s','15.2 s','15.3 s','15.4 s','15.5 s','15.6 s','15.7 s','15.8 s','15.9 s','16 s','16.1 s','16.2 s','16.3 s','16.4 s','16.5 s','16.6 s','16.7 s','16.8 s','16.9 s','17 s','17.1 s','17.2 s','17.3 s','17.4 s','17.5 s','17.6 s','17.7 s','17.8 s','17.9 s','18 s','18.1 s','18.2 s','18.3 s','18.4 s','18.5 s','18.6 s','18.7 s','18.8 s','18.9 s','19 s','19.1 s','19.2 s','19.3 s','19.4 s','19.5 s','19.6 s','19.7 s','19.8 s','19.9 s','20 s','20.1 s','20.2 s','20.3 s','20.4 s','20.5 s','20.6 s','20.7 s','20.8 s','20.9 s','21 s','21.1 s','21.2 s','21.3 s','21.4 s','21.5 s','21.6 s','21.7 s','21.8 s','21.9 s','22 s','22.1 s','22.2 s','22.3 s','22.4 s','22.5 s','22.6 s','22.7 s','22.8 s','22.9 s','23 s','23.1 s','23.2 s','23.3 s','23.4 s','23.5 s','23.6 s','23.7 s','23.8 s','23.9 s','24 s','24.1 s','24.2 s','24.3 s','24.4 s','24.5 s','24.6 s','24.7 s','24.8 s','24.9 s','25 s','25.1 s','25.2 s','25.3 s','25.4 s','25.5 s','25.6 s','25.7 s','25.8 s','25.9 s','26 s','26.1 s','26.2 s','26.3 s','26.4 s','26.5 s','26.6 s','26.7 s','26.8 s','26.9 s','27 s','27.1 s','27.2 s','27.3 s','27.4 s','27.5 s','27.6 s','27.7 s','27.8 s','27.9 s','28 s','28.1 s','28.2 s','28.3 s','28.4 s','28.5 s','28.6 s','28.7 s','28.8 s','28.9 s','29 s','29.1 s','29.2 s','29.3 s','29.4 s','29.5 s','29.6 s','29.7 s','29.8 s','29.9 s','30 s','30.1 s','30.2 s','30.3 s','30.4 s','30.5 s','30.6 s','30.7 s','30.8 s','30.9 s','31 s','31.1 s','31.2 s','31.3 s','31.4 s','31.5 s','31.6 s','31.7 s','31.8 s','31.9 s','32 s','32.1 s','32.2 s','32.3 s','32.4 s','32.5 s','32.6 s','32.7 s','32.8 s','32.9 s','33 s','33.1 s','33.2 s','33.3 s','33.4 s','33.5 s','33.6 s','33.7 s','33.8 s','33.9 s','34 s','34.1 s','34.2 s','34.3 s','34.4 s','34.5 s','34.6 s','34.7 s','34.8 s','34.9 s','35 s','35.1 s','35.2 s','35.3 s','35.4 s','35.5 s','35.6 s','35.7 s','35.8 s','35.9 s','36 s','36.1 s','36.2 s','36.3 s','36.4 s','36.5 s','36.6 s','36.7 s','36.8 s','36.9 s','37 s','37.1 s','37.2 s','37.3 s','37.4 s','37.5 s','37.6 s','37.7 s','37.8 s','37.9 s','38 s','38.1 s','38.2 s','38.3 s','38.4 s','38.5 s','38.6 s','38.7 s','38.8 s','38.9 s','39 s','39.1 s','39.2 s','39.3 s','39.4 s','39.5 s','39.6 s','39.7 s','39.8 s','39.9 s','40 s','40.1 s','40.2 s','40.3 s','40.4 s','40.5 s','40.6 s','40.7 s','40.8 s','40.9 s','41 s','41.1 s','41.2 s','41.3 s','41.4 s','41.5 s','41.6 s','41.7 s','41.8 s','41.9 s','42 s','42.1 s','42.2 s','42.3 s','42.4 s','42.5 s','42.6 s','42.7 s','42.8 s','42.9 s','43 s','43.1 s','43.2 s','43.3 s','43.4 s','43.5 s','43.6 s','43.7 s','43.8 s','43.9 s','44 s','44.1 s','44.2 s','44.3 s','44.4 s','44.5 s','44.6 s','44.7 s','44.8 s','44.9 s','45 s','45.1 s','45.2 s','45.3 s','45.4 s','45.5 s','45.6 s','45.7 s','45.8 s','45.9 s','46 s','46.1 s','46.2 s','46.3 s','46.4 s','46.5 s','46.6 s','46.7 s','46.8 s','46.9 s','47 s','47.1 s','47.2 s','47.3 s','47.4 s','47.5 s','47.6 s','47.7 s','47.8 s','47.9 s','48 s','48.1 s','48.2 s','48.3 s','48.4 s','48.5 s','48.6 s','48.7 s','48.8 s','48.9 s','49 s','49.1 s','49.2 s','49.3 s','49.4 s','49.5 s','49.6 s','49.7 s','49.8 s','49.9 s','50 s'
TIME
0.0,0.1,0.2,0.30000000000000004,0.4,0.5,0.6000000000000001,0.7000000000000001,0.8,0.9,1.0,1.1,1.2000000000000002,1.3,1.4000000000000001,1.5,1.6,1.7000000000000002,1.8,1.9000000000000001,2.0,2.1,2.2,2.3000000000000003,2.4000000000000004,2.5,2.6,2.7,2.8000000000000003,2.9000000000000004,3.0,3.1,3.2,3.3000000000000003,3.4000000000000004,3.5,3.6,3.7,3.8000000000000003,3.9000000000000004,4.0,4.1000000000000005,4.2,4.3,4.4,4.5,4.6000000000000005,4.7,4.800000000000001,4.9,5.0,5.1000000000000005,5.2,5.300000000000001,5.4,5.5,5.6000000000000005,5.7,5.800000000000001,5.9,6.0,6.1000000000000005,6.2,6.300000000000001,6.4,6.5,6.6000000000000005,6.7,6.800000000000001,6.9,7.0,7.1000000000000005,7.2,7.300000000000001,7.4,7.5,7.6000000000000005,7.7,7.800000000000001,7.9,8.0,8.1,8.200000000000001,8.3,8.4,8.5,8.6,8.700000000000001,8.8,8.9,9.0,9.1,9.200000000000001,9.3,9.4,9.5,9.600000000000001,9.700000000000001,9.8,9.9,10.0,10.100000000000001,10.200000000000001,10.3,10.4,10.5,10.600000000000001,10.700000000000001,10.8,10.9,11.0,11.100000000000001,11.200000000000001,11.3,11.4,11.5,11.600000000000001,11.700000000000001,11.8,11.9,12.0,12.100000000000001,12.200000000000001,12.3,12.4,12.5,12.600000000000001,12.700000000000001,12.8,12.9,13.0,13.100000000000001,13.200000000000001,13.3,13.4,13.5,13.600000000000001,13.700000000000001,13.8,13.9,14.0,14.100000000000001,14.200000000000001,14.3,14.4,14.5,14.600000000000001,14.700000000000001,14.8,14.9,15.0,15.100000000000001,15.200000000000001,15.3,15.4,15.5,15.600000000000001,15.700000000000001,15.8,15.9,16.0,16.1,16.2,16.3,16.400000000000002,16.5,16.6,16.7,16.8,16.900000000000002,17.0,17.1,17.2,17.3,17.400000000000002,17.5,17.6,17.7,17.8,17.900000000000002,18.0,18.1,18.2,18.3,18.400000000000002,18.5,18.6,18.7,18.8,18.900000000000002,19.0,19.1,19.200000000000003,19.3,19.400000000000002,19.5,19.6,19.700000000000003,19.8,19.900000000000002,20.0,20.1,20.200000000000003,20.3,20.400000000000002,20.5,20.6,20.700000000000003,20.8,20.900000000000002,21.0,21.1,21.200000000000003,21.3,21.400000000000002,21.5,21.6,21.700000000000003,21.8,21.900000000000002,22.0,22.1,22.200000000000003,22.3,22.400000000000002,22.5,22.6,22.700000000000003,22.8,22.900000000000002,23.0,23.1,23.200000000000003,23.3,23.400000000000002,23.5,23.6,23.700000000000003,23.8,23.900000000000002,24.0,24.1,24.200000000000003,24.3,24.400000000000002,24.5,24.6,24.700000000000003,24.8,24.900