卡卡罗特Mayday 发表于 2020-7-15 22:28

磁热耦合Maxwell铁损值导入workbench很小

Maxwell和workbench耦合分析,在Maxwell瞬态场中铁损平均有30W,但作为热源导入到workbench中铁损就很小,请问是什么原因呢?update过了,热模型也是等效过了
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**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**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**GoH8Nj+DeLP7c1q7gyaZj/LwqLVQVvfx7rtdDDu5HtyjpEaY0h25Ktm6Zy3FYf4cv08tca22KnPb2PJIYgbsmE5FDF6v663rWb0Fn91t2ffMZRsL9GPi99x821W+/+vdXsBH4g/AAAYjCbxV+tQKYedh+JOZcVhn7bZmXhvJn8uot+5VRuyvzT+DIflGT9bdqzZQ7csO9AuO1oVO4PeQVQL++G31p2c1sdd4x8IvMdQHaV+43aY9XP+PHXHZntd9P479h+LX5f/efjn+4l47GQ3jZo2tucW/rwX46/pNpv7nom/ViD+AABgMJrEX+n5QiWUvs64c1Ez/so0vLn5gjWp+ZeUn3uT3ylOxrrDMLb68Ve5U9n5oXnpoWOm77PqHw5aG7f2fNP3YlqO/xgcZiQrds6dn+v9eeqPzfjnMX7uxuHcfy/eLvzz/UT6i79WtmenMWiHahbWven/h8222cI/xBF/rUD8AQDAYNSPvwaHFDoc6pb9UZP4y0XYYmbP9rj9gh3Gnd+S52d39PQZQsd11mL8tbuTnp/ttM/+NI0/13E7XVQltx7rjKHyHzycx13+56fO56k9NkOYRO+ffK/x9509lrCHGeXmhBZ/pduF8xiKVxTd2G9/bd3tovT/e8RfI4g/AAAYjEHir+JQM+fIczzsM4/pXKWyHSTTTlD5+U6mS7bXOCxxaeLPPsb+488QopaLZNQaQ+kVMLX1UjVux8MEfT5P7bEVtrP89lvcnpfhfD+RscZfeguOHfnbSpRedMtju7DFPfHXCsQfAAAMxjDxZ95Zsu9AdR1/5beMKMaf7X53efXljSn+zGPwOeevq/irXJ62LuuOoerw4OoZsRbOHTR8nvpjy5+/l57vlx1PMt7lON9PZIzxZ///SPrdF78Xr+2i7P+fxF8rEH8AADAYQ5zzF786F1xlO5ShxV/1Pe9Ci7+uD8+zbQt9nfNXuTzD1RibjMF2Hp7TlWEdQqDO52kytsz3Fy/beg7gkpzvJxJe/DU9569q+1p891W37ijbLkrvCVj2/zhwhfgDAIDB6P1qnxqZHc7SHeLQ4q/OrGc38RfG1T7t79Pb1T6rgsq0Lltfdy7bheO2U+fzNBlb4QIzlgsWbRxemvP9RMZ2tU+HbaeN7YL46xziDwAABmPQ+/xpOyr7S88h6jr+yq9YaT/nr+NbEbjsyAV1nz/3mb/Wx126PDHvnLc8hrJZl9JxmBfm/3kajS3dPvdvmLa59Ly/8j+rYdFb/LWxLTnfBqeDc2VdZ3E57LMViD8AABiMZvGXO5TItENQclXMwrlzDjumXV3wxXbemv75TIfBWXfEDm/0csGX9PMUP+/i8TZ21A5vVOzYmnd8y7adOuO2vSbzM48ruba17srOt0rxC8o6n6f52OzbdPawweWY8Wk7/py2v7rbks9Mv+k7Kr2wS8ln8fkuib9WIP4AAGAwmsafiPlckqLlh5uV77B0H38u5/H53ecvPy7H+Ku6R2FpYHusd18cDgXzuc9f3XGX7XxXfYfGSK+z7qzronwn2nuWpc7nqTm2zPhsfxb1ZS/B+X4iTbY/85+10u2vzrbUZAw2S+4bWWe7MI6X+GsE8QcAAIPRRvxF2