478339116 发表于 2022-10-21 14:21:42

ABAQUS拟合应力松弛数据报错求助

本帖最后由 478339116 于 2022-10-21 14:21 编辑

请教同学们,用abaqus进行应力松弛数据的拟合为什么一直报错 normalized viscoelastic creep test date must be>1
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**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**dCak1p8EJg0iXp0UDnRSMLNBC6lrrF3lq5ifZ3njkQVFgMk+iXvsrV/2F3A0x2hiDF0V9wG7e8gzNzO2nN958S0AJJ3ryG3306DHq7NtHfH3nd74zOJxMynwKtT51lN4T5f3Q4YUhpgecsM3Io6Lg5LwhIXY645Uxw4kEEHPf/uDkm+vW04c+8gn6T60X6Dfu3kUf+vtd9G9ueUHAyffu/0msXSE4MXpWNACJ8lWUruqoYKZvOJlYKTw47NVI5ZvoAMN9DHsu8ZDod/4wkKjrDJzE3pQRWrN3sLCLDhJlnPsGJWo9/cBD2X1cA4VLe66hwpW9PGioqm1QYKiyfx5MuG67hOBEAYnydkSQYoWTqD0FI0PCiQlaDACiezuy5z/68Y9p//79tHPXHpqano3BhH9x8C87vtPk0KFDog/31cf3FdbRQKK7f9qbEsQeliHhJArThGPT0rMiri2ek9y++XCitPvF81tFCOfXPnYV/drfvUj/6psv0r/+navoP37sCvrlvtdi7Yxwci7r+VAekOhohZPIW2JsT2w4h5MoLJMCGD2sk/Kq2ODkLEmw2EtrxG3O/kCKggHfjmWDRz/2XcKEa1uuYMK1naoAJG+eKmFj0LlcA0iePS/hJA75LC6SvBVZD+tILwvfkSNzSDjnhMGj24uRumtnrkWt+E4eva8lrKO8KQJOEm9LrzlVvokI10T5J+Mi50TmmyT18zTZaNAk9xkgrLNt2zZ6fPNmevfd92j7jp305oEDwmPCvzx4ox05ckSEJbgP9x0YTi5I74h+583kaBTKmRmjsfiOHB1I9HMFMPoxsSk9JzJUE4d1Ml4U6RWxwElu33w4eeWVV2Ltvn//w/QffncFfeiyP6R//9t/SL/+uyvokZ8/FWvHfc1wco7E7b2p0Mw5OhffrWMJ68R5KrJdhXF4jolRFfLh85y7dXSvSOTNSO6omaC1XTknMnST9DlLEytVzoop5GOBk6m1tGaD8phIQFkZX6v6eo6+QYlaTz/wUHYf10Dh0p5rqHBlLw8aqmobFBiq7J8HE67bSoeT7uecRAmxIsfEEtZpJsmycb7Jogz16PbCRiNKiJVekTjhVYFFJim23dASDhvtJMckDvmodgU8GbtBQOk5dciRfQUMCNhIbAkAiSFE1Uf5JnG9no9iD+3wh5m6HfbYseN04K23ZL7J4cP0/7d3bs2RG1eex/fYz7AP7QhNsPgB9mn2ddt6kWbUVXzc0IvDG9J4n+SL2iSrx48KOXZfZkOaibGbpNm7WmnlmJmd2fWMHZqWm0Uuy3JbUkvWpeW2+koWq3k2DoADJLJwRwKZAP+MQOCSmScT/wQSP56TQP3hD/eIb1J+zbjRq8T+3JK4nUlQiY97yndRoomyWRNiE+GiEW1tqR9hC2ElDEGMxmN/bksQ1llQFMLx56jk543CRikfdOP//lXtbh4c0n+7/ha9+bN36De3P0poxw+ZLDjxj+vhGeXbJKe+d0XRSZ8QO+MPpcXpSVApCycyF0TshNCRABg9j0cxqOTByQkd8PdWuI2h5+X6FanHI+/K9dCTYgdI1PCQwIBr67bBo4x9kzBh2pYpmDBtpysAyaunS9ioWpdpAMmz1zqcyHdJyq2V+SUhjGSVS3hFNAixmaZ6Ktra5g7lhyx7R/jDazJw8Fs8fIzTOI9ef3aYRvVytLudBw9dpPFcnCLtyn2ELQ7F5EJM4i2demVWQzLaPBN93kkL+yoQuLTtGpRIe8rAQ9t5ZFxwcW0aKkzZy4OGrtKqAkOX+fNgwnQa4MQw2OhA0NY+PxA5bMOfrN+eTv2FX5XlY5yWVi/gJAj78MOVwza6dnyMHy5tw0ZV+4CTbA+NwIBr67bBo4x9F6FE2mQKJkzb6QpA8urpEjaq1mUaQPLsAU56Cidp8FF0DHCSPSelKjB0mR9wAjgpAyN6HgEBF9emocKUvTxo6CqtKjB0mT8PJkynOQYn6ivE+ds2Qzd5dRcBgs10wAngpC7ouBTKUdvimsdE2qODgo19F6FE2mQKJkzb6QpA8urpEjaq1mUaQPLsAU7gOYm+/toFvHQxr6ROHV16QqrWVRcoTJZTgcClbYEB19Y2YESvU0DAxbVpqDBlLw8aukqrCgxd5s+DCdNpgBPACeBksXBunokKMCYho64tl4BEbYtrUCLt0UHBxr6LUCJtMgUTpu10BSB59XQJG1XrMg0gefYAJ4ATwAngJPmV2ZS3fVQgcGlbYMC1tQ0Y0esUEHBxbRoqTNnLg4au0qoCQ5f582DCdBrgBHACOAGcAE4eP/bf1DIFOToo2Nh3EUqkTaZgwrSdrgAkr54uYaNqXaYBJM8e4ARwAjgBnABOACfR95IEINpcm4YKU/byoKGrtKrA0GX+PJgwnQY4AZwATgAngBPACeDkwQP/5yu6gpCserqEjap1mQaQPHuAE8AJ4GRgcPI3f7tHWNzXoO1QT5uej6a2TXk6TNvJAoYuj1cFhi7z58GE6TTACeAEcDJAOOEbG3/uKsDwCDh54P+elWnAaGKvSwjJqqtL2Khal2kAybPHd+/B7U/8n2JR8x3euU/q4sltzpn5L+s3b7o6nvchNJtpNj+yVlR3F98xKaqjzjdIuiijvrrr2nbV13/5wYe/bhV48cUXqezCLQOcuAcmDDVZwNDl8arA0GV+FRLa3ub7BHBi0HtSBAg204vAoYv0LkCjTh2uAYnaHsBJt6BRpzYGkzL3NufjP8AJ4CQLeLqEjap1tQ0kqn2+TwAngJPOQjt1wKGLMioMuLYNOKmDC92WETjJeuDwcYYXwMlDf+Jtk9BLm2Xz+q+rtKrA0GV+FR7a3gacGAQTDieV+e/JVp4uPCNFdXQBGnXqcA1I1PYATroFjTq1AU4C6Cg7UbZNwGhiuysAyaunS9ioWlfbQKLaB5wATjrzmjC41AGHLsqoMODaNuCkDi50W0bgJG+wh+ckBpgmANFm2Txo6Cot7xqynabCQ9vbw4CT/Ql5oykdF4LGPk28Ce1zvuMpjbwRTY+fUuEE2gp5bXlFkvXu+ee5t1wmPDlFXo309EPaGnnkeR6N984ag0wmaMy2/P7YmmX/cnBm2UWTMrs09sa0c3pq5vd1Zpu05q3R5izHXpk8SnsAJ92CRp3aBE7yBmzACeCkDODYBpC8+vOub9NpHcDJnKb+