000000000002,25.0,25.1,25.200000000000003,25.3,25.400000000000002,25.5,25.6,25.700000000000003,25.8,25.900000000000002,26.0,26.1,26.200000000000003,26.3,26.400000000000002,26.5,26.6,26.700000000000003,26.8,26.900000000000002,27.0,27.1,27.200000000000003,27.3,27.400000000000002,27.5,27.6,27.700000000000003,27.8,27.900000000000002,28.0,28.1,28.200000000000003,28.3,28.400000000000002,28.5,28.6,28.700000000000003,28.8,28.900000000000002,29.0,29.1,29.200000000000003,29.3,29.400000000000002,29.5,29.6,29.700000000000003,29.8,29.900000000000002,30.0,30.1,30.200000000000003,30.3,30.400000000000002,30.5,30.6,30.700000000000003,30.8,30.900000000000002,31.0,31.1,31.200000000000003,31.3,31.400000000000002,31.5,31.6,31.700000000000003,31.8,31.900000000000002,32.0,32.1,32.2,32.300000000000004,32.4,32.5,32.6,32.7,32.800000000000004,32.9,33.0,33.1,33.2,33.300000000000004,33.4,33.5,33.6,33.7,33.800000000000004,33.9,34.0,34.1,34.2,34.300000000000004,34.4,34.5,34.6,34.7,34.800000000000004,34.9,35.0,35.1,35.2,35.300000000000004,35.4,35.5,35.6,35.7,35.800000000000004,35.9,36.0,36.1,36.2,36.300000000000004,36.4,36.5,36.6,36.7,36.800000000000004,36.9,37.0,37.1,37.2,37.300000000000004,37.4,37.5,37.6,37.7,37.800000000000004,37.9,38.0,38.1,38.2,38.300000000000004,38.400000000000006,38.5,38.6,38.7,38.800000000000004,38.900000000000006,39.0,39.1,39.2,39.300000000000004,39.400000000000006,39.5,39.6,39.7,39.800000000000004,39.900000000000006,40.0,40.1,40.2,40.300000000000004,40.400000000000006,40.5,40.6,40.7,40.800000000000004,40.900000000000006,41.0,41.1,41.2,41.300000000000004,41.400000000000006,41.5,41.6,41.7,41.800000000000004,41.900000000000006,42.0,42.1,42.2,42.300000000000004,42.400000000000006,42.5,42.6,42.7,42.800000000000004,42.900000000000006,43.0,43.1,43.2,43.300000000000004,43.400000000000006,43.5,43.6,43.7,43.800000000000004,43.900000000000006,44.0,44.1,44.2,44.300000000000004,44.400000000000006,44.5,44.6,44.7,44.800000000000004,44.900000000000006,45.0,45.1,45.2,45.300000000000004,45.400000000000006,45.5,45.6,45.7,45.800000000000004,45.900000000000006,46.0,46.1,46.2,46.300000000000004,46.400000000000006,46.5,46.6,46.7,46.800000000000004,46.900000000000006,47.0,47.1,47.2,47.300000000000004,47.400000000000006,47.5,47.6,47.7,47.800000000000004,47.900000000000006,48.0,48.1,48.2,48.300000000000004,48.400000000000006,48.5,48.6,48.7,48.800000000000004,48.900000000000006,49.0,49.1,49.2,49.300000000000004,49.400000000000006,49.5,49.6,49.7,49.800000000000004,49.900000000000006,50.0
0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0
Time
1
1,'s'
1
PK�3�m� O� PK �~GV model.xml� 0�
PK�{�� � PK �~GV savepoint1/savepoint.xml�ZM�
PK2ؑϷZ �Z PK �~GV xmesh1.mphbin �� R 0 o b j X m e s h t M o d e l 2 g l o b a l s c o p e G L O B A L �? t m a t e r i a l G e o m 0 �����|�= ���� M e s h v t x ���� m a i n � < ? x m l v e r s i o n = " 1 . 0 " e n c o d i n g = " U T F - 8 " ? > < r e c > < s t r > e l e m < / s t r > < s t r > e l c o n s t < / s t r > < s t r > v a r < / s t r > < a r r > < s t r > c o m p 1 . u < / s t r > < s t r > 2 < / s t r > < s t r > c o m p 1 . u t < / s t r > < s t r > 0 < / s t r > < / a r r > < / r e c > � < ? x m l v e r s i o n = " 1 . 0 " e n c o d i n g = " U T F - 8 " ? > < r e c > < s t r > e l e m < / s t r > < s t r > e l e p s p e c < / s t r > < s t r > g < / s t r > < a r r > < s t r > 0 < / s t r > < / a r r > < s t r > g e o m < / s t r > < a r r > < r e c > < s t r > e p < / s t r > < a r r > < s t r > 1 < / s t r > < / a r r > < / r e c > < / a r r > < / r e c > � < ? x m l v e r s i o n = " 1 . 0 " e n c o d i n g = " U T F - 8 " ? > < r e c > < s t r > e l e m < / s t r > < s t r > e l c o n s t < / s t r > < s t r > v a r < / s t r > < a r r > < s t r > m < / s t r > < s t r > u n i t _ k g _ c f < / s t r > < s t r > c < / s t r > < s t r > 0 . 1 2 5 * u n i t _ k g _ c f / u n i t _ s _ c f < / s t r > < s t r > k < / s t r > < s t r > u n i t _ N _ c f / u n i t _ m _ c f < / s t r > < s t r > A < / s t r > < s t r > 3 * u n i t _ N _ c f < / s t r > < s t r > w < / s t r > < s t r > 2 * p i * f q < / s t r > < s t r > f q < / s t r > < s t r > u n i t _ H z _ c f / p i < / s t r > < s t r > f q 0 < / s t r > < s t r > s q r t ( k / m ) < / s t r > < / a r r > < / r e c > 9 < ? x m l v e r s i o n = " 1 . 0 " e n c o d i n g = " U T F - 8 " ? > < r e c > < s t r > e l e m < / s t r > < s t r > e l o d e < / s t r > < s t r > t v a r s < / s t r > < s t r > o n < / s t r > < s t r > d i m < / s t r > < a r r > < s t r > c o m p 1 . u < / s t r > < / a r r > < s t r > f < / s t r > < a r r > < s t r > A * c o s ( w * t ) - m * c o m p 1 . u t t - c * c o m p 1 . u t - k * c o m p 1 . u < / s t r > < / a r r > < s t r > w e a k < / s t r > < a r r > < / a r r > < s t r > v a l u e t y p e < / s t r > < s t r > c o m p l e x < / s t r > < / r e c > � < ? x m l v e r s i o n = " 1 . 0 " e n c o d i n g = " U T F - 8 " ? > < r e c > < s t r > e l e m < / s t r > < s t r > e l c o n s t < / s t r > < s t r > v a r < / s t r > < a r r > < s t r > g _ c o n s t < / s t r > < s t r > 9 . 8 0 6 6 5 * u n i t _ m _ c f / u n i t _ s _ c f ^ 2 < / s t r > < s t r > N _ A _ c o n s t < / s t r > < s t r > 6 . 0 2 2 1 4 0 7 6 E 2 3 / u n i t _ m o l _ c f < / s t r > < s t r > k _ B _ c o n s t < / s t r > < s t r > 1 . 3 8 0 6 4 9 E - 2 3 * u n i t _ J _ c f / u n i t _ K _ c f < / s t r > < s t r > Z 0 _ c o n s t < / s t r > < s t r > m u 0 _ c o n s t * c _ c o n s t < / s t r > < s t r > m e _ c o n s t < / s t r > < s t r > 9 . 