zouhailin 发表于 2021-4-5 16:38:46

关于辊道机电机功率的计算及扭矩核算

各位大拿,我这有一台辊道机,13个辊子,辊子直径80mm,辊子端头链轮分度圆81.18mm,总长1500mm,载重1500kg,输送速度12m/min。请问大拿们电机功率怎么计算。data:image/png;base64,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data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAiYAAADbCAYAAABZXVqoAAAgAElEQVR4Ae2dTY7jSJK24zxZh5hTxAFmMcf4EHWQRh8gV7WaXW1nkYtGLwKoPkDVahZTlY1CNxIJ8INReqSXJjPSKZERCrkJEMzt192NLrc3nJTi6a///behXpWBrTPw919+2zrk3cerOd/9JaoB7piBHtf/jumchO4tt08GTJ6enupdOag1UGug1kCtgVoDtQbefw0UMClQVsC01kCtgVoDtQZqDdzNGqhbOZMTs2IqA1dnoLfjVkvUf/zHfwxfv36td+VgXAvD//5lqPf2OXh5ebl6X/qIjuOtnI848BpzZeDeMlDApABKzyDNQGqBku1BieW0gMm97fY1nsrAB8lAAZMCJgVM9inMvQOeAiYfpAjUMCsD95aBAiYFTAqYFDDZA0QVMLm33b7GUxn4IBkoYFLApIBJAZMCJrdv2PWMye05rAiVgTEDBUwKmBQwKWBSwOT2grANMHn5NAyfX28fzd4Rnj8Nw8vnbXv5fEU8G8db5MvGtnRZXl+G4fmaJ75fr8zl6zA8P287/8/Pw/C85jp8vnLs80ungEkBkwImBUwKmMzvky3aDYDJ6zB8ehqGp6eVxaFleBvbGICycT59OhZsK5Ivy8U7Hcbnc7xWoGFAYBzDjflqAjefh+HTAgiyok5OWudAPkbfhfjYnqisl0/XAKJToHPj+bj+np7briXrYKv+jyMpYFLApIBJAZMCJuet+drW7cCEQju3ydt3sJf+ch9nYEDBCt2101nwoyBp/NP4G4uadnHyXVFgGcMJHGnANe0jKFo6KQB4vCQXgKKe6ZeGxHyWxnGKAzABHJ4UVzYEHCZTnAbeuv9z9AImBUwKmBQwKWBy3hOvbd0OTChMWuz9aLCxv97n3pwk3Fy0/QCOPOPwY6V4W/9el4QaxVm8zAcgM/5lb6cZKwBNFJP+Z+NQiKO5NYKbqO+TTOI3gRPsNwIm5CAEVse+dFxc67nrbDHV5zTX+UYBkwImBUwKmBQwmd8nW7Q3AhOKzLPry+Ry8jEWj4ZC1FI0XE+rWIpYVJRWnxwc5+5Bwevx9kn01zt90P+VBfA05xPQiUDHyWoYmLcvtmO+/bUTv9Ym183nIvRnzTSsh9BfhcR6igHvCeg+DcMIXBbsR9DMbSF8tL/5dgGTAiYFTAqYFDCZ3ydbtOuAyecXVwBkE9eTkFNBOIKTewMm0V/XY5G38dqDkRGqGA4F/jTPpbm7gk/xnoCDY6GcyFouGzZSaAE7qJQCYCY2R9+JTJ3WtNfMgzFvAEzI6WkOFnvmAecQiB19bnrW6JCrAiYFTAqYFDApYLKmdsS264CJxXiVos1f4qfCEHdy+Iu9oRBdFJok3rVi4mfAw+7jAKoyG+Y/xmqY0zjWY9zwROHG2ykvzzmQmsuTgRUPiExmhX3pes7FXdRtBUyOefPXCRDm52aTsrnJ8j0Plet+29wLmBQwKWBSwKSAyXlnvba1HpicejoWGIptuOEfjQEwp9OG5FkTQMFcYeRWyVKsSE98e4ZlVn88DfFFL5v7SR41KMTuBEVNAUyfrngAV+PQbsnRmAvNg5wAmW7tN3Toe5GSjwwkLAY4GNhtMdaeneSd1p9bl4SzryifbBAaPX592QCezTu95uoTtwuYFDApYFLApIBJvD+ukV4PTPjLdNzIj8UgOw7f+laOnVpwcrFmtpMxr3F0tj7O3LeOxudKrCgex+ypfQtpLIh8bde+RqyF1vXdyo79BMaAoDnwF7htJ9oAmNgcACU2MA98R9Clz50Y6FIQJm1sTX9xyrJu1gVMpsDE/qlb638fXmNrxV/ttQ0wiGTeb8kWfdHpdc3yYTnfoyhXzPonfu078Vhw+auXYpM8hLk1MGkf5dQSQHFjAbq4NcVDrZMfbzt+9ZkCCiCxZ1jsr/eL98sw2F/+p0J5LKaTmNPpXMVRxO8dmISnG3bAYbeb3LeZbpkTQO2GkxKuQwGTaQHLwEFU2NSWtlLvgw75Ep/Zmdz7Ylt0ej2X8mF5LBCxz4lR/a8cdtlZ6p+LSI7PiXEvwIRnSG4CJpwOSWXnVIT52u0Bu1V0VT9HQNP6Y2F24rKmqLYUcbsV1Pw6zrX51s8xf3NfCZ9bL1E/LXPK5lPAJMtMk9yKEQWLAr9EsVeKj8mydmSvtuqL3OgaufZR7QImewGtv/zXUwjiTB7pCpi0bEds5qf6dSw2/i9ZYlE4ouc6VMZpwSkuAW6gdlJxeh0BVTbOk91M42LuwzAoMLG/6MfnGT7Hz2mM+rkJ6nh1HJzAyG0IfnHX8tYKTuaKvnXH/CJQZTq9Xtbmmp2AxvEhU2+nPD4qO7X1WRdO5DQPQZv1ld2uOcXW3B3bjKU1f0H3iHo/MQEMUNCX+AwwqJ+2s7jIoZGP9pXZZX7YF50HKpa/vQr5I8XNwIcCEm3b3AuYsMumlL949WFOD0yODxRSYye3fdLAh6JoRQS/GdMm1cWtm2jsTZEORnaSMBYynbsDJqeHLLF1xZBCGBV+62UEBtlpi3+2Jsq7688XZfr3cnj0RqMxToAe4/XAyI9Tc8w12PA6A0zm8J4OQdsAsQImmpXmthUjCrYv7Es8fkbVNmtjj76F4qN9qJ/q1cbLi58HJeTukQDEnnPxwMPzvu8CJktbEs9TWOGimBmloGnbbkfYyxcz+rBCHx3Now9pdHKQFGPGpEW2FSRFfQN00rnz174VXX+76xhwLKICbIw3AAAYW1UoPTCxPlpAgfQfzXONjPE2g4ICJmvSe++2VuQp2lrw59rYQzNbip324X08H8XSOOhVRoyiy+BjLkeWW19Qi4+fOfFABN4obc1dAZPFndCdhoz2UYEkkOmSH72i0K/+mmxUfCl4C0X3lr+ubUr2tVJABFPUWznIzMhutfhThwiYGNABoK0q9HN5Pw1EGglYEovVzVXjtehcpx1OTOpWzurLd6uDggYt+lHh93qKHHJPoxjeZy3v+zA+i4G8aBtgsVxqMa12DEosLx58eEDi9QVMrtqp5gqkFCKK76mPY6G85ZmPUyz6WQAmFNINju5PXd8CTMbxSJFmfE0nEHN5P43u3CC2B0tni/UtYjaN18JznWTO63udetwCNhn/BuuhnjGZfj0YEEBh97zJkUFV5ts+Dj5KvQ08FFvjaSvFrmgbGNE8WR4LjORgRHPjgccSX8BkuuU3cnMFck6X/AVvX5ttLnQMkYK3AExOpzTuK6eEuYbOAZPwto+McSyMUqQplE3zn8utnwj5sVtHduvr+XxK403X8KvGa4FlHP7kaU2/alvARLPxpm0rRhQnLfBzbeyVYm+yrJ3Zqw++SiM/1Vtbbaq9HpRwDbT4VjsHKUtAxOsLmFy1rSUF0p4tsd/tsFsaeipihXEsvAEwodCdvuXROiAKnhT90BU7AQOh3QrhHDDxpxP+Vs5bARPyyngMoI3X5UaAQtwmIGU53SH/AJO6lbNi0W5jqkWdYk9h9/ycXG2jtsoogibLYmb2Ktd2Fgd50WWwYvksMJKDEXJjoIM3MqPIPCgxXQGTq/YrASb20Of489481Ekh4mFZeUDUQIs+mKoFxn5YbNVf1PSzBEzkl0I3OL4f0+WBiQEye7c8Y/ImwCS7ZUbO7NoEz860rIV7AiaAI9YR/GQexzkDlMn/Bmuh91s5vnhHhd9sIjkyKLHgoZkcvdGsDy/Hh5her/JqFzBREPHW7QImk028hXk9ApEj4LAHXSfPkrhCMAkJMLHf/jh+s2biOzFeYCiyDcBks9s5BkCOJ0LcsrGfkx/ncBwPJxSM/s1PTCQvIdA7fsvJxm/vtQX6HoCJAVyd2wgUk18h5sQGYMJ12YAWMLksXhT/iGqxV73KrR3pVGZtfLxcdRprzt77YFv08vpqTixvb12we+mvgMniBm23Z45AgmJmR+hjYY6e22gAJuZ/NSBhwFKAEaUU26x42R2Hl8siPc77+CNjzN2AmJ2M8NXoU5/Sx2hzBF6jn4An/mKnsK4q9HO5tYGgbzgNoZivvYWWjff0ey6nhBwb5GXDW2m+i3EuWXxyEq1VCcT1ENFSs4DJfOHSIlbtx8tVAZPl2zjXAqkCJnO7L0XoVJR5PmFus5/TcWISnrnPjSTQUfCk6E+sjs+7UHCYS/aXs+n96cHJx3392d/KGfs9jue9Tkw4yfH9T3KiDPmbAWtqTpucnC7h8QTmxGMIpZ8MOGB3LV2Kf9Rn193AHNeTtdI4lAImj1dsC0C1X9MCJgVMGrfKRbOV/12YTR1AQnzk0V+hiW48fp8BJlbw0uJGv0qP/XByMT54K7eILv5jL/bJ7Qu75eKBiXUXnexQyHQ4nFZ4YOBv5Yy8FOmLQj8JOmWw9accJr/mmZHxFpeMZdpbzDGG8Vodc+rnPPEk7yv7sRgGti7++WHwDxFH4GzPOAU6k52A9fEU6+JEi+egMpA7mdCJKWDSXsSq4D9ergqYFDA5bYY3NlYCEysO0Z+Rx2IT/hXqdHY75PQcyobAhBMCio4V66UHaHnWxHw84DCwEQGTKOE3ARMrnoLAJoU+6uxYoLl9ZJdDczo+eJv47SFmvJbr8Vs+ETjVjm8AJhbGrvM4x+MDxr5tubDrOQLRyKZ1nDrmtnYBk8crtgWg2q9pAZMCJm075bLVemASxnTgY2KDjmcx9C/lGWCSnVhYbCtGduJif/2OBZq/cBvAyGRs8g0dK2YnIHIc84n3To6/BZi4UKd/oidY5WxiDxrz8//ur3kr2KeCfPbYvXUaj10DvbZZzzcCkyzsKG+JzXpcAlCzHYXKAibtRawK/uPlqoBJAZNwY7xCuC0w4TbKZCDHgmlF0/STAxeKaVCFrdjrScIYk8IDEDkWw6WTkcl4Asa+ETSO7/i1Wb7GfG/AZARAcwBA8mOnUmNeJgkPJu9EnEBYDl74hpGzObHS3wTYnQyCBj4tICZwT0Xy7aLZ63bsPzzdS4M3KQqYPF6xLQDVfk0LmBQwadooG4zeAJhwKuH+wh8HJ0XKiqgVw7EgynMAHpxw+2WrXy4lSZO//I/Ax/eNrafhiYmALk54bG7cgiGGzSd6xiHAaiOqO/04HQECOt7aUfB2bGs/YzuwAaDZ6Ye/vRV0NX57yXyaC71c85WYKep+lJ1u47WM+Xhdmseb9nqhKGDSXsSq4D9ergqYFDC52BSvFLwNMLFjkqwI8YzCqSBKsTTwEb2s0O/xOhU4xpD07/segYk/ARBgYvYaOyqKqg9PnnynLfzxlpf94N1420se9ozyfZL5uSz0ZWNvviQbApMxZ8c5tYCocRrH67JZjs+5KWDyeMW2AFT7NS1gUsDkvBve1toOmFjhay4Otw16d28reOOv1+pzJzO92imGnfhMXvYMzIsr2HZi4m9niZOdnlz4iP4hmnyduBnJuFkff9DP8njVLbzjNdhhrRYwaS9iVfAfL1cFTAqYuM36anYjYHJ1/+VYGXiYDBQwebxiWwCq/ZoWMClgstVmXsBkq0xWnO4zUMCkvYhVwX+8XBUwKWCyVREoYLJVJitO9xkoYPJ4xbYAVPs1LWBSwGSrIlDAZKtMVpzuM1DApL2IVcF/vFwVMClgslURGIGJbaj1rhzUGqg1sHYNWDGqd+WANWD/bK7e++Rg7WfzI9vXiclWEK/iTDJgH4reXj3O2QpSnX483unHNdfU1sK1/z23/OZPW+q/C/dWTWq+u2SgxyLd45wLmBQoAcQUMJkHF7eArwImu5SpCtpbBnos0j3OuYBJAZMCJvsBEsBMAZPeKmjNd5cM9Fike5xzAZMCJgVMCphsXUTqGZOtM1rxxgz0WKR7nHMBkwImBUwKmGxd9t4ZmHwbfvz5z+HH375vPa9pvK//Hp6//Hv4/HUqvpV7/cefw3M69u/Dj1/eYG63TmIn/x6LdI9zLmBSwKSASQGTrcvIDsDk2wgCmv4Tytd/Dz/89M/hx40Bg0/S6z/+OTz99PssiHhdPYbvw48//z48peM/6n/+d/v/t/MD/8B8j0W6xzkXMClgUsCkgMnWpWoemIwnDX8Oz19WvH8+gIAf/tFwCvLbn8PT3oV7BD+/D08//zOfxwgwfh+axswVOMZ9Pn0r9vvw6k5PPn9ZGZPYD0B7LNI9zrmASQGTAiYFTLYuWfPA5JreDGz89Ofg/9duFCou3N+Hz799O5t/TQDO1+9NJxFjH3Yb5wQgzqEPrW/D808GXNbd6rG4U1B1eUISz8/3/5h8j0W6xzkXMClgUsCkgMnWVewdgckBEPzgT2M4vfhyACd2G+bC5sufww9m9/MCAPrN7A63Ul5/+3cIlkaAkd6OydJ9GPv5tGQYhuC2VAGTLH+PKS9gMi3SBlpuAS5L/pE+kmnhZDyRXSQz30geyeinV2o54eutRbcFK/V14VtrRuuJidkdwccwc0tnfD4EOxnbYtE3oDC5TXR4GFVPcs7PnkjghuboN4k9DNEcLsdop0HJCVBDvx/JpMci3eOcrRjNFeKWAo4NlHieRw6N9JEss/e2ns/8TJ7Z4tMjtZwUINkWkJDPAiaT6vd9+PyPb023TE5uTcDEbnvIacfWwORr8gDuCFb+HD7bbaDFB2JPM3KN462fn6bPjxzAyvQ5Fk51Ts/ocBrU8vyN6/WjsT0W6R7nbMVoryKcFX/kShkDMnil6KDo4JWaTnnakZw4vVPLEYW0aA5Q/vJfTwNvzRMyoyq3dgGTSQU83m5ZU0hbgMlv9jVb6WhLYPL138OPM+N9Hcc3920aGVfQBID8MHmOxoDW5beLLk9MgoAPKuqxSPc4ZytGWpAp4EtUfaJ25o8teuNpZ1Rt8PcU3yW5t/O89++Jt1z4glr8FKB40AEPJV+eL2AyKZRHYPLz2m/lyGnIJJ4xh1OYiXhLYDIJrMz34fOXfw4/2EmHPaMyPvC69ndGvg3PdtIzPk8iczT+mttNOrwHa/dYpHucsxWjueK7VLjRe2oxkWVt9NDMTuXYzlGz5x3ZoYNiA98rtTxQWItOAQn58IADHprZFTCZFMjgIc+JPmBaTky82wUw+XY69RhPKG4o+q92W8e+wmxfFx5vS30bfvzybXj9egYq9hsnfJ34x9++jd8Ksm8G2fMg+nssBmzG31xxwMR+aC36LZY6MfEX+rH5Aibngk5xbi3akZ3KojYyqPWZtb1OeXyURnqVWbve0xxY/iisRWNgonlRMKJts/F8AZNJ7bgCmAzTYj4JNwyDfTvm9MwF38gZf/vk/HzG+GzG8RmOtcBkBBz/sD4O3+YxoKHgwk5sxh9GG08+DqN7/c3Ayj8P3/QxkDKeqjg/u/3ELaIJMDmDKD/XGJj08QBsj0W6xzlbMZor0BT7a2zUV9vEQrZEvf1aPoqfxUDeI7U8aeGtdg5OPPBY4guYTKrrNcBkEqCNuTgxObutASb2A2cGTOZfB2By+WNqh99PmYIYIh1OWeAOXw0+3sqJgNYRcF08/GryTh6A7bFI9zhnK0ZahKMiHsnmfNDhZ7y2vV51S230Sn08eCi2xtNWil3v1HJSYCQHI+TGgxCTe5nnC5icqq813gaYZODDRpDp4tMIBm/PseTPxfB8yeTk5ggY7CvMMTghNr9ZIs+YiEqb82NUy8dr91ike5yzFaO5gkwBz2y8XvmlNnqo9ZG1vU55fJTqeFWubbWp9iH3FN+iMUDxgIM8ebnnC5hMauTbABMr4PZjadE/87sOmBwmEQOM7MRkMvF5ZnIrJzctYJLn5hE1BUymzxxo8c8Ktxb6qI0fOniNrbqsrfbEUNs5vdppO4uDvDdquaHQFs2BiYEOfZOrSIaugMmkYtwITH77d/hQ6KSL8VTm8FCpgZAfvkz/6d0twOTQjwciytvJyrqfoh9jFjCZXsKA67FI9zhnK0ZzBTgq5HP26Lyf580O2RL1MSN7jYc9FPvMRvX49EgtDxTSojEwuTYvBUwmRWZ/YDICD/kV1fH0xH4j5Pjffm8FJqP/+CAtt2gUmNhkjecbO5PJ50wBkzw3R02PRbrHOVsxoghToFspfp7ib3LaRjM7bDI9cuygmdz31WLvfYjdE7UcXFt4y28eyBQwmZSc24CJgYLJD6lNYhsTxT/I+Ad5B+By/sYOz4XYg6WXD7C6DsavLvsxeGBiPgfZk/3PnJafjC9g4hJ9yfZYpHuccxXky9tXPYERnWsBk3lwcQv4KmAyqTERcJgYzDIGKubAwwg6gt8oGf/vzPEf62U2i89v2D/wC/85XwRMbBqAkwbAU8Bk9rqbssci3eOcC5gUMAGcFDApYLJYGBoNFv678LGIt3xTxXdoP2w2/ibI5U+1j6byn3+963iSwn8Ftv9pE4CXOWBiPzv/g/xOyfDVfmvk+INpI6hIwMdRx2nN5biOkqYfkcsAUBr1oRQ9Fuke51zApIBJAZP9AAmnLHVi4srjeGJx/NGx8RdSV7btp9ovvh3z1X4AbfqQq+v2xI5f+w1ur5ic51BOxuPXi+2H0II+7afwv/xz/PE0m0d2iyk7odE+Dic6S18XPp7ABKBqEutBmR6LdI9zLmBSwKSASQGTrcvYwonJ1t0dfvm16TmOa7q2/xp8fGg2czdwcvoF18RoKcZgP6oWgh8N+H38NdnnAFSp1aO2eyzSPc65gEkBkwImBUy2rmNvDky2nkDFu88M9Fike5xzAZMCJgVMCphsXYUKmGyd0Yo3ZqDHIt3jnAuYFDApYFLAZOuyNwIT21zqXTnYeg3YA1u9vQ2c9PTees1UvI+9D/X2eX/L+fa0r4zABMRbtP762WoNWIHhifJeqG1Svb3sOm+1ZirOx95/bC38z//9rd475KC3vaWAydePvRnc62ZewKQPiFLApPYP9qACJvuBsgImVajrL8AN1kABkwImFKyifYCXAiYFTLba9erEZIMiXBvv5cZbwGSrj+h9x7HrXOv/cv33mJMCJgVMttqtCpgUMNmlsBQw2eojet9xCpgUKAGEFTApYLLVbhUCE1tg0YaTyVmYnmIPVT2yJao+1f44m6Bd114eemWevd0Htk3IrjOfSz7L8NBMPqdf8sG36P3sCXbN6uHXfcBJb3tLCEzsw+43Bs/rhoAuomqnbWyRLfHYZdT7Z3Zr5HvEXNP/R7a13FGwe6G9bR4emNh65TPTQlnf2MJrHJVV+35ASHQt7DoWMClgssWpyQUwYZNYorowsV2SLek1jrbVL2pntsgjGsWJZPhGupLlG6Xl7d4AyV/+62kyJuP9mzGrHJnRTG66Aibxelj6DEV6L/N8ffbiXL9nXuwa9QpMnv7zqXnuZsubfMErRWe0t70lBSbZAo82CGQt1OK22KlNNhbk2MIrVZ221WaufY3PXLxedJY3Lejv3QZQ6DhMpjxtL4eHZna9bR7RiQnrm89NRrEzik0mi/RqW+37ACl2nbSY9tIGTLTM12zVDh6qOm33trdsCkx0g1jaTLx+idfY2vZ+qrM2eqjXt/C3+LbEf0QbyxkF/F7oErBgnJldJsevt83DAxM+J0ptbcP7Nuse/RzFtuh9gJDoOtj102LaU3sJWJALbwcPxc7T3vaWTYHJ3MZiOl3MS7bo1SdqL9mhNzrnP2eHLvIvWbxRWs4o2PdCI2BhMt6MM7IzXSbHr7fNwwMT+yzwWYGqzLf57Kitl5kOWdH4s3YvebFr5QtqL/wSsIjyoD7W1re3721vSYEJm0VG9cPgbVRnbfQq97IlXn217f1UZ230UNWrTNtqozG8vPh8o7R8UrDvhS4BC/RQxg0P9XL43jaPFmDC58pT/eygW5Kpvtr5Z++9cmPX0RfUXngFGS1z9vZLfG97ywUwuWZRs7FALUbWJj76JYp9RvFv0Ue2yIy2xMhsSj7dKC2fFOx7oR5Y+HGhh6KHh3o5fG+bxxww4fOgn6/sM4YNPkYjmeqrPf283UM+7Jq1FOVHtPHAYm6OLbbepre9ZRGY+A3C87qJqC5rZx8gtc9sMvmcr+q0rePO4rbazPn3qrNcU7DvhS4BC/RQxg0P9XL43jaPJWDC581T/5lAr583lXn74u8PlHDt5gryI+s8kMjmmtl5ued721sugAkbApQFZzwbgupUjzyj+F/ro/7apj+VLfWBLb5Q5NBMjr5ovEla3ijY90ANVPDW8SCLQAe6Fnuz6W3zmAMm+rnJ2nx20ENNru2Ix7do/Pl7j7zYNcsK8iPLDUTw1nl6cGE67JTiE8nQ9ba3NAETFjmbBdTk2m7hieWpj+P1S/w1/t5niV8aQ+nPm6TlUgt6D+3eNo85YKKfBf+5Up210RtFhyzjkRc9f+beOxd2zSikRbf9obXe9pYJMMk2A+TQ7AOQ6b0cvpVm/W0h92PYImbFOBSbHsCIzrG3zcMDE/9ZWuL5nGAHD0WuFF3R+wEkXAu7TgVItgUk5LO3vWUCTFhgRe/vQ//RroltUlq0e2j3tnl4YPLR1miNd9t9roDJPqDEwElve0sBk/rvwqfj8y036gImVrYf/2XXect1U7G2BQtvmc8CJgVMttrxCpgUMNmlsBQw2eojet9xCph8XCCxNWgpYFLAZKvdagQmtqDqXTnYeg3Y8WNv7x5uWekct14zFe9j70O9fd7fcr5//+W3oZd3nZjUicluJyY8uNULtU1Ki3YPbQMSW//lXfE+5imMrYUe1vx7zHHcW7Y6jvgAcQqYFDDZpbDYJtULIGGeBUw+ZkEtILTNdStg8pfdgFkBkyrUuxTq3ja/Aib7bVLv8Rdb1qdd597Wds03BjIFTPb7zBcwKWBSG+0Ga6CAyX6bVAYS3kNewCQu0j2ClwIm+33mC5hsUJR6/FDWnKcbdAGT/Tap9wAgWZ8FTKbrvud9oIDJfp/5AibyE9H6IbNFF21CXr7EW0xvQz+ZHH1Er/GJ4pRs2w3WrgvPXvRCx83jf/fbnDJw8J5yu87+s6OfSdoR9X638MRvibHGtiVe2Rz2Dsvre67FR+67gEkAHPggQ/0H0cHYcvcAACAASURBVMvhod7eeHQtFP8WW2zwmaNrbLM4a2Kssc36+yhym2svgIR5FjA5Fyi7/rZWozU/J0PnqV/3Xj/Hqy92OjZkULWvdvsfLJa/RwYH7zm3roEJH8yI8gFFB78lXYqtem3bGDy/NK619lG8a2Jc4xP1fe8ymycF+57p3H/0jMY9Z/8IwMT/l2XbjPkvy5HOrjNrkbXdSvHLKHEyvcpbbOds5nTaT7VzoGI5fM/i/VH6zj5Pmdzm1TUwsQ+dfkBpZ9R/SDM75N5e+8PGU/Xxujle/aI2vpGuVXZNjGt8WsdzT3Y2z6iw35PMQIaOx/Oqs7bXe/6jAxM2Rt3gPRjxvF1nXXd+fXvebCOZxlhrQ7yIEhddFFt12BfNAUiWG8ujrp1qX97W9Z8feCg583zXwIQPKDRbgCrH1mgkVxlt9aFtuqzt/bxtxOMTUe0n0rfIbolxi2/L2O7BxuboC/u98R5YeN6P1+s9/9GBiW2KfkNc4u06s95Y11CT044ofp5i6+Wen7PLdF4OD/V9FN8OUCyHFNail6Bk7vO19DkrYDLz8/R8SP2H2PNmF8nwV73aZW38Ij0yKLZzdM4WndIoFnrVIVOqetro4R+R2hx9Yb833gMLz8+NN7J9RGCiBcZvnqaz68z6ZV0rRbeG4r/kg90c1RhqZ3J4bDyPvGgbOLH86Xqpdg5O7LOknydtW9483zUw4QPIB3SJrrW3eGt9sDfKeFR2TXsuDjpPtR90KrN2Jr/Wzvt9JN5yMVfY70HnwYXnszFmdo8MTPxGSdGx6+zXpX4OsjY+6FspfkbxURltr4P3FHsoeviibaDE8mS5Y10UzUGJ5obPFRSd5wuYyAeeD2lG+dCih2eRmlxl2vY+8FC1pY1uiWKfUfwjPTpP1RadymijM4rMU2y8/JF4m2NW2O9F7gGG56Nxztk8KjDxmySbp9FonbO+l2i23vHL9Mixm6PYQrE1nran2BZtByXkU9dGtS/Bif8swUPJmee7Bib+A7rE88HFzvNejp5FbHptYw9Ve7XzbewyP/RKM1vknuKLHD6jmV0mz+J8VLnNMyrs9yTzIMPzfqxL+kcEJn6DZOOE2nVmjbK2oSaP2uqDr1L1Ublvz9llukgeyXxfxS+DFMsj66LoJSixnPjPEzyUvHm+a2DCh48P6hL19sbjE+mQqZ3aZ238VK8xfBv7OepjYYvcU6+HV+p9jFe9tbHx8kfjbZ6+sN8jb2CDt44vAiHYKVWfjw5MbDPkrRskMig6o0trXNe7tufW+1o77CPq+8FG5ZFM9dVeBiWWI8ujro1q5+Ak+iwhM+pzV8BEiicfWCgf0Iz38syeRWz22GSyJT19+ljql7XxzfRevtZ+a38f7555y5UW7R7aHx2Y+M2whY8+d/o5oR3RbP1im+mRz9llukgeyeijaBsosTxZHlvWTNnEgGUuLwVMFoAJH2KjLEaVLbVv9Yn8M5nJ6/0+ObB10AMY0TkWMDmsNfYA/VzyOURnFBlUdZEeO6Pedo6/xk99qt22h9g1mCuupVsPSMhZAZMq5hcbZm1MbRuT5sk2KS3aPbQLmKxfJ7pmqv2x81fA5HrgAQDJaAGTAiYFTDZYAwVM9tukss3rPeR2nQtQfGxAsdX1K2Cy32e+gMkGRWmrhV5xPu6GV8Bkv03qPQBI1mcBk4/7Gd16fy1gst9nvktgYguq3pWDrdeAfZh6e2cF/FHlW6+Zivex96HePu9vOd+///Lb0Mv76a///behXpWBrTNgH6DeXj3O2YDE1n95V7yPeQpTa2G/62YAqKdXAZOervYbzrXHIt3jnKsY7VeMPhpAq7Ww31ooYPKGxau6etwM9Fike5xzFaP9ilEBk8ota6CAyePWyprZG2agxyLd45wLmFTxpHjWWthvLRQwecPiVV09bgZ6LNI9zrmK0X7FiIL/UWithf3WQgGTK2rl5y9fh+dfvw+vV/ieXP741/Dp5z+Hl1+/n0Rv3dhkHjboP/41PH/51/D5j7eewbr+Xn/5Onz68m3mun0fXr5cd016LNI9zrmK0X7F6KMAEsZZa2G/tVDAZF1tG60/f/l9ePryr5kC1xDUgMlPX4eXi2KeAZ7vw+uFbUM/MybjPH6+cR7H+Fb0n8L5zAxAVX/8awRpi2DvahD0bXj+6ffh0y8OCP4hQGXumizkvsci3eOcqxjtV4wo+B+F1lrYby0UMNHi2Ng+AJNvjdaJWVYEj/LnL38Ok/fPv99Y+C8BzybzOE3vUPiffz0JXOP78onKr38eTpHmQMCYn9+HvB/X7ZEFOE1y+sXA1O/D0wjOvg8vP/8+9j+1+XN4bsh9j0W6xzlXMdqvGH0UQMI4ay3stxYKmMR1bFY6X9AvAUAczAp5dGISy8fCOndK88e38TbERVE9ApxPVoB/+nP4LIOZn4cYDsPw+qvdrnFgyfGffv6a2nw6FvclQDGOyY1zMpIM0E2MPDPNqeXy2Z+cGChSGSCp8VZbj0W6xzlXMdqvGFHwPwqttbDfWihg4msY/K9/Dk8/x4V4LLJJET7oWm6PuGL5B7cYpnKGcwAmC6c0pxiH5z4+zRX4YRjWABMbR34r6XjaoIWdga+ldqtm7vbSFcDk8CyNDsRyrKcu34bnL5e5PZyyTMGcRtF2j0W6xzn7YmQ8Mm1TXCOZ6SJ5JCOOp3vZ+n6Kz4uvXYPKT56fW3JTwESri7YNmCSFPS/oxwIdFDkLPT11+DrYKcan8dThcEvh8Bf7DcBExz8W8PmiGs8jf5bl9Y/4NGgs4D//eb5V4+3G50IuC78Ot7m9Fpj8+ufl6cjwffj8y/nZEptX/Po+fK4Tkzg1wzD+XHSqfFCFL0YeICzxbNbezuSRzNtjM0fx8TEzH7WvdnuhtXxWvtrztSZXBUyyDfQWYNJycjDGX3srZ0VxD4DJ6y/TE6DD6c5UNvs8xRjTwJSMY7zloSdEB3Bmp02H20Zn/vJB3yz5M/I1wMRub8m1MCB2AIJuzu6W1HjLym49neYwM56jqsfTgx7n7IuRL/Zsvl6OX6ucOBklTqY3+ZzNnG4uZunOhdhy+Jb5+Pb/ngZ9+77RefkSn/khhy7F2VJfwCSrOTsDk8NtgrcFJn6qY6GWwm36xVtGAgxeDZTYcy92QnJ8222TsaAfH2A1/pOcTvgxeP516YRC+p/6Hk5BprIpF58QTW3g1tiaT49Fusc5azFaKu6Z3suXeDZ87OaotzUe+0iHrOgZcLTmwvLaanurnQcHGW/yNX0Rx/shJ5bnke9FC5hQiTzdFZgcTxHsOYeLov1Wt3IOY/APoy4CE3s25dfDbRBu4dgc7JaHncgcvuFySObnX5Z+28TAhJ5e6C2tw2+KXD5we7Txpxzjw7XB14Hluh7Gmz+gq32Np0l6MiRxomaPRbrHOWsxouC3UN3AI3vVWxsblUcy9JnOy+Gh+Bf92MDErt+14CHy8zLP771eCphEVcZkx1st0dH/7MOv0W9lXPRxePhy/N2PX7+NX0c9//DX+wKTtScFp6ld3NI5aRYa8nzHeBrCLSBzEx1R0hMTDHLaArrwXpuHHot0j3O2gq6bsi/w8BE1Py9XmcaN2t434tVP9VE/6NWn2u0AxfL3lvkCHEB935nc23k+80MO9X578gVMqESe7nliYrF/todfj7dy/jgClfEv9LcCJnE/VpAnX5v1eTF+fHbjX+evHo+3dHiY1L62fGzzFebFk5NjJxfAJOj8VmCSfJtKT0usXScmQe6dqIDJGWiwSftin/HIlWYxluSmJ463RQ5FD83k6IvmQMVy91b58eDA8zaOSNYyvsjPyzzfEvcWmwImbrM9sbsBE26hOGBwLO7D4OTHAa35a390WSryiX4WmIxAQ58ZOd6KmTynYrd07HbL+fmZ8VmU8RtI8tDsKdHSSMYkFuPP358A3USxzKzJYZ2YLOezd2BCUY8omzI6eKjKaSvFTqnqs7baWxs7bSODep/iczCiubH8Kb9n2wMDz1vfkaxlTJGfl3m+Je4tNgVMsv13L2BixXf8nY4YgNj/nYkK75qiOk4pKvJ/nH99NY53AE2XJyb2vMfhl2ftfwTxGov3+MNtXwf7cTV7EHZ8/uSP4zM0+ozGeEqk394hitBozKIem0l+vFnEj3OuE5MoNVfJegcmtvH64g4fUd2oI73J1Ma38fFy4zNdJI9kUcySzQMUy+Nb5cgDA8/bOCJZy/giPy/zfEvcW2wKmGRb8k7A5PxjXwkwSfqNgUQ2+PMPrL38yi/C2oOogApObbx/Jj/Ee/E/Ny9AB0DFw7T2my36K7PWU/4Dbcdx7AxMzqcgCQCT3H+2X4cVEOYz5fkei3SPc/bFyBf5Vl7ttM1mPidDF1H8odjAG41kqq/2PCAhP5ZH2m9BAQdQ7RMZNNKpjDb2UORGkUFVt3e7gImvMPBjkbJTAP3WyKF99cOvkx8ai4FJBkAyOcM90O/D6xGIjD9Bb6cD0X9BlgLs/e3/xQAuproFrgVU2A+bzRX7IMYFmLnhxOQ8g2Vgcra11sK46+vC03Q9MOeLEUU+orZ5I/cbucq1jV2rbM4+6z+KTZyibaCE3Fa+2vO1JlcFTLJNNC3ecz/lbgXv63A4Wbj8BVX7auz5FCECJvmJhQcmr/ZAqYx91I+3VexHxOa+ppv3cXi+5RKY+B9m8w+KHvjDcyURkDvZL32l1wET6/fiR9lWABMDaXZr6fJtt8vsIV+nOz4b4+cwAtGFb1v1eHrQ45ytqOsGS5GHooNXis4ocmTwni7pvb3x+Gg/kZ3K1KfabcXW57ry1pa3ljwVMJHiPmnaP62bPNR51p5vCZxlF60//nUEKEfNH9/OP9luoqjAusKsMZeAidku/27Iwg+oRWM6DuJVBxO1Z8YemYeyU4zvw/mWl7OcGaOzHE86wp/Rz2LMgNHL2FNJj0W6xzlXMdqu+LQUqHu2qbWw31ooYDKtL01cKzDJgM3YSVAc02Ic/CJreJqwMPrx2zEb/4O8U5cnUHGSrG8cczL7Vd0gb+s6OpwYPemDuQQoYEImmmgBk/025nsuyDW2w3UvYLLf+i9g0rQFT41agcnkf8pMQ1yemJy+LuwND/x4YnICFcfieuJjH5UakDn/iJtpjg/F2i0h+yVXe5DVvnmzIqbGP5wA6a2qibaJOd+OmolzEzBZmGMBk6brhFEBk/025ir+95/bAib7XaMCJuyyK+gBmMx/9dWAwJP95Hz2sOdYYI/Pc0weik0GYsDl+AyJxbX35dd6I9/jT7sn43i1H3c7PvvRHjPo54aifo4WPXdz1o6tK4HJ+J+d7WHgi38BIPFvmEOPRbrHOVcx2q8YfTQwVmthv7VQwETqUnPzCCoACCmd+++0BkZMbycVCWhoHk9iaMX4Za4Qn/zsBMaKNl8nPinaG1bUrz1tae9lPGk65K3NaQQkX/4cXqJvJ/kQk1+w9cp5vsci3eOcqxjtV4wKmFRuWQMFTObrTWkrA00Z6LFI9zjnAiZVPCmetRb2WwsFTJrKThlVBuYz0GOR7nHOVYz2K0YU/I9Cay3stxa6BCZPT09DvSsHtQZuXwMGTnp6WzGqd+WANWAFtN7b54D89kKf/vrff5v/07e0lYErMmAgp7dXj3O2jfKj/EVf49zvL3rLra2F//m/v9V7hxz09jkrYNJb9Xyj+fZYpHucc28bZoGbHNwUMNkPlPX2OWsGJms33Tn7SBfJbq2he8S8dUy9+PeY+x7nvGbDNFt981d2FAO7OSDQYuP9I59I5v3gW2wzm63kjOXeqM2vTkz2ASeW23u73nuOZwJMdGO19tybAqs2yIxqLJVnusheY6P3MuS+j6yfyC6TzcWOfNbaRzEeRdZjLnqc85oNc6kwo5+juhliZzLaStWWNnrPe7nXt/Jm1xqLmOqD7xxVv3tq25gLmBQw2WJNToCJFUXdXLVNwYxk6JRGdibTN/bYQr3ceHTQyAYZ1Nsib6GRr8mQ04YnpueR90a3zEMUy2S8NbfIIh+zy+QaAztioYNXig4f5XtoWzFiI5orppEOv4hiH+mQqU3W9rbYKfU28EaxQ9bKYzdHiZlRfDP9vcltvFsBk6f/fBr8m9gqR7ZE8VE7ZEZVTtvL5+zR4WsUWWuczN5iWW7v7XrvOZ4LYMJmqhu4tls2YN24aUdxo1jaV9RWmfenryXKWOao7wdblWs70iPrkUa5uSYPFsfHyvhMTr9RLHRKszherj7WXtJ7+0fg/YZJMfVy28TQZRsa+ozil+lNPtcPfmqDzFPfVyuvsfHJZKqn7cfheezukdpYtTDf0vbFnFhe7nnslKoNbSh2Ea8ybZuP8lFbZWq/Vs74LLf3eM33GlMKTNg0dbPVNhuxyfS95Ict/tgrpR9P8SEGVH21jf+STPXWjvyw0T4zu0xOjB7oljlYioUeSn4j3suwnaP4QDPbJX3m95Hl0Ybpi6nndTPzOuIhN1ttR77eJrJHBtU4c23slygxvJ2Xwyv1PsabHrlvq+89tW28FNJbqS/gxPNyz2MHzfReHvEq07bFhofSX0axg2IHD/VyeNbEPV3vPccyASZ+Y/W8baDXyPDxNIvHRt1ijw0+SiNdJFMfa8/ZmA49dI2/t31UPsvNNfPNYpl8Tqd9YQdVXdb28eGh3m9NbO/7Uflow9SCqpsXcig6eKjJs3bmc629+vl+6Uupt1ed+mO3RPH