虾虾虾 发表于 2024-3-6 16:23:42

求教散装材料DFMEA中结构分析部分如何填写

刚刚接触这方面的东西,散装材料的结构分析和功能分析实在是搞不明白,有没有做过相关工作的大哥大姐点拨一下,谢谢!
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o9PKi9RNpeyM6mMOzl+59+jnAWYW/pwDLMt49HnUxafHSWn23Cv2ecxJxgjiOdfdxGrElvb+k+x8dz7azNOdz2tZGPmJZEPEvkcG3YTHKsb5s/wxndF0Dk1/clPJi7lm5xeHwbNSpp61RgSu7Mkrz9mpcEb86eNo8V8Wzrafs8r1uNyNZTm2Oshj9kr3QC+Ydf/+n0gf6L91Us+TC+Xsm1kNOysd/ayGtJnwcdeZkOeyWtRnU4Ip/9ooE9P68ku3xYrT4e3xfsvZLzkcO2nrbP87rVwMP12Ia2lxzPbR+X6cjxfthN4mFbb9v2Ap83bgvDcgzDOcR8tXSLQ0wkUSeTlpOeaeFfODfRPPM8er+fX/hhb+kWh5hIok4moxyzIR5+6F62/D4eOvJYwpdJi60wRvfFEyr7OfJY3dItv3p8fa/bOhWYkjuzJG+/5iXh+16i8+ZutVF3aRzy1kjrKztsT/a/n35Hf3Xhj9+//Finzovj8Nl6cxGfyVYd5LXi4PfxXkdcJS3HH4im7n7ZoBnvvuKAw8p5kY39S9uo1yNRuxXr46Cb7Hk4PsrJ/N4OHX1GtdiH+Ja0vZCdS2HYCzn1c4RzB3tLtziOQRvS+1EX0uLiMy38y+YGc4t5y3Rvb8VnfrNzLbQhvR912I5YloiDzeuwtyTyWGY5HBO1La/EFt0Xj3Ds58hjdEu3fDzcjmy+L9NtnYAhXt71Vxew8f2ktHTkednKa/mtXnTQnmz/PP3x1/jx4henUSQXnyHvdx1JRt1eGfWPXPi8DnslLSc6FKXtM3D958PrH8eUeZ8JLx9MxEc2+NZIX8/rvTWR5+XSfIvH43PZnrV9TlaP86OcymZ7ITuDsxFdfA6cCei9EnleRvk+xnSOgz+ywRdJjue2xb4+08I/zOHruTknnebPYlt2+E1yP7BHNvgiyfF+XIj39kjnOpwHe2SDz9fjWG5zPLctpsKVD7ovwvkBVrPkeYQ9ssEXSY7ntq0T4wi3L0R0P/+225t3p4/FXzRwAykZOceubWNTWz63US+yeZ+P8Tri10irxQfsrP35z+tYzOvv5X5+09H5VQaMGfW9Djtk5I9siM/kkpwolm3czvozu8XxYQjbf346TiC2/rdoH7+HteCX03A4w77c29+1MdwHt1Evsnmfj/E64lkippIcb208sEOHhN3LyB/ZfF6m217IzuVroisMwxnjeYON57Flg5+l5UPnWrC/OtPCv+f5Aq7Z/GGeMJeZntmRV9WK+vM2roO2j8EYIKM42CARCwm7SW+DzrInHjGcx23zn2GK7ovH+ciwGHaTmDfYoJvEk9ngZ5nlmd3WyWMJ9LskutjYlaQJegYYgDAm1OcjZ620enzAuP2X3+NtrpOPf3Whn+hizFzb2qPsvi7rWR8c0zuWJbX4IGXt6g+A75noMghkbXxm9psND7fZFuWZn+OjGNggo5pRDcRDRnmRDfEtaXsmO5uzEV3s/0ris3KM2aBzm23I8zKLiexsQxsSdb3Odo8Jwr9zjMbcYZ6gewk/JPzQvcz8kZ1taEOirtdhN8k+bnsf56CNeEjYe2SUE9lQy3weW3RfAImfpJ8f1hHJNmvjYTvb0IZEnNdht3UChng5hOj6oj06Nlav7KlZxaCfKsZ8VRz7uN3Ka/UJv9XE4RotMd6qjyqGfVW7GjfytsSgBmRVy3wWh4NwLZkdxFH999av4tjHbRsjnmy8mb/XjjjIVj+Iy2SW7+22F3DWRkjswV65tU/006pTxbGP21bT69xP5IPNJMdyLR/DOtpRbutcL/WjL5NZbhXDvqqd1TY78rbEoAYkavXqFoccL30N88MW5bEPbZ/D9p7+fAx01GGZ+WCPZJQfxbHNcjyWjNSBayNrcq3e+lUc+7ht/eDhPtGOfLCZRBwk+9A2X/QgB9LWyWMJ9JsRXQxA8uVPqNlC8QFTO/5+8JJ5uTRI4ZBJvgatvc1JBYTCoRccuvVcCAe3494SjFRsPd+6Q/aP7XbXVPguotv5HeJrgL8AvgacNYAskJoDpK5BiisgvMb5Vh99ZFo4OB4H12Cncp7WQXfIHHdIhe8iuiK6h36LLJCaA6REdPtI4D2QZRFdEd09kWzdIXPcISK6OyKz1UUlgB8P8AKpOUBKRFdEF9goHByPg3sijrONRXfIHHeIrRMwxEu90d0RCRbAjwd4gdQcICWiK6KLy0k4OB4HZyOXexqv7pA57hBbJ2CIlyK6Irp3/9UF/EbnCLI1staI8XCNS48tq5/ZbWx4eJxoVz7ELJEVEHpgvJZuY7r2uLhPbl/rM7f6sTHtiehoLPdNvG0/LsGZa8UyPnK7p3/EQ2Y5kT+y+fwoJrL5vC26rVOGLSK6IrqHvlQykOJDl7X9oUNcj/S5mY5aLT/iIpnlejtyvX2UntXP7NYvHoyBdW7Dv0VWQJgB5CXsNg7+19MHx/e0q5rIR4zXYb+VtPGIXN43udzT+tt+3II7nAtM65Wc69uoAbvXYY8kx3Lbx0a+yDYqz9dZots6ZZgloiuie+hLpQIpHFgvq8OFWIvBw222VXU4p4qr6lW+qObS+KhGZcvqR3bYvLT6/qn6XOKrgDADyEvabTwYE9peZv2vjfN5Xs/6u6bdxrQnoqOx3Dfptv24BGeWxPZinY9r6RhDK877szyzZw9yWCI2yuO4kW1bpwynRHRFdA99qXiQwgHslf4gIo8PMLfZ73O93hNbxUQ+2HqlH9NSvbcfxHF92CDZZ2083r5Wr4AwA8hL2m08GBO3rU+vsw2+TLbGjLxW3K38Nj6Ry/sml3taf9uPazEnygOutWSUyzbks6233cqFnyVqwwadJXw9kvNGtG2dMswS0RXRPfSlUoFUdhijQ5fFZvaoBtuQx7aoXcVVvqW1oviltmw8md3q40FfrHMb/i2yAsIMIEfbbQzVP/SHGOgm2YY2pPdneRxnuaxzzi3bNq49ER2N5b5Jt+3HLbjjcxnX0Ia0WDxVHsdZPOtZHuqyzPI4pqeNPn0s14cPsaMl8CzCLhFdEd1DXyoZSPGhy9rRQcxiYYeMctm2NA7xkeS6VRu5VcxaH2pDog50k7CZzJ7Ix3lb2hUQRuB4aZuNB2PitvXrdbbBl8lo3IjN6kQ5t7LZWEUu75tc7mn9bT9uwR2fm2Gft/s80/FwGzaTS3O4TiuX/eiTbVwLfkj2+ZxRuq1ThlkiuiK6h75UIpDiwxcdsszv7V5fcpij3J6xrM27xNh4vBhXJTkebcRDZwmfSbajDT/0lqyAMAPIS9ltLNE/9AcfdC9bfh8PHXks4duLtLHtiehoLPdNum0/trBlrX8phqEf5LGEz0vEmD17fA70LN7bs3jYTeJh28i2rVOGYSK6IrqHvlR6QKrnAC6JsdjWAe6pF4FDb97o3OrzYEyQvm+2cx3YW5JzfBu53h7pFRBmAHkJu40j+4f+4Pc67C2