1 0 9 3 8 3 5 6 E - 3 1 * u n i t _ k g _ c f < / s t r > < s t r > e _ c o n s t < / s t r > < s t r > 1 . 6 0 2 1 7 6 6 3 4 E - 1 9 * u n i t _ C _ c f < / s t r > < s t r > F _ c o n s t < / s t r > < s t r > 9 6 4 8 5 . 3 3 2 8 9 * u n i t _ C _ c f / u n i t _ m o l _ c f < / s t r > < s t r > a l p h a _ c o n s t < / s t r > < s t r > 0 . 0 0 7 2 9 7 3 5 2 5 6 6 4 < / s t r > < s t r > G _ c o n s t < / s t r > < s t r > 6 . 6 7 4 0 8 E - 1 1 * u n i t _ m _ c f ^ 3 / ( u n i t _ k g _ c f * u n i t _ s _ c f ^ 2 ) < / s t r > < s t r > h b a r _ c o n s t < / s t r > < s t r > 1 . 0 5 4 5 7 1 8 E - 3 4 * u n i t _ J _ c f * u n i t _ s _ c f / u n i t _ r a d _ c f < / s t r > < s t r > V _ m _ c o n s t < / s t r > < s t r > 0 . 0 2 2 4 1 3 9 6 2 * u n i t _ m _ c f ^ 3 / u n i t _ m o l _ c f < / s t r > < s t r > m n _ c o n s t < / s t r > < s t r > 1 . 6 7 4 9 2 7 4 7 1 E - 2 7 * u n i t _ k g _ c f < / s t r > < s t r > e p s i l o n 0 _ c o n s t < / s t r > < s t r > 1 / ( m u 0 _ c o n s t * c _ c o n s t ^ 2 ) < / s t r > < s t r > m u 0 _ c o n s t < / s t r > < s t r > 2 * a l p h a _ c o n s t * h _ c o n s t / ( c _ c o n s t * e _ c o n s t ^ 2 ) < / s t r > < s t r > h _ c o n s t < / s t r > < s t r > 6 . 6 2 6 0 7 0 1 5 E - 3 4 * u n i t _ J _ c f * u n i t _ s _ c f < / s t r > < s t r > m p _ c o n s t < / s t r > < s t r > 1 . 6 7 2 6 2 1 8 9 8 E - 2 7 * u n i t _ k g _ c f < / s t r > < s t r > c _ c o n s t < / s t r > < s t r > 2 9 9 7 9 2 4 5 8 * u n i t _ m _ c f / u n i t _ s _ c f < / s t r > < s t r > s i g m a _ c o n s t < / s t r > < s t r > 5 . 6 7 0 3 6 7 E - 8 * u n i t _ k g _ c f / ( u n i t _ s _ c f ^ 3 * u n i t _ K _ c f ^ 4 ) < / s t r > < s t r > R _ c o n s t < / s t r > < s t r > 8 . 3 1 4 4 5 9 8 * u n i t _ J _ c f / ( u n i t _ K _ c f * u n i t _ m o l _ c f ) < / s t r > < s t r > b _ c o n s t < / s t r > < s t r > 0 . 0 0 2 8 9 7 7 7 2 9 * u n i t _ m _ c f * u n i t _ K _ c f < / s t r > < s t r > i s R H S < / s t r > < s t r > 0 < / s t r > < s t r > m i n p u t . l < / s t r > < s t r > 0 < / s t r > < s t r > m i n p u t . I < / s t r > < s t r > 0 < / s t r > < s t r > m i n p u t . T < / s t r > < s t r > 2 9 3 . 1 5 * u n i t _ K _ c f < / s t r > < s t r > m i n p u t . p h i < / s t r > < s t r > 0 < / s t r > < s t r > m i n p u t . l i < / s t r > < s t r > 0 < / s t r > < s t r > m i n p u t . o m e g a < / s t r > < s t r > 0 < / s t r > < s t r > m i n p u t . c < / s t r > < s t r > 0 < / s t r > < s t r > m i n p u t . E n e < / s t r > < s t r > 0 < / s t r > < s t r > m i n p u t . f r e q < / s t r > < s t r > 0 < / s t r > < s t r > m i n p u t . p h i l < / s t r > < s t r > 0 < / s t r > < s t r > m i n p u t . s i g m a l < / s t r > < s t r > 0 < / s t r > < s t r > m i n p u t . T u < / s t r > < s t r > 2 9 3 . 1 5 * u n i t _ K _ c f < / s t r > < s t r > m i n p u t . T d < / s t r > < s t r > 2 9 3 . 1 5 * u n i t _ K _ c f < / s t r > < s t r > m i n p u t . Q < / s t r > < s t r > 0 < / s t r > < s t r > m i n p u t . J 1 < / s t r > < s t r > 0 < / s t r > < s t r > m i n p u t . J 2 < / s t r > < s t r > 0 < / s t r > < s t r > m i n p u t . J 3 < / s t r > < s t r > 0 < / s t r > < s t r > m i n p u t . Q j < / s t r > < s t r > 0 < / s t r > < s t r > m i n p u t . D f 1 < / s t r > < s t r > 0 < / s t r > < s t r > m i n p u t . D f 2 < / s t r > < s t r > 0 < / s t r > < s t r > m i n p u t . D f 3 < / s t r > < s t r > 0 < / s t r > < s t r > m i n p u t . E 1 < / s t r > < s t r > 0 < / s t r > < s t r > m i n p u t . E 2 < / s t r > < s t r > 0 < / s t r > < s t r > m i n p u t . E 3 < / s t r > < s t r > 0 < / s t r > < s t r > m i n p u t . V < / s t r > < s t r > 0 < / s t r > < s t r > m i n p u t . W < / s t r > < s t r > 0 < / s t r > < s t r > m i n p u t . Q l < / s t r > < s t r > 0 < / s t r > < s t r > m i n p u t . Q j l < / s t r > < s t r > 0 < / s t r > < s t r > m i n p u t . H 1 < / s t r > < s t r > 0 < / s t r > < s t r > m i n p u t . H 2 < / s t r > < s t r > 0 < / s t r > < s t r > m i n p u t . H 3 < / s t r > < s t r > 0 < / s t r > < s t r > m i n p u t . B 1 < / s t r > < s t r > 0 < / s t r > < s t r > m i n p u t . B 2 < / s t r > < s t r > 0 < / s t r > < s t r > m i n p u t . B 3 < / s t r > < s t r > 0 < / s t r > < s t r > m i n p u t . n F e < / s t r > < s t r > 0 < / s t r > < s t r > m i n p u t . n F < / s t r > < s t r > 0 < / s t r > < s t r > m i n p u t . I 0 < / s t r > < s t r > 0 < / s t r > < s t r > m i n p u t . p F l o w < / s t r > < s t r > 0 < / s t r > < s t r > m i n p u t . r h o q < / s t r > < s t r > 0 < / s t r > < s t r > m i n p u t . r h o q s < / s t r > < s t r > 0 < / s t r > < s t r > m i n p u t . J s 1 < / s t r > < s t r > 0 < / s t r > < s t r > m i n p u t . J s 2 < / s t r > < s t r > 0 < / s t r > < s t r > m i n p u t . J s 3 < / s t r > < s t r > 0 < / s t r > < s t r > m i n p u t . J m s 1 < / s t r > < s t r > 0 < / s t r > < s t r > m i n p u t . J m s 2 < / s t r > < s t r > 0 < / s t r > < s t r > m i n p u t . J m s 3 < / s t r > < s t r > 0 < / s t r > < s t r > m i n p u t . D < / s t r > < s t r > 0 < / s t r > < s t r > m i n p u t . u _ d 1 < / s t r > < s t r > 0 < / s t r > < s t r > m i n p u t . u _ d 2 < / s t r > < s t r > 0 < / s t r > < s t r > m i n p u t . u _ d 3 < / s t r > < s t r > 0 < / s t r > < s t r > m i n p u t . e p e t < / s t r > < s t r > 0 < / s t r > < s t r > m i n p u t . e p e < / s t r > < s t r > 0 < / s t r > < s t r > m i n p u t . e p m < / s t r > < s t r > 0 < / s t r > < s t r > m i n p u t . e v p e < / s t r > < s t r > 0 < / s t r > < s t r > m i n p u t . e v p e t < / s t r > < s t r > 0 < / s t r > < s t r > m i n p u t . e s h < / s t r > < s t r > 0 < / s t r > < s t r > m i n p u t . S p r < / s t r > < s t r > 3 5 < / s t r > < s t r > m i n p u t . S p < / s t r > < s t r > 0 < / s t r > < s t r > m i n p u t . T e m p r e f < / s t r > < s t r > 2 9 3 . 