3dhrLt/G5N2pzoJDeSq1Q65t4WsDRo4so9pEtMmzwh4eqHB+VWdvLVa9xfFt59aENtdxyvf1agdd1gmzJj5j3RifAxDZHNlc234yykWIPD1U5bR9L+5vzUztiRfbIoN5W42AT0cgPO3RGaaODZnL0PdAtc7AUy+vneK9ruRb4QPFZ4rF7ZKobH5ubbopz7WvtzS+LqzriK838vFx9tI2dyrSNPqJq59uRfSTzfvfE23gppLdSX7CVtzY8NOtPbc0Geyh+8FC19W3lzT7zIbba08YHiq3nkVtu9Vrr2lC5tdFlbfRQ738P/AUw8Zsomy/U9FFbZZkNsdWWtlHaLXbYe5/IF5nRzL7VBn/6Vz/a2MD3SLfMwVIs1WubvJvMv9G10Cim+Xm551tif3Qb29z8RsaGN0fVBztk8FDkUORQk2dtfKDYLVEf0/vDt9hlfc3F8D5qe69tGzOFdGuaFexMTv9eDw/1dib3b7OZsydGZIfO+0fyzMZsLbd63VkfKqOtuqiNDIrfPdFZYKIbLW3o0sa8ZIfeKG2/SaucNhRbz18rxw/aEjeyiWTE7IlumQcfK+O9PMr3NTb4QIm7xGP3yNQ2N93Q2OyWaORjssxP7Wljq36+7W3xWaJLcYi7ZGf9qO2Sver9GH2ce+NtvBTcW6kv0vBQi6/trD9vAw/Fz/M+vtfDQ32cFrnaaJtYSv06Ym1Ea0B1URsZNIrx3rILYMJma5Q2G2vEYwc128gOudohIz4Uf2zhI3vVeX94pZG96mlHdibjbXaZDTF6plFurskH+fbxIrnKaGufyIzy0jYyo5HtnBydxuihbZsbmxgbXSvN/ExODN/Gx8sje5Xhh2yJ+vjeH97b+biqV536RzYq823vey+8zU+L6a1tK9a8NVYkM31W3LH3+kxOLPT0Dd8aZ8meuL4//FRvueU66zpS+ZLe+8Hjd090AkzYpDPauvniz8Y8x3ud9jGna4mNjdIopuq1vcbW/Nbaa1+P1u4xFz3OeW5j1I2OTVApemTwRiOZ6tXG28JD1Q+Zp9ggj+Kjyygx1DeSmb/Kl+y97b3yNi8tptXe7sfWojWTrQPWZ6b/CPIJMPHF0TbaaLONZPiqrtUfO6UWT2PBq4220TMOpd5OddXeJwP+2u3Ty31F7XHOfsOMNkUvU552K9VNVX1Ubu1Mp3Jtz/n42J4njsojGXqvg2+lxLk3auMvMLIdGNFcWm5brrdfQy0+92gzAhMt3NU+366pXFQu1q6Bv//y29DT22+ExU//H1Bv+Xh5eRnqvX0OeltHsycm9/X3aI3mI2XACnpvrx7nbBvmPf7FVWPK/wvwXrmxtVCvfTJgf+z09Cpg0tPVfsO59like5xzAZO3BwB7AYtb4xYw2W+DLWAS5HbNhrvGNuiqRA+SgR7XQY9zngMmppvTayFcY2t+mf1Wch1btdvAl+W+XvtkoIBJkNdswzV56zsIeyHy/RD7wnBB4OMsmJd6hwz0eA16nLMVo6xwZyAhsldb2kq9D7pWudnh00J93OKXwYnltV77ZKBrYAIQUGppbt1wW+2iS5f5RnJknmpcdCqr9ttlIMu/yXm3jAZbHy+TE9PbmzyTEQtfbNfI8dEYPbStGFG0Wwq+2uNnFN+5NvbYtlB8MkqMTF/yZUBCjiyXvb6ivYVceB37ipdn9ibvGphEidEkatvb+iTDQ7HPaGYXyZF5qrHRqazab5eBKP9e5nk/Oq+Hh2If8a0yYhjFB4oOHurlGY/8kakVIy1Ma3jzAxhEVPX0AcUefs5WbdSOGJ56++LbwInlsceX7Qt+byAPXuftIt7LLFYBE9mgNbm0jfrEGe/fkZ3G0LaPt6TD3lP1szZ6Ly9+/wxEufcyzy+NCnso9hHvZWbrZRmfyekP2mqH/SNSK0YUbgp8K4+dUfXN2tijh3o5vFJslZoe3rfVt9oFTJY+u34vwN7kmc5svC6zL2CSJItER8ls1amdtv3FiXR6wbD3VP2sjd7Li98/A1Huvczz2ajMLrP1cnioxvQy5a0d8SojlrdVOe1eqBV2CjdFfoliD83sTY8OW5WhW6L4ejuN5dv4FG0DJeSvl3Xv55ntE2aX6bwcHqp9KDAxPTZRW2X0jww/jX2P7fDrwn7wrTx2ni5NHPvIDh0UG+N5I/PU+3h98ftlIMq9l3l+aTTefo73OoudyZB7yniQw0O93PPYPTK1Yk/xpvC38t4OfyjFTvtQGXZKiRlRtZtrR74lWwYoltNeX/6zr7y2fX7QQU2vbewVmGAT2amMdkaJfY/0ZmCik7a2vkng0sSJEdkRz+vwgXq98XO6yL5k22Ugyr2XeX6pd7XXNn4m8290RiOfSO/tPI+Pl3seu0emVowo2hT7Vt7s8IGqzLeJC418kEGxjWJhA1Xbai8DEZ8jy2OvL//ZN96/o9zg522R4xMBE3RK1Y92RtXv3topMLHJ8PaDZqJebvycLrJHlvkhh3p7L/d6+KJvm4HouniZ5/0IvR4e6u2Vj2y8TPmsbTHRQelnicfukakVIwoUBX6JYq8UH5NlbbVXO7PPdCqP4iKDqn2114ETy2GvL78XaB5Up22z8Xwm6xqYWJJ8ojyvicO+heqFitpZPyqP2irTuJlcbaq9Xway/Juct/a+xh5/pT4WOuTwRvWFXGXWRp7Zezk+Ps6j81aMKOC+uHs+szO52kbttTKzpz8oMaBz/eJTtB2cWF57fGV7heUi0kUy8pbpFJhkNnP9oVNKn/dIwxMTBmoJiF6Z3GzndFEsld3iu0ccjVntdRnY6lqu6/V9rXuccwQAKOYKAJAZjeTIoNjDQ5G3xFHbJXtvW3w7ICFXdo3qtU8GFJjM9fAoe1AKTKIJmiySa6KW9Gpb7cfNQI/roMc5WzGiMEUUQBFRtVe9yq2d6ZB7e/VBh20rxa9oO0Cx3NZrnwy0ABPbf3jvM4q3izoCEyZT9HxhKxeVi2vWgG0gPb2tGFXxbi/ej5wrWws9rf2a6357XXpi8nbYqHp6xAxYUe/t1eOcC5gUKAFs1YnJfjuegaCeXgVMerrabzjXHot0j3MuYFLApIDJ/htrAZNjjv0mCw/1l8LLPY/9VnLiFb3PDGTX+T5Hu82oepzzGmBitvq2ggZPcYNmcvRzvmpDO4uXyef8lnzw7Y1aXuq1Twa6Bya2ufq3pVo3Xdrebo7ncuELD22VZ30QZ45mfcz5RLqt4kSxH0XWY456nLMVo9YCnBV05C1U+8LeZLSVqm1mo/baxhcZvMZRWbUP1+BR9q97m0f3wIQL4jdZz2MH9XrPm53JeHseuffzcq+n/yUa+RHbj2UpFvYtdr3aRPkmb5r3pfxgG8WLZPSRxfU+UXyV0SYuPFT7MVlvLyvcFGWKeCvFL6LEiHTI1CZrY5tR9YtsIr2XeT6K04PM8vCeLz6T2ecwk/sxZ3Eyufmji2JFssgemVH/6hqYaGKW2po4Ejnngz228EYjmcpVr22NsdTO/FSu7WvjLfn1oo9y6WWe97nxeuWtrTy+mdz0Xuf94aHEhGbyVj12j0StGGnRpUh7udmgU3tto88otpne5Fv2k8Wi/0zPOHujlpf