JPJZZDsfsoW3jFLm8b3K5p/W3/RjhyRob8KpXRn1kuVGs2Xoen+tzMr+3Q0e+6dmD2FHS1inDLxFdEd1DXyoepLJDl9mrQ4icKqby9eRHMZEt6sfHeT3KgQ2xJmGLJOLM5x/Eww49iq1iOM+3kWfS+7xeAWEGkKPtNgaMI2tbn+zzY4h8kY3z2J+1Of6WbRvfnoiOxnLfpNv2o8eSETqwi2tFtszPsdzm+KrNOdzmHLZnbY5Hm2MrG3wjpK1ThlsiuiK6h75UWiCFAwlZHTjEtGRVg32owzZuZ/7MzrlRe2neqPiqzloff76qBsdVQJgB5CXtNh6MCW0vff/shw826CzhMwk7bJkO+62kjU/k8r7J5Z7W3/Yj48iINjDLJOrBBp0lfFU8YjiP2/BXkuOtjQd26JCwexn5I5vP26IzxnnsEtEV0T30pZKBFA6dSRyuyAZfJBEf+XptVY21vqzvql6Ws8Se1c/sVhtP1E/li+JbtgoIPTBeQ7fxYEzctr697scDP6T3V3qUE9mqGpf02Vj2RHQ0lvsm3bYfW9iy1g+Mg1xSJ8rxNuiQVh8P+oJuEjZI+KBDZvbK38pB7lpp65ThkoiuiO6hLxUPUjhsJrMDFcWwraed1e61o48qHjEme+NasVWdlg/j4TjYsn7h5xy0Kx9ilsgKCDOAvKTdxtM7JsSyxNjY1qrHscjfm7QxilzeN7nc0/rbflyCM1UsMI0l4tlmbdgjybGRP7Mhz/t77YiD9HWgw9+SiB8hK+wT0RXRPfSlMhKkRhxG1agB/JLzUwHh3sjePY/H1mlPREdjuW/SrTvkdpi95D6o8F1EV0T30JeKQGoOkFoCaGtjKyC8Z2K5t89u6yRyed/kck/rrztkjjukwncRXRHdQ18qAqk5QGoteV2SVwHh3sjePY/H1mlPREdjuW/SrTtkjjukwncRXRHdQ18qAqk5QGoJYV0bWwHhPRPLvX12WyeRy/sml3taf90hc9whFb6L6IroHvpSGQ1S+HI9k63Ixv49tHvGiJgeyZ8J8S0b+2/RroBwb2Tvnsdj67QnoqOx3DfpHn2H3AL77qHPCt9FdEV0D32pjAapEaQONbwcAUaoybVgg2Qft1t+i8UT5cFXSc7L6vmYUXoFhPdMLPf22W2dRC7vm1zuaf1H3yGj8Ex1zt80V/guoiuie+hLZTRIgcQxyEQ2+OGLpI+BvlWiL6uDBzW9DjvHIqaSyENMlM82xEeSa0T+UbYKCPdG9u55PLZOeyI6Gst9k+7Rd8goPFMdEd30Dwfv+QIRwI8H1NEgBVIGaWCDpwU8iINEvNdh3yqzurCb5D5gZ9ua9tI6S+PXjMlybC/s+fxrbJ8e10c4OB4HRdbXz+noO2Qtfinv/L7y81Hhu97o6o3uod+ejAQpJmRR22z+8GVxsLP0uSN0rs/tqDb7q7bPrWLZ5/NYRxzbRrcrIBTJfCKZe5gHWycRs/XETHM3du5G3iGjMU31Xu7cCt9FdEV0D32pjAQpJmNRm20MQLC3JOesbaMPn5/ZOa4nhuOz9po6a3Ky/jN7BYR7IHgag97oiqSOJakj5nPkHZJhk+wvhHXtXFT4LqIroiui+9v2IQMR89IOJR7fxoGFvyUR7yXyvD3TEd+SPh/x3l7pyOmVWS3kZ/4R9goIRTL1RncEKVKN/RHVrWsiotu+H0fg89YaFb6L6Iroiuh2EF0+hJ6Usc7tLAcxXnK8byPW23v1nnzE9MieflFndGxPvSimAkIRXRHdrYRI+ccjubamIroiuvrljoFE2Q6UwHIsWF4CpDyB83