K6AWRUfLlHUR/yZPkP0nPKLLFh20J1uwGygTvwZx15jx64K29hKPlP1tuM37vL4yz3HeT14rjvDjnR1C6WX5/eNca/PU2ts+ddWHH7ts8yB6TX+ooX6bUt1/7wbX+dwI/c624XpfYm/RhB/AAAwGO3FXz36uiAJDMOq7ORAmLD9QYisynZJ/AEABMiw8bc89wuDeqzKTg6ECdsfhMiqbJfEHwBAgAwafz3cgBx0XO9P6HPYbjmrspMDYcL2ByGyKtsl8QcAECDDxV9ftyGAIVmVnRwIE7Y/CJFV2S6JPwCAABn6nD8YN2w7MCRsfxAiq7JdEn8AAAHiG3/b29uIXrLt4JCy/WGIJhB/AADQK77xBwAAAO1A/AEAQK8QfwAAAMNA/AEAQK/UOecP0VW2HRxStj8MUQ77BACAweCCL9AlbDswJGx/ECKrsl0SfwAAAUL8QZew7cCQsP1BiKzKdkn8AQAECPEHXcK2A0PC9gchsirbJfEHABAgxB90CdsODAnbH4TIqmyXxB8AQIAQf9AlbDswJGx/ECKrsl0SfwAAAfL/2zu3o0dxIIwSlDMiHuewSTgZv04Ck4H2wcbc1K1WSyAxnFOl2q0xoEZ8+qs/dAHzB0eCdqAl6A965C66xPwBAHTINczfK4zDEIbHM7wb1P5+PsIwDGF8Naj84rTXDtwZ9Ac9chddYv4AADqkpvl7jUMYhm15hGexY5PM3/ffhzEc6cvamb93eD6spvd77Krtj22XEOa2kWJMa6dm3LFrWTToiaE87lTbzfrelKQeIudFxTsdJ7VP6vepDY7XmRd7kp3T1zTydPHTgFIemnhfo+l4Xz3e/gQpMH8AANCMGubPkliUJQz3NH9pc/A7MDwOafcEy8TTY/6qxi0YpVQS7YmhRtzJtkvdj1BPxAxo50wvbOLecL5W9PepHToeErcm2ea+puHQhd/8yfqoY/6c/QlMYP4AAKAZxeYvlcT+fj/C/J3DqeYvlkAm7vs34ro5Tvr3qnE+Ht//5pu/unF/NBJ7RnPiu39J4ImhOG5T20n3sxiN2Z630M76POWcqX9GGm5lGGIN+z23ZxOQ/fKhoK94dDG1cV4bLoyZMd78enz9CWxg/gAAoBll5m9OQlJJxfs5Yv5sleUlpL/jY4nYlPTXHv1bPI+fkck0f6fGLVzPE0Nx3Pa2k28nHsNkMlIjRSsdizFM0yDHMArTIT/19T0F8DTz59SFx/yddY55tVw8AAAMk0lEQVRytYP+rtwHzB8AADSjxPy5pkoZEt59UpmY9imNgHyz3O1axLw1NGN4quYvMj1Km8b3/W09DSsxvVBrX2XkJoTaSV8Iu3VeXvN3atzC9GBPDEVx57Vd3v2kE/J4bNJ5nzoez/f3vO3v/a/3CyEjyXY/iy9OXXhH5HLjPKU/gRnMHwAANKPE/KnrhRTU86JJmNP8aSVSeXzDmrlsT9HX0WwToynWRyQ2v/lLJnWVp+btjLnT/J0X9zzlUXp+OTGUxJ3bdvItxc4zjMYIBiXaH7/Hjq/N/29j6Hi9XwjnmT+vLrJN2eI6sb8/0nXqmT+5P4EdzB8AADTDb/4Kpv4Y1hmtfyoxf8Joj/jv8tSsaPJrnsq1HCE0tllF81cjSVfb4SDz54t7OxobH6HwxOCN29N24t0JL0+SL2OkNhVN7tRu3/ZcnneB9X4h9Gf+JF3si3+DGG1tobWeTfCm/gR2MH8AANCMJuYvMdXMbPKM0z63xNYqaYlzLHHX1zvFto13TNfqyfxJyf4lzJ+eEB9u/pxtF+OXxCsbsMR1vGiT/RDoJo6tfvd6vsJ6vxCubP7iz0rdbGXx0ksaYcyZCbEI3ji1Haxg/gAAoBltzF88WZITqKPNn76GZW/+pO9fbcvyehc2f1p7dmn+tiHGE+ZTzF9B24n3kVwvqxf5e27rkb5935