3evnPZsR7WTRWbwMPxUf5ubbqzDfjMzn9dQ1MSIJPUpRQbNfoiAslhueRQ1Vv7eiNbUTV3+uJZfI5O+93jX0U41FlUS69zPM+F16/xOPv7VSuOm2bDTwUP2gmb9Vj90gUMKBFmMKd0SVb0+Pr25Gvt1Ff7JEpvdZPY1ibPnqnlov3evnPZsR7WTRWbwMPxQceitxTr8/4TE68roGJJSd6W3JIHJSEKe991U/b+Hh75Ymvfr6NDfHgPZ3T06fGRgb18eDn4mLTK13KzZLe5y2yj2TmF8mRQb2dydHRhjIWeChyqMl7e0WFmcLtCzVyKHp4qMmzduazZK8xM1uV+37gfRyV9962/N3Dy38O4aFzY/Q2njdfldE2Slvje5nyrT4Wr2tgoknXBGZyn1j1oQ0lBj7Ioab3L7XVdmTnZcov9WG2xKcdUY2pei8vfvrh9fmYux7e1vjMvlWudtomNjJPGcuS3NvB90CtGPmCTIFfovgt2aHH3igyT1Wn9ir3Pp5XP3RLMtX32rZcvfeLzyrjUF7b6D31Ni282mjbYnseGXIo4/A88gImwakJyVRKwjSRUVtlmY/Z6Bs7qMbQdqRHpjTyQY/OqLZN73l8oOjhi54zkOUmk589p605+0zn5cb7tj9IsgAACIRJREFU97SXA+f9sGmVZ3bEeURqxcgXYor5HFUf7JDBQ5FDkUNNnrXx8TbKq6/aq43K5+zVrre25eU9X9Hnz2T+PTdGH0N5bRPDy5Z4/KBqr2300O6BCYmIkrQkM72+LVbmE8nn7HVc2gdt9Blt6Q+bjGpsbFRW7XMGovxEsrPHZWvJPtNncutBdS1t9VF7lTNyr0f+yNSKkRZgivYSjXxMlvmpPW1s1c+3sfVyfD1V+yUfb9s7b7l8r1fLZ+8aG3ygfn5evoZXW237PowvYHLMiiWKN4kieVCTZ23vg20UkxhQfPGJqNq0tLPYOh5sMqr9YKOyap8zEOXHZP6NxzX2xCKGUWRL8fDBHh6K3MfJ5PSNfy/UihEF2Rf5JT7zMzm+vo2Pl0f2KlN7lWdt+kEP1TjeBr5Xajl6r5d+LmnrWJAZ5aVtZEYzW5Wrr8qX4mj8zJZ4qu8amJAQqCbGZPbyOuRqq+1In8kyOf0q1T5a21H8Vl+12yqOxny0do856nHOVox8IdYijg6ZUq+DN4qdynwbGyh6eKiXwxv1NqpTvdmh8z6ex643anmo1z4Z6BqYaEp1k9W22Sivbe9vukgfyfBVnbZVb3L/Rl/0PjIQXbv7GNl+o+hxzlqwtZBrUfaFW3narTSKa74q13Gga42PHfE87+XojaLrlVoO6rVPBroEJr7IF38JfConlZOWNWAbSE/vKsj1T/wAYrYWelr7Ndf99rr678L7ANzuo1oR7+3V45xtc65XZcAyUGthv3XQW24LmOy3lrqO3GOR7nHOvW2YXX+oFyZfa2EhQTeoe8ttAZMbFku55hnosUj3OOfeNsx8xZem1sJ+a6C33BYw2W8tdR25xyLd45x72zC7/lAvTL7WwkKCblD3ltsCJjcslnLNM9Bjke5xzr1tmPmKL02thf3WQG+5LWCy0Vp6ffl0/grz8+eNon7cMD0W6R7n3NuG+XE/kfuPvNbCfjnuLbcFTLZYS68vw/PL6zHS6/Dy6dNwYreI/wFj9Fike5xzbxvmB/wovtmQay3sl+reclvAZIu19Pl5eJJTkteX5wIm9XXhLVbW3cfobcO8+wvyjgOstbBf8nvLbQGTzdfS5+FZQIqF7/Ev6Zrz5gvrLgP2tmHe5UW4k0HVWtjvQvSW2wImW66l15fh09PzED1h0luhzuZrct4tqcfWx7tFrrGyODY2tWOsa+3xe1Ta24b5qNdxi3nVWtgii3GM3nJbwCReB+uldjvn08vAkyZRgKjQRXaPIIvm6mWe9/P2engo9vBQL4eHYgf1cuNNN6fHBt+IV92jtnvbMB/1Om4xr1oLW2QxjtFbbi+Aid+MSVMmR+/pnL3qrO3fGsvrIl7t36ftbt+8fh4+BwjFxt7LK5qrl3ne58br4aHYw0O9HN6o2mjb67bgtd9Hbfe2YT7qddxiXrUWtshiHKO33N4MTGxz560p9Zt+psPOU+yRt/LYRdTHimyukU2+KjzmI/9Wzl5juGbce/pE8/Qyz/vxeD08FHvPmzySebnaWFt5b6t9RbaZPX6PSnvbMB/1Om4xr1oLW2QxjtFbbifAhA2XDVp5bcepm0qJMZUeOHQa07fxwxbeqMq0rTa+HdmZjDdxIzsf6xZ+7/i3jG1L32ieXuZ537/Xw0OxX+IzO5ObL/7QzH6tnjiPTHvbMB/5Wt46t1oLt2Yw9+8ttxNgYmnxm28my1N43uwtFm+Nk8nUhja2S3RuPMSKbCwuL20j25q+RR9bj/maeNE8vczzvh+vh4dir7y20UPndGbj9bfy9PvItLcN85Gv5a1zq7VwawZz/95yOwEmbMRQ0uR5lZtO36rzbeJATa++tPFDv4ZXW9raHzIoOijyvehb9bPX+FvjRvP0Ms/72F4PD8UeHorcU69XXtv4edlanjiPTHvbMB/5Wt46t1oLt2Yw9+8tt7PAxDbi7K0p9Bu26VRG21ONkbXNZ+md+SKnX3ilxFYZbXQZxW4NnRvLmjj3bpvNU3Opc7jGnljEgVeKzmjUB7Zqh22kQ5bF8nEene9tw3z063nL/Got3JK9ed/ecnsBTPzGG23AmsJMr3Lanlock/n3XHxiYON55ErnbNBB8VOedkbxaaHEaLH9yDa9zFOvUY9z7m3D1Otd7WkGai1M87El11tuJ8CEROoGa23/xs4otlB0ymtbfXw7481/7k2fGfX9q53qtM1YVEbbU40318ZvzuZRdD3NlWvW45x72zC51kUvM1Br4TInW0l6y20KTLJNVuXatgugfNbO7LCHZhd0Sb/WT+NlbWKi9xT9EsVvye4R9D3NlevV45x72zC51kUvM1Br4TInW0l6y+0EmNjGypuEKu83XnRKzS+yI57XY+sp9ho7a2M7R4mvNhrP5PDYwOObUeznKL5zNo+k622+du16nHNvG+YjfUa3nkutha0zeo7XW24nwIQ0RBusySI5Pkq9XSvv7TQm7RYbbD1d4+ttPe9jz/G3+M7FvWddzfmer852Y+ttw9wuc48XqdbCfte0t9w2AxNSvlRwVG9t5X2MSK/26Fsosbek2u+WcXuIpdexh/naHHucc28bZi9r+Zp51lq4JmttPr3lNgQmbakqq8pAnoEei3SPc+5tw8xXfGlqLey3BnrL7QhMbEOtd+Wg1kCtgVoDtQZqDdQaePc18Nf//luBkgJmtQZqDdQaqDVQa6DWwH2sAQMm9aoMbJ2B3o4eLX81561XUcX7SBnocf2/1fXpLbf1jMlbrazO+untg2SXt+bc2SKv6U4y0OP6nyRgR6a33BYw2XEx9Ry6tw+SXeuac88rvube4/p/q6veW24LmLzVyuqsn94+SHZ5a86dLfKa7iQDPa7/SQJ2ZHrLbQGTHRdTz6F7+yDZta4597zia+49rv+3uuq95fb/Ayfcv1HgDLAzAAAAAElFTkSuQmCC