pEsnwMdMgoh22IM8n2VpvzuB3lwQ+f12FniZheybloIxf6paSI7n7IbPUfFsLBsRioO2XbfF7iDrkUxt1z3Qrf9UZ3IFGtwLvHJ4DfBkgRoI8GqYiURTYGHPghzZc9nOfbyPF2ryMO0vx4fJtzWzHs57ysZhXP+b1xnLOmXQFhz/lUzHWIsnBwPA5G2Chb3zyPvkPWYJdy2i94KnwX0RXRPfRb5JEglRGyzG7ghIfbLdsWUENtSNRindvwR+NDXCQ5D23EZTrsLH0O+0a3KyAUib0Oie2ZZ1snkbA+EqZ5uvw8jbxDRmOa6r0Q4ArfRXRFdA99qYwCqYqQVT4PRFEsbCZ9/Ai9pz5iWv31xCEGslXzWv4KCHsImGKuQ4ZtnUTgLk/gNMd9czzqDrkWzt1rPxW+i+iK6B76UhFIXYY8zwimFRCKxF6HxPbMs62TSFgfCdM8XX6edIfMcYdU+C6iK6J76EtFIDUHSF2DOFdA2EPAFHMdMmzrJAJ3eQKnOe6bY90hc9whFb6L6IroHvpSEUjNAVIiutchkTOQdRHdPgImonqdedIdMscdIqK7IzJbXTQC+PHAJZCaA6REdEV0gY3CwfE4KFK8fk51h8xxh9g6AUO81BvdHZFgAfx6MMqAXCA1B0iJ6Iro4nISDo7HwQwfZW/Pte6QOe4QWydgiJciuiK6+urCwv8z2jVImfoYD64VEHpglH474i2i2yZfIqjXmyMR3fFYfG3BvnIAAAglSURBVIn7rcJ3EV0RXRFdEd2L/FmzS4DZlpoVEIrY3o7Y+rkX0b0eiRNhbs+1iK6Ibvqq2IOX9PZFIoBvg85SYBZIzQFSWwhsb67tBeFQG4duPUfCwfE4uBQ3Ff+yBrpD5rhDKnzXG1290dUbXb3R1RvdHeHArYnmrfsX0X0hWSKct58LEV0RXb0hGXhBCuDHg5pAag6Q6n0ruyXO9sKtSZz6b79RFg6Ox0ER5vVzqjtkjjukwne90R1IVLdeYgL49WCUAblAag6Q2kJge3MrINx6dpXfJrC9cyQcHI+DGT7K3p5r3SFz3CEVvovoiujqqwv66oK+urAjHOglhEeNE9Ftky8R1OvNkYiuiK5+FDjwghTAjwcvgdQcINX7VnZLnO2Fo5LDI30u4eB4HBQxXj+nukPmuEMqfNcb3YFEdetlI4BfD0YZkAuk5gCpLQS2N7cCwq1nV/n66kKGQbKPx/VrzqnukDnukArfRXRFdPXVBX11QV9d2BEO3DtptgvrmkRGfc1NRC+9fiK6Irr6UeDAC1IAPx5wBVJzgFTvW9ktcbYX7p1EzvD5hYPjcfDSZPDI9XWHzHGHVPiuN7oDierWS0QAPx7gBVJzgNQWAtubWwHh1rOrfH114chk754/m+6QOe6QCt9FdEV0D/1jQoHUHCDVS1a3xFVAKKI6jqhunUtbp3smVvrs4194bJlT3SFz3CEVvovoiuge+lIRSM0BUlsIbG9uBYRbyZnyxxFlW6ctxES5+yKKs6+H7pA57pAK30V0RXQPfakIpOYAqV6yuiWuAkIR1XFEdetc2jrNTo40/uOQbd0hc9whFb6L6IroHvpSEUjNAVJbCGxvbgWEW8mZ8scRZVsnEcXjEMXZ11J3yBx3SIXvIroiuoe+VARSc4BUL1ndElcBoYjqOKK6dS5tnWYnRxr/cYi67pA57pAK30V0RXQPfakIpOYAqS0Etje3AsKt5Ez544iyrZOI4nGI4uxrqTtkjjukwncRXRHdQ18qAqk5QKqXrG6Jq4BQRHUcUd06l7ZOs5Mjjf84RF13yBx3