1 5 * u n i t _ K _ c f < / s t r > < s t r > m i n p u t . e a x < / s t r > < s t r > 0 < / s t r > < s t r > m i n p u t . N a < / s t r > < s t r > 0 < / s t r > < s t r > m i n p u t . a < / s t r > < s t r > 0 < / s t r > < s t r > m i n p u t . c r < / s t r > < s t r > 0 < / s t r > < s t r > m i n p u t . u c 1 < / s t r > < s t r > 0 < / s t r > < s t r > m i n p u t . u c 2 < / s t r > < s t r > 0 < / s t r > < s t r > m i n p u t . u c 3 < / s t r > < s t r > 0 < / s t r > < s t r > m i n p u t . p c < / s t r > < s t r > 0 < / s t r > < s t r > m i n p u t . p h i d < / s t r > < s t r > 0 < / s t r > < s t r > m i n p u t . N d < / s t r > < s t r > 0 < / s t r > < s t r > m i n p u t . r h o g e f f < / s t r > < s t r > 0 < / s t r > < s t r > m i n p u t . n e < / s t r > < s t r > 0 < / s t r > < s t r > m i n p u t . e n < / s t r > < s t r > 0 < / s t r > < s t r > m i n p u t . s e f l u x < / s t r > < s t r > 0 < / s t r > < s t r > m i n p u t . f 1 < / s t r > < s t r > 0 < / s t r > < s t r > m i n p u t . f 2 < / s t r > < s t r > 0 < / s t r > < s t r > m i n p u t . f 3 < / s t r > < s t r > 0 < / s t r > < s t r > m i n p u t . R b < / s t r > < s t r > 0 < / s t r > < s t r > m i n p u t . e t a < / s t r > < s t r > 0 < / s t r > < s t r > m i n p u t . q 0 < / s t r > < s t r > 0 < / s t r > < s t r > m i n p u t . q s < / s t r > < s t r > 0 < / s t r > < s t r > m i n p u t . k h < / s t r > < s t r > 0 < / s t r > < s t r > m i n p u t . K 1 1 < / s t r > < s t r > 0 < / s t r > < s t r > m i n p u t . K 2 1 < / s t r > < s t r > 0 < / s t r > < s t r > m i n p u t . K 3 1 < / s t r > < s t r > 0 < / s t r > < s t r > m i n p u t . K 1 2 < / s t r > < s t r > 0 < / s t r > < s t r > m i n p u t . K 2 2 < / s t r > < s t r > 0 < / s t r > < s t r > m i n p u t . K 3 2 < / s t r > < s t r > 0 < / s t r > < s t r > m i n p u t . K 1 3 < / s t r > < s t r > 0 < / s t r > < s t r > m i n p u t . K 2 3 < / s t r > < s t r > 0 < / s t r > < s t r > m i n p u t . K 3 3 < / s t r > < s t r > 0 < / s t r > < s t r > m i n p u t . d H p d t < / s t r > < s t r > 0 < / s t r > < s t r > m i n p u t . S e n < / s t r > < s t r > 0 < / s t r > < s t r > m i n p u t . n e i n i t < / s t r > < s t r > 0 < / s t r > < s t r > m i n p u t . n u < / s t r > < s t r > 0 < / s t r > < s t r > m i n p u t . N e < / s t r > < s t r > 0 < / s t r > < s t r > m i n p u t . E n < / s t r > < s t r > 0 < / s t r > < s t r > m i n p u t . p h i l s < / s t r > < s t r > 0 < / s t r > < s t r > m i n p u t . c m < / s t r > < s t r > 0 < / s t r > < s t r > m i n p u t . w < / s t r > < s t r > 0 < / s t r > < s t r > m i n p u t . Q m < / s t r > < s t r > 0 < / s t r > < s t r > m i n p u t . e b a r < / s t r > < s t r > 0 < / s t r > < s t r > m i n p u t . N s < / s t r > < s t r > 0 < / s t r > < s t r > m i n p u t . V m o l < / s t r > < s t r > 0 < / s t r > < s t r > m i n p u t . n d < / s t r > < s t r > 0 < / s t r > < s t r > m i n p u t . p s i < / s t r > < s t r > 0 < / s t r > < s t r > m i n p u t . p h i p f < / s t r > < s t r > 0 < / s t r > < s t r > m i n p u t . p A < / s t r > < s t r > u n i t _ a t m _ c f < / s t r > < s t r > m i n p u t . e p < / s t r > < s t r > 0 < / s t r > < s t r > m i n p u t . n u t i l d e < / s t r > < s t r > 0 < / s t r > < s t r > m i n p u t . D e N < / s t r > < s t r > 0 < / s t r > < s t r > m i n p u t . m u N < / s t r > < s t r > 0 < / s t r > < s t r > m i n p u t . E N < / s t r > < s t r > 0 < / s t r > < s t r > m i n p u t . g a m m a _ s r < / s t r > < s t r > 0 < / s t r > < s t r > m i n p u t . s l i p v e l < / s t r > < s t r > 0 < / s t r > < s t r > m i n p u t . s r < / s t r > < s t r > 0 < / s t r > < s t r > m i n p u t . e s < / s t r > < s t r > 0 < / s t r > < s t r > m i n p u t . s f l u x < / s t r > < s t r > 0 < / s t r > < s t r > m i n p u t . u 1 < / s t r > < s t r > 0 < / s t r > < s t r > m i n p u t . u 2 < / s t r > < s t r > 0 < / s t r > < s t r > m i n p u t . u 3 < / s t r > < s t r > 0 < / s t r > < s t r > m i n p u t . V f < / s t r > < s t r > 0 < / s t r > < s t r > m i n p u t . C v o l < / s t r > < s t r > 0 < / s t r > < s t r > m i n p u t . h < / s t r > < s t r > 0 < / s t r > < s t r > m i n p u t . g a m m a < / s t r > < s t r > 0 < / s t r > < s t r > t < / s t r > < s t r > 0 < / s t r > < / a r r > < / r e c > 3 < ? x m l v e r s i o n = " 1 . 0 " e n c o d i n g = " U T F - 8 " ? > < r e c > < s t r > e l e m < / s t r > < s t r > e l c o n s t < / s t r > < s t r > v a r < / s t r > < a r r > < s t r > c o m p 1 . g e . o m e g a < / s t r > < s t r > 2 * p i * c o m p 1 . g e . f r e q < / s t r > < s t r > c o m p 1 . g e . f r e q < / s t r > < s t r > f r e q < / s t r > < s t r > c o m p 1 . g e . i o m e g a < / s t r > < s t r > c o m p 1 . g e . o m e g a * i < / s t r > < s t r > c o m p 1 . u _ f l d _ a c t < / s t r > < s t r > 0 < / s t r > < / a r r > < / r e c > � < ? x m l v e r s i o n = " 1 . 