w21E0/l5yls++7TheT5czM/T0tOPJYACcJKAkOWyGZwcbo3IG+/5IKJup8NLNWDJBAzASSYcMZzsXPFobfOg8GNpnFd/W2d+bd2HSwbMjRt1Hr0oU6SAwMm9e/coawGcAE4AJ39ceTU4C2o6g5PRaESj6XwFTubTUTBwjqbUKZzkelmOfaCa7Jfwqmh2kh6MpOeiu7QGcHK4RaPRFh2eBdCxN/ZotHXY2GMiYJMJJ428HzY9JzPaXPNovJPjKVG8IKsho+LygefkgDbX1mjz4KQQUHQ44Zv8xoZH69fmRc/YnPQ5XVs3ATem7OQ01UKSwMlXX31FWQvgBHACOHEQTjamHEbZoP2Ed4S9KiOaTje695xoUJHwxDy9uHDCMKKGbwAnRdBRDBerQKLaLC4fhXV2rpB3ZQdwYgE+iqoUOLl79y5lLYATwAngxEU42T+n/Q0v6T3ZD6FE1hG4hKEeDvf4iw41PHdE0sK1zDnx54eE80qiuSWyr885keOqh0SzzXYTNjl9RNN9hq2gbt/DwqGlcH+0faSEWdiLEbc1mZb0rBxth14kP/+E4jkjGTaOtqM2cN2TPbGne0608pmeEJ5fMqKtw9hrIufkeWPa870pezRWzic+zmWC+SnjvTCP4oEJPCdB+mhrFk2MnXEIabRFMz+sM6bd0IPiH4/qiY8vFjxHRNEzspU8zu0SW4G3Jpket0Gbc+LPB4ntqx6R2eZa1Mdsf+d0J9EWb22TZn55dQ5LMs/a5oxOozzJNG9tTOM1Dt/M4hDPzpjY7sHJCZ0cbNKaus1zW1I8KcWekxu04a3TtWsb0fmoXhU1DOR5G3SDOH+sibd+jXwfzPwarSvH45BRln1TdgQVkvbUcyC9zf55hOX8dvN5pe+vnr9kzF4LnMT3i6JXqBHgBHACOHEUTs4ZQiLvSTAXZWP/nPzjUVgnAJNECChRLkhXQy77k2DOij8hNgESMvFVIKQMnDCoaJ6ThM0QXgSGBEom+/7E2qUPDAIWDAUj2j4SaDii7ZEKEXJ8SclyynF//ohHq1BzRNuTbTqSSa97DEdqvep20AYVEFTviIRczs4YKgRCYkCJwzoBdMT7Z3S2N6YYUGTybNJGbP+MFrvjAEZ8CJn5k23HuwtaqHCibifCPQFgxGAh4ZyU41xPBCicPqJ4sq1Srw87AhMz2hxv0kzCMAwGMlk2AgrV68HbmucjkS+AjwRssO1EHq18CCPShp2xR1d2JJSzQ1e8K7QjoNIITjzyhCb8h/U6+VEf/cEdPY/1cMycrm2EkMJ5bgT3dvDAD6EhzT6ZshMCUBSpUu0G9SdgRW2ffo7qvrodnXvxhsDJBx98EAGfCip8HHACOAGcuAon5wGQ+OChekuytiNPyirIJN7MUSfEJkCiLThR3/IJPSnhWz/BZNQQSHxgWP0PahU0GEbEu6HCzJKWbGOkQIjASLhO97YonpOsNqR5T7T5JgwVibAOg0iGNySAHfGcBGCjQolsB56PEBRUCFG3I++IChQLDWwETLKOKwDig0pKP/heF81zcnpKqx4ShhDxcuhv4mhwoYKHBhpReEfNo8ONX4/UwXWOAxhhIDkpN++ktOck8WAP4STyOMi+PJjVh78cI0r3MqSBg9gzZMeHjdU+9YGE08S7EzVVqVcHkMR+CFbsWYr0iYxkbgiczOdz4kUFEzkGOAGcAE6chZPYSzJVQzyl4CR82yfM2xs4yQELHqxWl