z6zDXW+4XQv/lLXW/799VcT66mMv6Os9tnOZg/AABoRos1f9+zN4ZLSyh7M3/pb2D1Zv6Kpuep347T7rmHNX/T5fZaPWXNX0HbxeK36EdaC6btWrtqn6/uxDWAF1nvF0J/5i9Hz7HdW5P1qLuO2uuxnnMBCXQJ5g8AAJpx+m6fC1YJhPpmvDfz5xn1PMb8nbJr5gHm7+xdSqvt3Jl7TrH5W4wyF2XaCc3uNhIRNiwaX5dZ7xdC/7t9anj0VzKVuN2nI+4H5g8AAJrR9Dt/i0Tlqa4hOtr86TvYyWv+Dt6i3ZLINfnOnz3Gvr7zJ23ac+Z3/iLXEp+vvX+lq1LWCi7rmvqi+N2/VF/ti9PM3wF6jo6upUb2HNOl80fx2PGzFMwfAAA0o8z8baaYxRInZVfM3do5Q2J61IYvqXVhu0RnMaITTcxf4ykbvsz3s7/fnKmCbrzmL/jils75PI/EyFnk95oxZLe31nbK7rO5zOsAtamA674Y0/R6Ouk11nvVNn+i/pTfRF28n+EhPF/tmYm/SZrx1OPsT2AD8wcAAM0oNX8hGLcfT0w3098iH2/+LOv48r7zt43LaP5S3yhUDXZGu9eiwPx54tbNX97z88ZQrb2VtrP1qZx2SCfq4ouO2LUvMuTj11+e8U9fL6ILw/dI482s/60Sd5XNqcfbn8AE5g8AAJpRw/x9kHbATCXDFlN0hvmL3cPnGG2jDDER22dTx5m/aOy2hL+YEvP3uUBW3K7kOzkS52m7Cu19kvkzJ+nJ0cZZ61dJ/E81f5+L5unCrdnYzq6V6ymIDXQwfwAA0Ix65s8HGwf829wlyYE+QX/QI3fRJeYPAKBD2pq/63wvDHzcJcmBPkF/0CN30SXmDwCgQ5qav4of8gYL1u8T5kzb1blLkgN9gv6gR+6iS8wfAECHtDN/J3yGAJpzlyQH+gT9QY/cRZeYPwCADmm95g/+bdAOtAT9QY/cRZeYPwCADsk1f3///qVQsgraobQs6I/SY5nA/AEAwKnkmj8AAACoA+YPAABOBfMHAADQBswfAACcimfNH4ViLWiH0rKgP0qPhWmfAADQDDZ8gSNBO9AS9Ac9chddYv4AADoE8wdHgnagJegPeuQuusT8AQB0COYPjgTtQEvQH/TIXXSJ+QMA6BDMHxwJ2oGWoD/okbvoEvMHANAhmD84ErQDLUF/0CN30SXmDwCgQzB/cCRoB1qC/qBH7qJLzB8AQIdcw/y9wjgMYXg8w7tB7e/nIwzDEMZXg8ovTnvtwJ1Bf9Ajd9El5g8AoENqmr/XOIRh2JZHeBY7Nsn8ff99GMORvqyd+XuH58Nqer/Hrtq+brtM7aCVx+Zhp7VTM+5JD5uitJ/nnuIxp7SeH5tcV6p9InVFxTsdJ8Wd+n2K7dj+V4I9yc7paxr252XRXlx/efV8yNNfWWyQAvMHAADNqGH+bIlCiQm8p/n7tWsqIX0/w+OQdhfiqWX+qsYtJLeJ6+XfU6qeWELsi83VPq8xq57phU3cG87Xiv4+xdfxkLg1yTb3NY3M5+U2WNm6yNcf5u9YMH8AANCMYvO3TDZjidPv9yPM3zmcav5iiV3ivn8jrpvjpH/3h/bITvg07dSN+6OR/TNajJBErpd/T1I9y4R5+zLCF1t2+yy0s65LqWfqn5EbWhmA2A1/z+3ZAGS/fCjoK3X1PD0z2bDb6/HpzxMb2MD8AQBAM8rM3/xGOZUAvp8j5s9WWV5C+js+NvpZN0mrav5OjFury3NPSkX5cUuxOdpnSv7j9zL31ZWOp3p2GpumQY5hFKZDfurr2wCcZv5q61ky5bXrUa+XGRuYwfwBAEAzSsyfa6qUmGzO7JPKxLRPaQTkm5xs1yKqif5u2twYnqr5i0ypit7bOtb1tKrEtD+tfROJWE1zU9X8nRi3Nj34rHqyz8lun3TiH79X6bxPXI/n+3ve9vf+1/uFkJFkW/qaRlU9K8+yer/J1SyjfjXA/AEAQDNKzJ+6XkhBPS+ahDnNn1Yilcc3rJnL/iW8ti4mPvVveDwisfnNXzLZqzg1r6b5OzNurR3rmb95Cl1WfxBiy28fQ1IuGIdof/weO742/7+Nu/PRn7PMX1U9G6biVus3uffNqF8VMH8AANAMv/kreANsSG7WP5WYP2FERfx3efODaPKrHC9vFGJss4rmr0ayJptd+X5KzV+NuLWXDZ57Wlx5M+qbPwomxeZpn+TLGKlNI4bhU/90P9/7XJ53gfV+IfRn/tJ61v+u1u43eS/wGPWrBeYPAACa0cT8JaaamU2ecdrnlthaJYtBWOe+2r3Hto13rFu8jPmTR1Nbm79fzIlpcjn3tAjSOOU3PzZX+6i7cy5ildaR/WLf6nev5yus9wvhguavdFpnRr9J9Y2Sa4MO5g8AAJrRxvzFkxg5sTna/OnrXvbmT/rOmzb18/rmTw5zMlB7LbQ0fyXb92v3lD4nPQKYis3bPqmpy/Frbtfvzev91vFMbXGN9X4hXM38eddt5tbj6RuM+tUE8wcAAM1osebve/bGcGkJZW/mL/2tt97M39HT86SdJlut+avxmQt990z9HK1PWGIraZ/YaOa8cUs8tlXcX92JawAvst4vhP7Mn2mzKaVda9Tj6huM+lUF8wcAAM04fbfPBauEU00uejN/nrfgx5i/c3fNlJHqOX+3z8WobKUpozkx6OdkxFa9fRKaXZiG9Xq/3wHzur+LrPcL4Uq7fRr/phTV4+0bjPrVBvMHAADNaPqdv0XC9VTXEB1t/vSdGuU1f44t1WubvzO/l6cgjXid+50/ux5NV8se2dZ0lBlb5fZJr++a9fkcY5qb1/3pfbUvTjN/pc/LOrLmrqegbzDqVx3MHwAANKPM/G2mmMUSJ2VXzN3aOUNietSGL9J6reX9xabBicnUazxlw5f5fvb3W2Pq4zqWePI6rzPbJ6SadjxxS+dou7VWvafXmEi8pXPyDVOt56o9n3j8lumk/a/3C6G++RP1p/yWfl55Zj67Hqf+PLGBDcwfAAA0o9T8hWDYMVFLPNQdCn8HHW7+LOv48r7zt43LaP5S3yhUDXZGu+di+HZirLlV7TjilhJfmwY353nuaaHXajqRXn54nqsYX8YmNFJfXF77IqNAfv3F+5pm/rz9MHvXzcx63PrzxAYmMH8AANCMGubvg7QDZsp8WEzRGeYvdg+fY7SNMkTTuHcNx5m/aOy2hD8LKTblntLayYu7qvlz3lPuOSXJd/ZzjZg/c96eHCGatX4VL3Cq+ftcNLMfTm2a+5LGXo9ff97YIAXmDwAAmlHP/Pk4a0MSaMNdkhzoE/QHPXIXXWL+AAA6pK35u873wsDHXZIc6BP0Bz1yF11i/gAAOqSp+WMXuZOxfp8wZ9quzl2SHOgT9Ac9chddYv4AADqknfljF7k7cJckB/oE/UGP3EWXmD8AgA5pveYP/m3QDrQE/UGP3EWXmD8AgA7JNX9///6lULIK2qG0LOiP0mOZwPwBAMCp5Jo/AAAAqAPmDwAATgXzBwAA0AbMHwAAnIrF/P33338UCoVCoVAOKP8qmD8AgA6xmD8AAACAHIY/f/4ECoVCofRXQoibv9ZxUSgUCoVCuWb5H+cTpeddHV5vAAAAAElFTkSuQmCC

卡卡罗特Mayday 发表于 2020-7-20 17:53

顶一下啊,有没有老师们知道的

卡卡罗特Mayday 发表于 2020-7-22 19:51

再顶一下,大佬们看看啊

卡卡罗特Mayday 发表于 2020-8-5 00:19

dddddddddddddddddddddddddd

Lzm2021 发表于 2023-4-7 22:52

请问lz这个问题怎么解决的?能交流下吗
页: [1]
查看完整版本: 磁热耦合Maxwell铁损值导入workbench很小