0 " e n c o d i n g = " U T F - 8 " ? > < r e c > < s t r > e l e m < / s t r > < s t r > e l m e s h < / s t r > < s t r > g < / s t r > < a r r > < s t r > 0 < / s t r > < / a r r > < s t r > f r a m e < / s t r > < s t r > m a t e r i a l < / s t r > < s t r > g e o m d i m < / s t r > < a r r > < a r r > < r e c > < s t r > q u a l n a m e < / s t r > < a r r > < s t r > q u a l s k e w n e s s < / s t r > < s t r > q u a l m a x a n g l e < / s t r > < s t r > q u a l < / s t r > < s t r > q u a l v o l l e n g t h < / s t r > < s t r > q u a l c o n d i t i o n < / s t r > < s t r > q u a l g r o w t h < / s t r > < s t r > q u a l c u r v e d s k e w n e s s < / s t r > < / a r r > < s t r > s i z e n a m e < / s t r > < a r r > < s t r > h < / s t r > < / a r r > < s t r > s i z e i n s c r i b e d n a m e < / s t r > < a r r > < s t r > h i n s c r i b e d < / s t r > < / a r r > < s t r > d v o l n a m e < / s t r > < a r r > < s t r > d v o l 0 < / s t r > < / a r r > < s t r > e m e t r i c 2 n a m e < / s t r > < a r r > < / a r r > < s t r > t r e m e t r i c n a m e < / s t r > < a r r > < / a r r > < s t r > e m e t r i c i n v n a m e < / s t r > < a r r > < / a r r > < s t r > m e s h v o l n a m e < / s t r > < a r r > < / a r r > < s t r > d e t j a c n a m e < / s t r > < a r r > < / a r r > < s t r > r e l d e t j a c n a m e < / s t r > < a r r > < / a r r > < s t r > r e l d e t j a c m i n n a m e < �5Q� / s t r > < a r r > < / a r r > < s t r > m e s h t y p e n a m e < / s t r > < a r r > < / a r r > < s t r > m e s h e l e m n a m e < / s t r > < a r r > < / a r r > < s t r > s s h a p e < / s t r > < a r r > < a r r > < s t r > v t x < / s t r > < r e c > < s t r > t y p e < / s t r > < s t r > f i x e d < / s t r > < s t r > s o r d e r < / s t r > < s t r > 1 < / s t r > < / r e c > < s t r > l v t x < / s t r > < r e c > < s t r > t y p e < / s t r > < s t r > f i x e d < / s t r > < s t r > s o r d e r < / s t r > < s t r > 1 < / s t r > < / r e c > < / a r r > < / a r r > < s t r > i n d < / s t r > < a r r > < a r r > < s t r > 1 < / s t r > < / a r r > < / a r r > < / r e c > < / a r r > < / a r r > < / r e c > � < ? x m l v e r s i o n = " 1 . 0 " e n c o d i n g = " U T F - 8 " ? > < r e c > < s t r > e l e m < / s t r > < s t r > e l g l o b a l < / s t r > < s t r > n u m b e r o f d o f s n a m e < / s t r > < s t r > n u m b e r o f d o f s < / s t r > < s t r > i s t i m e s t e p p i n g n a m e < / s t r > < s t r > i s t i m e s t e p p i n g < / s t r > < / r e c > $ < ? x m l v e r s i o n = " 1 . 0 " e n c o d i n g = " U T F - 8 " ? > < r e c > < s t r > e l e m < / s t r > < s t r > e l c o n s t < / s t r > < s t r > v a r < / s t r > < a r r > < s t r > a l l _ o b j _ c o n t r i b < / s t r > < s t r > 0 < / s t r > < s t r > a l l _ o b j _ c o n t r i b _ n o l s q < / s t r > < s t r > 0 < / s t r > < s t r > a l l _ o b j _ s u m < / s t r > < s t r > 0 < / s t r > < s t r > a l l _ o b j _ m i n < / s t r > < s t r > I n f < / s t r > < s t r > a l l _ o b j _ m a x < / s t r > < s t r > - I n f < / s t r > < s t r > a l l _ o b j _ s c a l e d _ c o n t r i b < / s t r > < s t r > 0 < / s t r > < s t r > a l l _ o b j _ s c a l e d _ c o n t r i b _ n o l s q < / s t r > < s t r > 0 < / s t r > < s t r > a l l _ o b j _ s c a l e d _ s u m < / s t r > < s t r > 0 < / s t r > < s t r > a l l _ o b j _ s c a l e d _ m i n < / s t r > < s t r > I n f < / s t r > < s t r > a l l _ o b j _ s c a l e d _ m a x < / s t r > < s t r > - I n f < / s t r > < / a r r > < / r e c > s < ? x m l v e r s i o n = " 1 . 0 " e n c o d i n g = " U T F - 8 " ? > < r e c > < s t r > e l e m < / s t r > < s t r > e l c o n s t < / s t r > < s t r > v a r < / s t r > < a r r > < / a r r > < / r e c > Z < ? x m l v e r s i o n = " 1 . 0 " e n c o d i n g = " U T F - 8 " ? > < r e c > < s t r > e l e m a u x < / s t r > < s t r > e l e v e n t < / s t r > < / r e c > � < ? x m l v e r s i o n = " 1 . 0 " e n c o d i n g = " U T F - 8 " ? > < r e c > < s t r > e l e m < / s t r > < s t r > e l g p s p e c < / s t r > < s t r > g < / s t r > < a r r > < / a r r > < s t r > g e o m < / s t r > < a r r > < / a r r > < / r e c > � < ? x m l v e r s i o n = " 1 . 0 " e n c o d i n g = " U T F - 8 " ? > < r e c > < s t r > e l e m < / s t r > < s t r > e l c o n s t < / s t r > < s t r > v a r < / s t r > < a r r > < s t r > u n i t _ s _ c f < / s t r > < s t r > 1 < / s t r > < s t r > u n i t _ r a d _ c f < / s t r > < s t r > 1 < / s t r > < s t r > u n i t _ K _ c f < / s t r > < s t r > 1 < / s t r > < s t r > u n i t _ J _ c f < / s t r > < s t r > 1 < / s t r > < s t r > u n i t _ m _ c f < / s t r > < s t r > 1 < / s t r > < s t r > u n i t _ C _ c f < / s t r > < s t r > 1 < / s t r > < s t r > u n i t _ a t m _ c f < / s t r > < s t r > 1 0 1 3 2 5 < / s t r > < s t r > u n i t _ k g _ c f < / s t r > < s t r > 1 < / s t r > < s t r > u n i t _ m o l _ c f < / s t r > < s t r > 1 < / s t r > < / a r r > < / r e c > � < ? x m l v e r s i o n = " 1 . 0 " e n c o d i n g = " U T F - 8 " ? > < r e c > < s t r > e l e m < / s t r > < s t r > e l c o n s t < / s t r > < s t r > v a r < / s t r > < a r r > < s t r > u n i t _ H z _ c f < / s t r > < s t r > 1 < / s t r > < s t r > u n i t _ N _ c f < / s t r > < s t r > 1 < / s t r > < / a r r > < / r e c > � < ? x m l v e r s i o n = " 1 . 