8C74onHJQtOwpBOBDorHpvQc6KUF0DIXhd4TjLhREJBZeBkQbv+JNsZcegm8oIk4ETAIwAM1sL3eiS8LpInD04KyvleGQVOfGhQwioJiBCPSQAjXvS6sGk4CeCIvS0+JI3VOSaK58SHFfGoJNfN4ESev8HD3Ise0srDnbP4D3Rlku3KA159uHNZ2TdkJxVAwranpiltSLRVzkUJ8/hmgnbG5y+6pK8FTo6Pj0kWBhTZ5jXgBHACOHEZTs5lPokyj0SFkzB9JayjhX3isE4Qgom+c+J7TmLPxrH/NpDpsE5s/+nTHM9J6A2J54IsaW8i4RYNTI62aTuaM6KGfwKPSmxjj7Z5TosCHTzoBR4Usa14TpQ2CJTsjbPCLgwnAhoVwjqRN6UcnPghnNGYxjy/Rb5rosLJbIu2ONSjh35Cj4ofBgrBYivyfvBbRfFclmT4KAj7xOUYkGROigInmqcj8KCEIZ/ZJm1Gb+SoQKJu6yGbwNsSz1vZoc3EnJOUsJCEffz5J4EHJZoQy3NOjIV1BBb4YZt8cF+LJ2Mob+hoUKEBQOBBkQd8Bc9JbTuBh0MiR3wWNzbU+hVwChJjb4oPJ/H5J9o+v0bp558OJXJU4OTo6IiyFsAJ4ARw4jScnJP/+vDGfvxacQJO+LsmAjDithYtZW4AACAASURBVFVAhkM9nD+aiMdv+yQ/whYASVB2NJnQSD685oNECCp6+Ed7eyeykTUhNvp4Wx6cyFwSOY+M+SahB2WP587IeU32Yq9KYuKrAIh4WJLnGUyiVeFktQ3p801iGFHTE2Gd0hNi88I6DB2hR2S8G02MTcw5WQTelUiLlXyikwAG2wwAJCoTzTcJIceHHynnUQwqCpyEIRaxsTYe05rMOTk9JZ7/IWneeCeatBqFgdImxIbemKBcDDqq3UT5cL6LXxfbOz2N385R39bxQaXchFg19BI8zPPgIXjtODpP5ekf2fFDJuJZCDRZ39ig9WjSab59U3bEeyNtVZrKqJKcxBu1LcCJqA2eR8m2Z5+/gEjaWuBkNptR1gI4AZwATpyCk/SPqJ1H80nqpSdf/VXftrG7zQOQq4t4TnLXKfNOcvOH30Mpm8e975wE8BLNB5HJsJbXDCcykdbEd07SHqg4Zk4BgZNbt25R1gI4AZwATgAnxZ+k1zwlpmDHVTDhdpUFCNNfhVXrBZzI3JWctTbXheGkyRdizT2CYSlLAYGT999/n7IWwAngBHACOAGcpHhwVEiwtQ04yYESJXQUz1NRwjo5k2CjeSkpn6/PeqDiuDkFBE5u3rxJWQvgBHACOAGcAE4AJ/F8lsS3UsI5KNox18I6antU8Ciznfa2jrnHMCylKSBw8t5771HWAjgBnABOACeAE8AJ4CTtKYpjrSggcMIAkrdwPv5jgHz06FGry8OHMQy4tv3gwQNycSkDD23nyftVYNtpWT/S18Zxvk8Obn+y8kOBh3fuk7p4ckdzZv5rOqG1aXlTc0RM28kbmGyn2QrlqPUirJMf1lE9JrJdxlui5oHnREar7tYMHWUXbhXgBHCSBTm2ASSv/jYgJMsm3yeAE4OTY20DSF79KiTY2gacAE66QwZ3awKcAE4AJ/khHsCJQTBhL0weHNhOswUkar2Ak27ghB9+WNzWAGEd9wAlCxi6PJ7nubCdluXlaOM44ARwUvoVYxUy6m4DTtqHEzXEY2r7yZMn5OLy+PFjcnFpGzzK2HdtnonaHhfnm3CbuoSQrLpsA0he/W1ASJZNwAngBHCyWERfe5V5Hi6tTQFGEzsuggm3yUUw4TaVgYe286gw4No24OR+JgjlwYHttCyQaOM44ARwAjgBnMSfyM/4lgrgpJqHpm3wKGPfNSBR2wM4AZwUAQ3gBHACOAGcAE4Mh4fKwEPbeVQYcG0bcAI4AZwYho+iV49tT3rNq7/uPBGT5TDnBHNOTHphENbJ/laKa0CitgdwAjgBnABOojeITEJGXVuAE8AJ4CQbKEx6U1QYcG0bcAI4AZwATgAn2qfq0wDJpQmweluaTGQ1VdYkUJi0Bc9JNui4BiRqewAngBPACeAEcAI4KZxTUgQxJoHCpC3ACeDEJOhkvd7b5XHbb+Tk1V8EFCbTMSHWMLzkzfmwnVY3FGOyXJrXwoVjurdC9i/6h8wEWkwChUlbgBPACeDka8oDCpNpJuGjyBbgBHCCt3Vy3tZhOLmof3zugJNqrxALLJmcO1LXlhpGcW3bJFCYtNWlhySrLpMwYdpWEVCYTAecAE4AJ4CTVP4CnNQDEwaUukBhspxrQKK2xyRQmLSVBQxdHjcNFCbtmYSPIluAE8AJ4GTgcFI1NCWkAjgBnKhAYXLbJFCYtNUlhGTVZRImTNsqAgqT6YATwAng5ALACc93yhoM5TjnYSCRP8AJ4MQkkKi2TAKFSVtyL9hcmwYKk/ZMwkeRLcAJ4ARwcgHghCc1Fw1SnAdwUh9IZL4JwjoPSQWRtG2TQGHSlk0okbqL7lOb6UVAYTIdcAI4AZxcEDi5d+8eyfLv/8N/irblGODEDJgATgAnAhp11jbho6huk/BRZKvfcHI8pZE3ounxUyr6rHxX6bZfF86r3+Qrwb6twy1f/63DswLA2aOxN6a9szNq7bXh3TF5oy2alfimSVob5NVhfa16EiTc0bc1nwOf8927d/3l+f/4VySLHOM151HPl7fxtk49YDE5sbWurTSPhSvHTHo7TNqqAxOmyxQBgs30IqAwmd4RnOzThueRFy4b++d0ft5s8WEDcBJ9YC0PSiQNcLLIhCMdSmRffVg7CyU3Nvx7a+NGegv5HPh8PvvsM3rxuzdXFj7OC+dRzxdwUg9M4DmB56QJsNiEj6K6TcJHka0O4CQAkxhI5jQdbdC+Dye87VGcVh5YuvKEVK1HQMCt9RFtjzwa7xV5OIrSD2mrlh14TtKxoenROV1b98hb36CNdY/y4IT/u7x582buwnkAJ/WBBHNOiqFEPDcmvR0mbTWBClNliwDBZnoRUJhMbx9O5lMajaY0T/WUAE66gRjASVooRz0mnhJ9rT6sm6JEe+UDSCmCkzKDuHq+8JzUB5W6oRiT5QQEXFyXuRZt5DEFGE3s2ISPorpNwkeRrfbh5Fz3nIh3JBnq8XyAEVgJ0wRqGHC0sFAc1pnQvj+pdZ8mPP9kOonCR6Ppcc5cFM4fh5rivEV2ssod+16gyd5eYHe0TUfLJS2X4b5f14i2tyfk+WkBMIy2j+LQzJ6kcTl1CfJGtsN2T/bUPGo9fF4T2lup3/PnZRyesYeEvRnK+W8dhvNG+PiItrbGsY5+WjI/z+849OecBHNJ4jkosc3YU1PkOdlNtMXzxrQbzR2ZBd6a3TBPNK9ELxOcWzznJJk+2pqFIZ0Ue7MtWvPWaHO2+ovB6sO6PbhoarkYTvg8yi7SGsAJ4KQtsLEBHmXqbAIVpsoWAYLN9CKgMJneAZyc0/l+EBP3PAnnCKAIjCT3k/nmNN1QPC++rY0ASPw5JyqceORN9gMgyZ2PEgJINJE2BIt9nlgbwkeqnbxygY0YCmIwiSEigIwATpa01GBkb+JRnFcFj7BcBBxh2Wg/AJMV0InSg/JJWBhRPJFVDdeEEDLeC2AlMelVzXdGZwk4OaSt8RYF4HNGZ3sMNwIueXASQEQMDwta8OTWCFACmIj3ed5IUGa8G88h2R2rcMLpI9qaSboACe+n2Bs4nAhsVF0DTgAngJPsXw82BSO6HZvwUVS3SfgostUNnIQhnfl0FPw3vrEfTohNh5O0OShRWf+//Sw4Ud/cYVhQ95U3evZj74pM0uV14D1JA5DQTm458ZwoUKHBh+8NSRxjqBjR9pGAjHg7FBu+90M8J+px5VjCpuRR0pcanPjgEHs4RINR5CHRwUX28+AkmK9yuBX2sd9PJeAk9S2bVZhQQcSHl8iDEgKIaseHm7TzY++JalvgZeFPBtVDOvoE0aoP9+7y53tOfv7zn1OVRdoNOAGcAE4AJyqwFAGFyfRO4SR4Q0cN85SAkzCkM5rOA6Dx9w3AyWhKx6nfOCmAk8xydeBkSUfbI2KPB6+9yZ4WzkkDjZRjmXAi4JMCJxyW8cM7+iRY9nIIjHAaA4ns58CJ70XxKAAc3auS4zlRoSIRyhHPRwpMpJVRj6nbkU0BkRR7vf/OSTGc/OEPf6AyC0OM/AFOACeAE8DJcOGEYSLylHD4huFkRNM5b5eAEw7jyNyT83MKPCgN4SQM3Uz8ME7gUdmfqOEh1eOiemCCkE96uRQ4CeebxKGaABKisA57RY62aTSa0GQkICHwoa7Dcgq8+DAThW0ywjrRvBcNTsL5JnGY54z2xqqXQ2CkApywN0YBnsCDotoMttVJqMF2Rlgn8oykwYQe1gnyxN850dMXtDuWeSwp9gYe1mHgKAMmnAdwUh9I8LYO3tbRQzR19lUYcG3bpGekyFYnnpNkSCb56nCUlpgQK3NQYoCJQg8bGzTiuSvs9ViZc5IFFUpIR7wlftnY9R8DR47nJKozrVwanITwEU08VSfExvDBc00SwJKYDMv5AriYTNRwlB4CypoQG9QTwIwyITb0dIiuMajkeU7OKArbrEyIDbwqYm80HtOo1JwT9mgEMCFlk/NLUmCCvSHsHVF09SfwRkCzoMWMPxAX91McFkqx11s4CTwmsQ7B+epv7ahw8g//8I+kLyq4AE4AJ215S1S7ZSan2shTByZMl3ENSNT2FAGFyfRO4KTpB9fSylf9/khX+ZNv2cQAEh1PCcEwnCQms2bBSeLtnBTbK+WSeYx/hC01LKSHiZL7q54TCbfYXafNN+nPnBMJxKSvVThhEPkv//WvokUFE3hOzIAJPsJW7EGxAR5l6jQNGnXsqTDg2rZJ+CiyBTgRT4qhdQQhPiiwx0P1cK**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

478339116 发表于 2022-10-21 15:36:00

刚刚随便试了一下,把归一化数据改为比1大就行了,但归一化数据必须大于一,也就是说在之前归一化后松弛模量基础上+1吗。abaqus到底是怎么处理应力松弛数据的啊,求解答

478339116 发表于 2022-10-21 16:16:45

仔细看了用户手册,是我自己搞错了
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查看完整版本: ABAQUS拟合应力松弛数据报错求助