SIXvIroiuoe+VARSc4DUFgLbm1sB4VZypvxxRNnWSUTxOERx9rXUHTLHHVLhu4iuiO6hLxWB1Bwg1UtWt8RVQCiiOo6obp1LW6fZyZHGfxyirjtkjjukwncRXRHdQ18qAqk5QGoLge3NrYBwKzlT/jiibOskongcojj7WuoOmeMOqfBdRFdE99CXikBqDpDqJatb4iogFFEdR1S3zqWt0+zkSOM/DlHXHTLHHVLhu4iuiO6hLxWB1BwgtYXA9uZWQLiVnCl/HFG2dRJRPA5RnH0tdYfMcYdU+C6iK6J76EtFIDUHSPWS1S1xFRCKqI4jqlvn0tZpdnKk8R+HqOsOmeMOqfBdRFdE99CXikBqDpDaQmB7cysg3ErOlD+OKNs6iSgehyjOvpa6Q+a4Qyp8F9EV0T30pSKQmgOkesnqlrgKCEVUxxHVrXNp6zQ7OdL4j0PUdYfMcYdU+C6iK6J76EtFIDUHSG0hsL25FRBuJWfKH0eUbZ1EFI9DFGdfS90hc9whFb6L6IroHvpSEUjNAVK9ZHVLXAWEIqrjiOrWubR1mp0cafzHIeq6Q+a4Qyp8F9EV0T30pSKQmgOkthDY3twKCLeSM+WPI8q2TiKKxyGKs6+l7pA57pAK30V0RXQPfakIpOYAqV6yuiWuAkIR1XFEdetc2jrNTo40/uMQdd0hc9whFb6L6IroHvpSEUjNAVJbCGxvbgWEW8mZ8scRZVsnEcXjEMXZ11J3yBx3SIXvIroiuoe+VARSc4BUL1ndElcBoYjqOKK6dS5tnWYnRxr/cYi67pA57pAK30V0RXQPfakIpOYAqS0Etje3AsKt5Ez544iyrZOI4nGI4uxrqTtkjjukwncRXRHdQ18qAqk5QKqXrG6Jq4BQRHUcUd06l7ZOs5Mjjf84RF13yBx3SIXvIroiuoe+VARSc4DUFgLbm1sB4VZypvxxRNnWSUTxOERx9rXUHTLHHVLhu4iuiO6hLxWB1Bwg1UtWt8RVQCiiOo6obp1LW6fZyZHGfxyirjtkjjukwncRXRHdQ18qAqk5QGoLge3NrYBwKzlT/jiibOskongcojj7WuoOmeMOqfBdRFdE99CXikBqDpDqJatb4iogFFEdR1S3zqWt0+zkSOM/DlHXHTLHHVLhu4iuiO6hLxWB1BwgtYXA9uZWQLiVnCl/HFG2dRJRPA5RnH0tdYfMcYdU+C6iK6J76EtFIDUHSPWS1S1xFRCKqI4jqlvn0tZpdnKk8R+HqOsOmeMOqfBdRFdE99CXikBqDpDaQmB7cysg3ErOlD+OKNs6iSgehyjOvpa6Q+a4Qyp8F9EV0T30pSKQmgOkesnqlrgKCEVUxxHVrXNp6zQ7OdL4j0PUdYfMcYdU+C6iK6J76EtFIDUHSG0hsL25FRBuJWfKH0eUbZ1EFI9DFGdfS90hc9whFb6L6IroHvpSEUjNAVK9ZHVLXAWEIqrjiOrWubR1mp0cafzHIeq6Q+a4Qyp8F9EV0T30pSKQmgOkthDY3twKCLeSM+WPI8q2TiKKxyGKs6+l7pA57pAK30V0RXQPfakIpOYAqV6yuiWuAkIR1XFEdetc2jrNTo40/uMQdd0hc9whFb6L6IroHvpSEUjNAVJbCGxvbgWEW8mZ8scRZVsnEcXjEMXZ11J3yBx3SIXvIroiuoe+VARSc4BUL1ndElcBoYjqOKK6dS5tnWYnRxr/cYi67pA57pAK3/8fplfGD6QcQMkAAAAASUVORK5CYII=
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