0 " e n c o d i n g = " U T F - 8 " ? > < r e c > < s t r > e l e m < / s t r > < s t r > e l i n l i n e < / s t r > < s t r > n a m e < / s t r > < s t r > s q r t e p s < / s t r > < s t r > a r g s < / s t r > < a r r > < s t r > s q r t e p s _ _ x _ _ i n t e r n a l A r g u m e n t < / s t r > < / a r r > < s t r > e x p r < / s t r > < s t r > s q r t ( s q r t e p s _ _ x _ _ i n t e r n a l A r g u m e n t ) < / s t r > < s t r > d e x p r < / s t r > < a r r > < s t r > 0 . 5 / s q r t ( s q r t e p s _ _ x _ _ i n t e r n a l A r g u m e n t + e p s ) < / s t r > < / a r r > < s t r > c o m p l e x < / s t r > < s t r > f a l s e < / s t r > < s t r > l i n e a r < / s t r > < s t r > f a l s e < / s t r > < / r e c > � < ? x m l v e r s i o n = " 1 . 0 " e n c o d i n g = " U T F - 8 " ? > < r e c > < s t r > e l e m < / s t r > < s t r > e l i n l i n e < / s t r > < s t r > n a m e < / s t r > < s t r > p o w e p s < / s t r > < s t r > a r g s < / s t r > < a r r > < s t r > p o w e p s _ _ x _ _ i n t e r n a l A r g u m e n t < / s t r > < s t r > p o w e p s _ _ n _ _ i n t e r n a l A r g u m e n t < / s t r > < / a r r > < s t r > e x p r < / s t r > < s t r > p o w e p s _ _ x _ _ i n t e r n a l A r g u m e n t ^ p o w e p s _ _ n _ _ i n t e r n a l A r g u m e n t < / s t r > < s t r > d e x p r < / s t r > < a r r > < s t r > i f ( p o w e p s _ _ n _ _ i n t e r n a l A r g u m e n t & l t ; 1 , p o w e p s _ _ n _ _ i n t e r n a l A r g u m e n t * ( p o w e p s _ _ x _ _ i n t e r n a l A r g u m e n t + e p s ) ^ ( p o w e p s _ _ n _ _ i n t e r n a l A r g u m e n t - 1 ) , p o w e p s _ _ n _ _ i n t e r n a l A r g u m e n t * p o w e p s _ _ x _ _ i n t e r n a l A r g u m e n t ^ ( p o w e p s _ _ n _ _ i n t e r n a l A r g u m e n t - 1 ) ) < / s t r > < s t r > l o g ( p o w e p s _ _ x _ _ i n t e r n a l A r g u m e n t ) * p o w e p s _ _ x _ _ i n t e r n a l A r g u m e n t ^ p o w e p s _ _ n _ _ i n t e r n a l A r g u m e n t < / s t r > < / a r r > < s t r > c o m p l e x < / s t r > < s t r > f a l s e < / s t r > < s t r > l i n e a r < / s t r > < s t r > f a l s e < / s t r > < / r e c > �������� c o m p 1 . O D E 1 c o m p 1 . u c o m p 1 . u �? l s ( 0 ) c o m p 1 . u ���� c o m p 1 . u ���� PK$�� �� PK �~GV solution1.mphbin.-�� S O L U T I O N : 2 8 [ 0 ] o b j S o l u t i o n t s t � �������? �������? 433333�? �������? �? 433333�? gfffff�? �������? �������? �? �������? 433333�? �������? gfffff�? �? �������? 433333�? �������? gfffff�? @ ������ @ ������@ gfffff@ 433333@ @ ������@ ������@ gfffff@ 433333@ @ ������@ ������ @ gfffff @ 433333 @ @ ������ @ ������ @ gfffff@ 433333@ @ gfffff@ ������@ 333333@ ������@ @ gfffff@ ������@ 433333@ ������@ @ gfffff@ ������@ 433333@ ������@ @ gfffff@ ������@ 433333@ ������@ @ gfffff@ ������@ 433333@ ������@ @ gfffff@ ������@ 433333@ ������@ @ gfffff @ ������ @ 433333 @ ������ @ @ gfffff @ ������ @ 433333 @ ������ @ @ 333333 @ gfffff @ ������ @ ������ @ !@ 333333!@ gfffff!@ ������!@ ������!@ "@ 333333"@ gfffff"@ ������"@ ������"@ #@ 433333#@ gfffff#@ ������#@ ������#@ $@ 433333$@ gfffff$@ ������$@ ������$@ %@ 433333%@ gfffff%@ ������%@ ������%@ &@ 433333&@ gfffff&@ ������&@ ������&@ '@ 433333'@ gfffff'@ ������'@ ������'@ (@ 433333(@ gfffff(@ ������(@ ������(@ )@ 433333)@ gfffff)@ ������)@ ������)@ *@ 433333*@ gfffff*@ ������*@ ������*@ +@ 433333+@ gfffff+@ ������+@ ������+@ ,@ 433333,@ gfffff,@ ������,@ ������,@ -@ 433333-@ gfffff-@ ������-@ ������-@ .@ 433333.@ gfffff.@ ������.@ ������.@ /@ 433333/@ gfffff/@ ������/@ ������/@ 0@ �����0@ 3333330@ �����L0@ gfffff0@ �0@ ������0@ 33333�0@ ������0@ gffff�0@ 1@ �����1@ 3333331@ �����L1@ gfffff1@ �1@ ������1@ 33333�1@ ������1@ gffff�1@ 2@ �����2@ 3333332@ �����L2@ gfffff2@ �2@ ������2@ 33333�2@ ������2@ gffff�2@ 3@ �����3@ 4333333@ �����L3@ gfffff3@ �3@ ������3@ 43333�3@ ������3@ gffff�3@ 4@ �����4@ 4333334@ �����L4@ gfffff4@ �4@ ������4@ 43333�4@ ������4@ gffff�4@ 5@ �����5@ 4333335@ �����L5@ gfffff5@ �5@ ������5@ 43333�5@ ������5@ gffff�5@ 6@ �����6@ 4333336@ �����L6@ gfffff6@ �6@ ������6@ 43333�6@ ������6@ gffff�6@ 7@ �����7@ 4333337@ �����L7@ gfffff7@ �7@ ������7@ 43333�7@ ������7@ gffff�7@ 8@ �����8@ 4333338@ �����L8@ gfffff8@ �8@ ������8@ 43333�8@ ������8@ gffff�8@ 9@ �����9@ 4333339@ �����L9@ gfffff9@ �9@ ������9@ 43333�9@ ������9@ gffff�9@ :@ �����:@ 433333:@ �����L:@ gfffff:@ �:@ ������:@ 43333�:@ ������:@ gffff�:@ ;@ �����;@ 433333;@ �����L;@ gfffff;@ �;@ ������;@ 43333�;@ ������;@ gffff�;@ <@ �����<@ 433333<@ �����L<@ gfffff<@ �<@ ������<@ 43333�<@ ������<@ gffff�<@ =@ �����=@ 433333=@ �����L=@ gfffff=@ �=@ ������=@ 43333�=@ ������=@ gffff�=@ >@ �����>@ 433333>@ �����L>@ gfffff>@ �>@ ������>@ 43333�>@ ������>@ gffff�>@ ?@ �����?@ 433333?@ �����L?@ gfffff?@ �?@ ������?@ 43333�?@ ������?@ gffff�?