物流输送 发表于 2021-4-20 09:03:36

我来解答这个问题了。。。。。

晓昀 发表于 2021-4-5 23:04:51

载重乘以摩擦系数,再乘以速度是功率,然后从负载端,依传动链除以传动链总机械效率,等效到电机轴端。

再从负载端的直线速度,计算转动件的转速,再根据传动比,计算到电机轴端。

根据公式T=9550*P/n,计算出电机轴需要输出的扭矩,注意各量的单位。

zouhailin 发表于 2021-4-5 16:40:32

电机输送端链轮齿数16,辊子端头链轮齿数20

默笑沧海 发表于 2021-4-5 23:03:36

请社友翻之前的帖子。已经有好多人问过这个问题,实在不想重复回答这么多次

Dreaming___snai 发表于 2021-4-6 08:09:55

晓昀 发表于 2021-4-5 23:04
载重乘以摩擦系数,再乘以速度是功率,然后从负载端,依传动链除以传动链总机械效率,等效到电机轴端。

...

还要注意核算扭矩并考虑合适的安全系数

晓昀 发表于 2021-4-6 11:59:18

Dreaming___snai 发表于 2021-4-6 08:09
还要注意核算扭矩并考虑合适的安全系数

对!设计裕量系数必须考虑。

远祥 发表于 2021-4-7 15:29:11

电机的功率用基本的公式来算比较靠谱一些。

fcc5285 发表于 2021-4-11 18:22:39

不要忘了考虑棍子自身的重量!!!

水水5 发表于 2021-4-11 21:02:00

1500kg是压在几个棍子上?

zouhailin 发表于 2021-4-17 18:48:27

水水5 发表于 2021-4-11 21:02
1500kg是压在几个棍子上?

最少压在10根辊子上
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