@ @@ ����� @@ �����@@ gffff&@@ 333333@@ @@@ �����L@@ �����Y@@ gfffff@@ 33333s@@ �@@ ����̌@@ ������@@ gffff�@@ 33333�@@ �@@ ������@@ ������@@ gffff�@@ 33333�@@ A@ ����� A@ �����A@ gffff&A@ 333333A@ @A@ �����LA@ �����YA@ gfffffA@ 33333sA@ �A@ ����̌A@ ������A@ gffff�A@ 33333�A@ �A@ ������A@ ������A@ gffff�A@ 33333�A@ B@ ����� B@ �����B@ gffff&B@ 333333B@ @B@ �����LB@ �����YB@ gfffffB@ 33333sB@ �B@ ����̌B@ ������B@ gffff�B@ 33333�B@ �B@ ������B@ ������B@ gffff�B@ 33333�B@ C@ ����� C@ �����C@ gffff&C@ 433333C@ @C@ �����LC@ �����YC@ gfffffC@ 43333sC@ �C@ ����̌C@ ������C@ gffff�C@ 43333�C@ �C@ ������C@ ������C@ gffff�C@ 43333�C@ D@ ����� D@ �����D@ gffff&D@ 433333D@ @D@ �����LD@ �����YD@ gfffffD@ 43333sD@ �D@ ����̌D@ ������D@ gffff�D@ 43333�D@ �D@ ������D@ ������D@ gffff�D@ 43333�D@ E@ ����� E@ �����E@ gffff&E@ 433333E@ @E@ �����LE@ �����YE@ gfffffE@ 43333sE@ �E@ ����̌E@ ������E@ gffff�E@ 43333�E@ �E@ ������E@ ������E@ gffff�E@ 43333�E@ F@ ����� F@ �����F@ gffff&F@ 433333F@ @F@ �����LF@ �����YF@ gfffffF@ 43333sF@ �F@ ����̌F@ ������F@ gffff�F@ 43333�F@ �F@ ������F@ ������F@ gffff�F@ 43333�F@ G@ ����� G@ �����G@ gffff&G@ 433333G@ @G@ �����LG@ �����YG@ gfffffG@ 43333sG@ �G@ ����̌G@ ������G@ gffff�G@ 43333�G@ �G@ ������G@ ������G@ gffff�G@ 43333�G@ H@ ����� H@ �����H@ gffff&H@ 433333H@ @H@ �����LH@ �����YH@ gfffffH@ 43333sH@ �H@ ����̌H@ ������H@ gffff�H@ 43333�H@ �H@ ������H@ ������H@ gffff�H@ 43333�H@ I@� � ! " # $ % & ' ( ) * + , - . / 0 1 2 3 4 5 6 7 8 9 : ; < = > ? @ A B C D E F G H I J K L M N O P Q R S T U V W X Y Z [ \ ] ^ _ ` a b c d e f g h i j k l m n o p q r s t u v w x y z { | } ~ � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � ! " # $ % & ' ( ) * + , - . / 0 1 2 3 4 5 6 7 8 9 : ; < = > ? @ A B C D E F G H I J K L M N O P Q R S T U V W X Y Z [ \ ] ^ _ ` a b c d e f g h i j k l m n o p q r s t u v w x y z { | } ~ � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � $ s o l b l o c k 0 _ 4 6 3 4 3 3 4 7 6 8 5 7 2 3 1 3 6 0 0 . m p h b i n $ s o l b l o c k 1 _ 5 0 2 4 0 4 5 2 1 5 2 7 0 5 9 5 5 8 4 . m p h b i n " s o l u t i o n 1 5 4 6 9 2 9 9 4 6 8 0 9 7 6 9 1 2 1 . m p h b i n ( s o l u t i o n s t a t i c 3 4 4 0 0 8 7 4 1 2 5 1 1 8 3 3 9 0 4 . m p h b i n � � � � T i m e PK�� 3- .- PK �~GV solutionstatic1.mphbin�� S O L U T I O N S T A T I C : 2 8 [ 0 ] o b j S o l u t i o n S t a t i c c o m p 1 _ O D E 1 PK���J PK �~GV solutionblock1.mphbin� � o b j S o l u t i o n B l o c k %� @ ��H��6? PK�ݿm� � PK �~GV solutionblock2.mphbinab�� o b j S o l u t i o n B l o c k � � �� @ \� ' @ Z+�Q @ ���� @ K � @ ��+��� @ 8��w� @ A��� @ ���a� @ ,q���/ @ I�Ӎ���? �(�m� �? Z �ʂk�? �::C3�? ���tW�? ��Ԏe��? ;�����? ��'�,�? �E�τA�� � ʒ�r߿ ��9��y� ��~�<��� ��*\��� �D P k � q����-� Ș�bE�� h�&ֱ�� =�P�w � `4�HG� � �?+oAw � �,u��� � �z8�4p � �j`��� � ��68h � �ӱ��� w�cĜ� !��(/� k�\4�} � �~7�� �5��f9�� �� U� �Z���b� ���֘˿ �+�r�? �V#qb�? Ds/��d�? .[��a��? �c�����? .��X�V�? ݬ�r�? �Npь�? ��02u��? J��y��? �����? TkEUN�? 0AG=JT�? �M� @�? s��+�? ����j/�? AMx�_�? mh$���? :�Н���? �iӳ��? ���3[��? �2}<-{�? ����Y�? ��M�_i�? p3Ԧ���? (��?��? XB���? �������? �X�;���? ��;�j��? d�i鳣�? @#�O���? > � 5��? �#�Z���? +GS!�)�? W�� ��? Wx�t�? �:"�c��? J����? !L�uzpƿ ?���� �ܔ���� �<^�r�� �7�<��� �T��[�� �d�@ G � k+G�� 7 �Fɀ� ��@� �� ���*#� �飗J� ������� ܵ��B� O6��Q� �A�Uɓ� Ztʛp�� ƽ��-�� ��� f��� �7�F3�� ����d� � wK�ݿ GEQ���Ŀ �NR���? �����? >V٘�? ���d@��? �ƀ���? Y�1-�? ���M<�? &� ����? ���Ϧ�? ��K ��? m`�1� �? 6��{�b�? ���m�C�? \e�����? �� Y���? =CDl��? �cҹC��? �唹���? r�ғ1��? H+fq���? @��FI�? Y�Y(r�? Y�b*&�? 2p�N��? '���a��? �S㰹�? ��|�1��? [�i,M�? ~� ��O�? �"/�q��? ��7���? ��[��s�? �&��? ����� �? @�6"�? �6�{[�? ��DŽ�? ���o9�? �T��"Q�? �|T���? j�@l�? J�`�п y��9� ���-b� ��)Ǎ�� x�V�r��� ���c�� ������� V��^i��� ����_ � �Bcm�� � �<���� � � ���� � <�r����� �ʘ�b��� �&p�@��� ,��V�� �C: y� ���b��� j��lT�� �����ٿ �A�=�� ��� ;�? ������? ���"��? �����? ^8�����? �\�? T���gp�? ��K��? ) � T^�? b{�����? cJP�xS�? ��W�R��? �MV�>�? ���E��? 9�Yʮ<�? ��N�$�? l����? D<�dLȭ? ֍����� ;��$�d�� a� #p6�� |x�|ٮ� ��'���� �2C��H�? w�s����? ��&�2c�? ��?%���? ��3�[�? 1���u��? �_��2 �? ���K��? D|����? -ū��? o*���f�? 7� �}�? I����? x�xQ��? ~H�" �? �b�|F�? �]Izn�? }C�dQ�? F���e��? ��z��Ŷ� 7,�g4ֿ �2�l5X� fW H�M� Ž4LZ[� � ݩ�� M�z_�u�� �᷅���� Y�)�)�� ��ܴ��� [�VG���� jt��>�� p^[���� 5� ����� �F ����� SGXY�� �<�D� ��eH�� ��1��!ٿ � �P>m¿ n ���? ��+�eh�? �?�3(��? ^��U��? �*�N�? ��G��f�? �Gp+9�? ��6���? |#�h��? �x�]�:�? Fc^�Wa�? �*�8���? ��EF]b�? #���pU�? �̲���? � ��{ʿ? ��D퐿 2 �L ¿ C:\�� Ͽ ă� ^Կ ��kC�6 �VV$� ?G��e�ֿ @ h�ӿ K��vL˿ L^x��� �Q]� �? ��vQ�? Ly�` ��? ��O��? ⻠���? �Z+wJ�? ��!�? �%k���? сPmH�? ]�ņ�y�? ���{:G�? i�~r�? x>b>���? ~`ϝ%��? TT��A��? ݼ�n;�? eh*Az��? 0%�Rv�? T�F[�;Ϳ HN���ݿ �4�aM� $�b%� ��\{��� 0�M)�� �%��!�� �/�H}s�� T�Mm.�� 0���T��� ��=�?-�� )u� ��� 6s8b�� �!J�� � r�� O*o�W�� e� C��ڿ VW�� ȿ WYaN��? ������? r�%I�? 6���.�? �� ���? �� {� �? �xuMtF�? ffv$*�? K ��? �s�J"5�? Llm*���? �S|��? C�1�f~�? �����? 5C�v�? D�E ��? E����ױ� ~�""h�˿ ���Lֿ �����ܿ A �T�� ���ck;� @p�Z1r� �:�J�� �w��߿ ZG���ؿ �ܵ�Dѿ St5�:�� �C�{ �? F��Ր��? /���t�? �; ���? �4���s�? {�"�Բ�? �lz���? ���];�? ���g���? Y��v���? ש�'1�? ��:�l��? F^|; �? �Ht�dM�? ��qJ�%�? &�Δ)<�? }G�? -f6Ŀ n�=�Q�ؿ ��� .5� �`:YŢ� �JjʡO� `�ý;� X-Ԃ�� )�@ ���� p��hq�� �BR� <�� j��QX�� �� ��� V��D�� �� �.� ���X�� &�BP� 47��7�п � ��=p�� ��{�ew�? n�$i3&�? �%*�D��? @N]���? o0��? �� 6^�? ��c����? �ˈ�A�? x�m����? 0#S}��? T ��o�? ܆��<�? Ǔ`�O��? a��m���? 9�m1p;�? ~�WM2�� �g�5i�ʿ �;�x[; �����߿ ��qz�+� U]i�~� ���dw�� wi�= �� &8��� ���Q� 6�Vζ� ��?BW� � �7�k˿ Ȱ �c�� ,��`�? ��BFD�? J��g�p�? �7�X9��? �)�� W�? ���x��? ��PF��? ��J�4w�? _��#��? 4���K �? �YS}��? �ۗ �? Y\����? ��%@Q��? �]����? ��H9���? ���\�� � $Wƒտ k����m� ������ i�9���� �d��~�� 3��ȸI� �6s�CM� ��Ɛ��� ����U� +�l��Z� 1�;��� L��y0� ( ���� �ܩ��� � �[��ֿ >P9c6¿ �Ӷ�t�? �e�����? ��P�M��? ��=~ A�? �j6=��? �F:L�? �̛M�>�? ���,,�? �$��H��? 1��H�?�? ���2���? &��� ��? �� T#�? z�2��? �_ò���? j�X�쥤? ���¿ ��� Կ �~ӄ7�ݿ Ϛt�_0� ��rNw� ��tr �� �08y��� X �K��� ��u# 6� �F�� �M9�S(� �U� jۿ g�ي|ѿ ��G�鶿 C�!��? 眩��? "&�D%��? ��{?��? �p?��? ͞wf�X�? ?+�����? Z�b�;�? ����X�? �ц�)��? 6��zq[�?
���? ~�7 p��? GI��� �? Μ�Z��? =�B� �? :Z���? �k�i��? �ā��T�? ���? )}% ���? Mv��+o�? 죣��P�? �>�ra�? !>% ��? C����? a�Jηҡ� b���e ̿ 6��-&ٿ �Jp���� ��i���� �@_"y��� �^| C�? \� w���? ��p9�y�? �v�@|��? �����? �����? �)�\�? ��|p-ƿ �"��,�ڿ q�Ƕ� �+� �� �Ko����� ^���>��� H�/ ��� ������� bX����� 7M�� � A�' �� � ^w�~� �F-s�� J��� � 掹� �!��+�� ���K�� � �X>�F � �'D~� � �w)0� �>�q��� ?��6�� �Zmæ� N�����? U���? JEFq�? s�RNA��? e�Em@ p���@ ��G0p� @ �~d/ @ 1�q� @ � M��@@ ��Bz�3@ ��yh @ ���n�� @ ����� @ �{��8@ ���:@ � ��� @ D���1�? �@���E�? T�*N�T�? ?\m�L�? d9 �w�? �i�l�Ŀ E ��ٿ ��9�V�� @Q���� ��{�Q�� \��"�� �^�z�7� �����ܿ Hg�˝xѿ 10 c�� ĹW�//�? �U 7�? ��v(�? A�s����? �5���? |x��? �������? ��y� �? � ��gw�? r�W*��? ��p蠟? i9��ѿ x..$��� �[� � ��EB�`�� �A���� �sV.a� ��0��&� ���w��� �? �{� d�H�� � 0��b� � �QZ� � ���d� � �� _�o� �}�PP� ���W:�� ��� 05 � l��S���� >��l� ���k�Z ۟���? q| r���? ��*qr��? �'u����? w�9@ �%3| @ ^�$w�o@ ���f�#@ X�x>� @ �X�)] @ i#c U�@ ? }��@ @щ��@ �߄���@ ���N� @ ���c��? 鋩-6,�? �(P�� �? �N���&�? l%�tS��? �d %̿ #�cu� �=���� �����j� ž|�M� � ��� 6�程 � P�xM�� ˴����� �(�&�_� X���-�ӿ ��J&W婿 ,��R��? λ%:���? ���=�? l��YB;�? Ň��k�? ϕ����? �Xi�*�? |���6n�? 3�O��,�? �l동T�? �哭x~�? A��S��? HN6�D��� !5;o�2 ��*+]�� ���-�� )��M�� rJ����� @ �y� �%J_��� �q���� ���5�� ;�̭� �l�� ���w�i� M���^�� ����� Q��1�� Ec���D�� ��m �Y� �R�D|�ֿ �#�ӑ �? U�u͓$�? M�f�`=�? ��p�A�? zֺz�s�? ��#��I@ ��P�=@ "�����@ ;(J @
�s� �s�6�0�? ֢5k���? 6[v<&i�? �=� L�? ����<�? �ah3���?
v��� ���]� ���p�Q� � � �� ����3��� ��Gh�� �D9���� \'�j� <>��D>п ԝbmf5�? �y���? a�H���? ��2[�? w�T��? 9=�?N%@ �㯺�@ ��4�5�@ �h�@ �n� ��@ ֦ xߜ@ `6�!Z� @ N{#�=��? ljin�? OP)�v��? FY�(&��? �� Z��? �=�7�i�� IB Oнٿ �A\�� ��v"}� ��p~*�� $�61��� 7ol�4�� �FY�n�� gHUx�� �c�6a�� �`oѸE� �&_��� o͡tJ� `F�۬ ҿ �'�N"�? 5�Uoj��? *q�>s�? )xL��? ��>O��? 7^q�F��? �}����? *0љ��? �Z"�6�? �8�݄��? �u��? I�2 @�? �*��%�? =�k0.��? VX�.ۜ�? �tE|��Կ #�gw�� ����Ӧ� �S��b�� �t90/n�� g�O.�P � ��<��� � �O��� ;�`�q.� ��oI/�� ְ.�S�� ?u��B? � �\?OX �� whz�T��� |T8��� G�l*�� x���Pſ a
R�? 0�D[7��? ������? ��A���? (���2�? � ����ӿ ټ{�ڈ� ������ �^���?�� ��-��� �� �ټ�� �x=.��� ����x�� �Ű"��� L8b�w�� =T/��� "�gt�� ��])��� D̘�AϿ Yഌu�? ��u��? �'� v�? j��{D��? b;qː�? ���x���? ���C��? ـ)�à�? ����L�? &��q��? q���� �? �6�A�? ��t�? H�[�"�? ��(�Ӄ�? #(� �ɿ �`b.�5� U�t/�� ��1��v�� B���}�� �.��� (λ^� � X��� @X�X�"� �%7�� #�v�� � ��l,�q�� A��� "�� ;j�4Y��� ��\�� �\,��� vY6(�� څ� �? ��Z��m�? b[�4?l�? k"/���? &Ѓ0��? ���� @ 9�&9m0@ q RƵ@ u��Ғ@ ����� @ ��:�a��? ������? ��� # �? 1�j��? ֢F�p��? {�;+���? ��F���� s�tH��� �)�x�� ��@8��� c����� ��U���� ���A/��� ��Ѩb`�� y������� E��� ��� ������ �&v��� ǵ�M�� �Ro�~�� Y.�mM�ȿ ���0P�? �ل�2�? �1˫ �? ��ۆ���? �P��3 �? Yp���*�? � hHz2�? �&p>� �? a�4< ��? ��f���? ۳��^:�? � �\�? q,|!7$�? �S���? \�ԇ�? ��]U�¿ V��^X� ������ \'�^x�� _��to�� cH�j��� �ij�EA � ��:�G)� _��!�n� ��p-|� �[G� � ��R��� �Y2w���� ��u9 O� ~=��e�� � ���~ۿ ���@ ��� �YZ%,&�? bеS��? �D��? ^h��!"�? {3헤i�? ;�٪��? �ub�� @ k��!@ _ a�-� @ �N�� ��? �z]�=��? b�ٽi��? �'�r���? �C���? 5Ɖ_<�? �1X��E�? ����mӿ �"���� 7k,\� �3���� �Ӗ ���� �{������ �,s;&�� `�m�'q�� 7�c�}�� ��H��U�� x�ϓ�� ����� NN�٠� �ؿ�j� �F�[��� \�+]���? j��3�q�? ����w�? �Ƞ>#�? ���F7�? �xN�L�? ���7Q?�? P�QyX��? �k���z�? �0�W��? �Wt���? ��Δ��? �{�|~��? #b�l���? �$�F/�? ����MQ�� �j�\��� / ���� UF���� ��^4���� �D�X��� ��\��� �4��ٻ � ����� � �P�:�� � �4����� s#�Aj��� ?��Ȍ6�� �qW"�� ����� Q0�%�zֿ �� ����? � ��7�? 1�X����? .��l��? qەְy�? u��DŽy�? �F�^�? c��]� @ K[��Y� @ {�#��F @ ��s!l�? ���z�!�? ��L����? Sלw��? �c��m��? �8�w���? .���� є�/��ۿ /����� �x�>� �:,���� �iZ=_�� G+����� �(���� i� _]�� �R����� ����Cj�� ��n}y��� ����j� ���\� � � � � PKJG�|fb ab PK �~GV modelinfo.xml�D�
PK ��� � PK �~GV fileids.xml��
PK�̪t� � PK �~GV clusterignore.xmlM ��
PK��PR M PK �~GV guimodel.xml��
MAINWINDOW
PK}Ng� PK? �~GV$��� fileversionPK? �~GV}�� S usedlicenses.txtPK? �~GVgM�m" h" � savepoint1/model.zipPK? �~GV�3�m� O� L# dmodel.xmlPK? �~GV�{�� � � model.xmlPK? �~GV2ؑϷZ �Z � savepoint1/savepoint.xmlPK? �~GV$�� �� �l xmesh1.mphbinPK? �~GV�� 3- .- �" solution1.mphbinPK? �~GV���J ]P solutionstatic1.mphbinPK? �~GV�ݿm� � �R solutionblock1.mphbinPK? �~GVJG�|fb ab �S solutionblock2.mphbinPK? �~GV ��� � �� modelinfo.xmlPK? �~GV�̪t� � �� fileids.xmlPK? �~GV��PR M �� clusterignore.xmlPK? �~GV}Ng� ?� guimodel.xmlPK � ��