表贴式永磁同步电机
请问,这种表贴式电机的永磁体怎么才能像下图一样紧密的排列在一起?data:image/png;base64,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**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**qWCxTgxhTY6+KS8QgnlKoM2IkNsLFG+4FUi09IzORNmuSSvz8fRhja05+2ZK**NHX3ozUYcF4tLbnsHNk+L9UHngEJ5TeCJ3L1ic5HGGplW/epkNqwAbq/+At5OiSR7lErsbHBO100yuDHlaDPiIvRovYFH0+VnJJC+4D8OgAAk9MzNHb38+jrBzg4NE1q2scl5hMTk2joG0ZQKIjauZOZEEejTb1nUPeeCbXLAbA4O3KFh39HTgA1n/zRHx9PzqZNMvUoeBwuN6Ii+PpZIG1NFFHvnM0lryLNeycb6By1YnGDMtZARunyS46Jjomhv9+O0+Um79576fnud6kI4ZrZgkDJ4d/RlFsDyk+Wc1N3Zh/XdZ1CGeJUzlpTQ2Ve5CTSLmZo1IxbE/wo1N7Wwhc31ix84EVIWhOtK8pifDz4KOTBqdAjgs2TUzz3zkH++ff7aPfpiMouJbukkozM+ePGbD4VthkHhpwcJm+4IeQ+3NFTh/b4qyG3s6SwT7L68AtkeUJz/hhFkYzvSU+AXEzs09MkxQevMy/JiKLUKnze4NcFKrUahyv4H8lim+a5dz/g//5hHz/dVwc51RTWrEKn06MKYP+nrKKSlw6dRKFSkf6d7zAU4pROIwjc996vYbAlpHaWCqIoItQdYfV46CqvfXFx5G6VR8VIKntONZFfUBj0eUlRCpQSwqckGVFhZhpOqzn480rLeedYYOsJ86SNk61d/OzV93j8vTo8KYXkVa2irEKClhjQYZl1hiRXVDBaVCSpjXNMiSIvedfz5v5cHI7LT4fvYhobJ/nJvrt5k7XYRelTVLsoEvXd76KQUM9XLrw+H06JqwaDJoJGFK+LxeMMvsyHQqHE6vA/pWvs7uexNw7y5MEGDg27SC5dQX5pBSp1aBUZSsoq2Hu8jtiUFMSHH5bsYOgRRb7B3/At3uVk1628/HIsTmckvHXhwWJxsH9/KTZhE/exmy/xl7hFaTsfHVlZlDz4oMw9DA6H08VI8M5jpmw2MpKkueQl7xOl6rR4PME9hVUqFcNuJcZxy0fviSIMjI7z7J6DPPLCXvb2TGLIryCrqDzoqAh/xOl0HOsdQxRFqh5+mEYJbR8jmWs4zNPCDxEFFYKgprNzGW1tEn61BQm/i9ticfLcc3lMTKwEQBCSeVb4J8qEZzkjBvf9TIkiwsMPExtijGKotA8Mk5wSfB9MpmFWSUzPkDx2Z+qjGXa7A1qTnE9WQQnPH+9A55uVpzXZPRCtp7ComjIZU0ymbDZE0YdCoSQ2btZTk5xbzJ7jZ7hh3XIU3/sezq9+lagAPFGTosg/che/4R8YFS5MJBOEZF55ZTOCcIjqajkjCgTCaUjj4y6efTaXyclVF32ipoe72UE+3xG/y9d5D7Ww8PyoJyeHvAceCE9ng+Bkew/phZd6aRciyufEECstnErySLSqrBDToLTitun5xcQWLiO2cBmF1asoLCqW2o0LsFonGOztZqCpljwmKFNPk+YaxTwyG8Ki0+s5Y7RidzhZ/tBDnM7MXLDNetHATv6L/8fTlxjQOQQhldde20h9fWQq2YWK2ezkuedy5jCgjxkX1vFXvMwuvk+nmOi3PYco4v7CF9BnLX5mbadEsRa1z01cjLSHoPKRRx55RMqJcdFa3j7VTEr6wjdiuOnr7cE90kuJQc2W0kx2ra2mKCuN/IxUynIy8E1P0jFqJSY2Do+gwjU5TmFWGtaoKLS7d885GvlEkV+wjm/zKLXCZxAF/4tlUYyjszMek6mfoiJQqUKLqDo/+FNOMX2LxcFzz+Vhtc5vQB9fV0O3sIU3qKKY45QIczuTGhITKfvtb1HHxPDPT79Kj2mcVEMcOok3pVQGRsZpGZ8hPjEpqPPM5nGWp8SQnx58eRsIMXauyLA4CVaiz8eIaZjG2hM4uuu5ozqTr92ylevXVJM3xxexvrKI9alRmIaNJCYlcaJ3FLvDScVXvkLzrl2X7FIbRYEfCdv5X7xHkxD4vpLHk0Fz8y5+//soPBKqUIeT2XKVDn71q5KP1kCB0iXs4jb282NxJx7xQoM2iiIJv/41MUlJHD7TTEJhJe7EXPadjrz7/2RrJ5nZwa8JPG43umjphQBCMqJ1FUUMDYavgtzFTFon6O9sxTPQzLbMaP7p3uv4/M4tFGelLZhisbqsAI3djNvlIsqQRGufEYVKRcUTT9B4VkzDK4q8I6ZxG0/zd7yLRwh+jiwIKnp7r+Pf/z2FtjY7bvfiG9P0tIdXXnGwb992XK5qgg8pEvAIGfwNz7CSJ+g4O71ziSLGW24hZ+dOhsctHOmfJCExifERI1tq5JmiB4rD5aJx1I4mKnhjmB4ZZFVZ8PtK5xDEEMQH3B4vP/zjAUqqQytt7w+LeRy71QIOG+sK0qnIz5ZcONfhdPH0e8dZWZjJ6tKPU87aHn8c1Te/yfvulfwFrzAtpPtpJXBE0Uh2dgPXXz9NZmZwP+65RLyLXweDw+GhocHJiRMZjI/LF8umEc/wSx5mZXIbeadPo8vK4oX3jzFtyCY6OpqehpP83Z2hqxgFw4eNbRwzz8ZoBoPT6SRqvId7r5GeLBhS8JdapSQ9OjzZFF0d7Wi8Dq7KT6W4tIjMZP+L20DQRml46MZLb6bSr3yFbz43xZMH/hy7IG1ePBeCkMHgYAbPP99CVVUj69YpSEgIf80cn0/k5MkJjh/Pw2yuQhDk0bY7h0tYxlfEX7H70XGqs7Jo6O5n2Kcl9Wy+02LoKNT1mojPDT5h0moZZ1tOaA/NkCMoizJSaJ+wYAhROFAURYyDA9jGR8g3aHhgfTXJeh1RmvCWvT/HP7/+TQ5vq6e2Vj4jOsfMTDknThRRV9dKSko/mzdPkp8fF7Lz4XxEUcRicdHUZKW2Nh+rdTuCEC1Vd9EvguDis190suG2DXi9Pp7/sJWqFasBqK87zd9/aqP8F/XDxNQ0Vo8CnSr4e2V8eIjl264L6fohG1FlXgbHP2gPyYjMoyMwMczNy4spyw0uv10udDoN3/teEvffP8T0dDg8jmrc7mqGhqp5/vkRUtWH+W7Nr5io3IxblwxJEtzDtnFwOUiufZPBqWgea/h7BGE2gzecWfh33XWS//qvDdgdTn659wQVyz52VHg8HqLUkY1uP9LQgV5iwbCShNArC4b812YkJZCu8eJ2u1FLCM1xu93EOsw8cMviBi0C3HprPr/+dQ8PPDDE1FT4XPeCkMpG9wd8s/ZN+k/tZgY4WrwWEJhKzMRUsg5BIYDv7JrovNdx4wOkdcxq4JUNt5M4ZaFIEOgQo3mOryO9fkNgZGW18cgjpQDsO9WEJjUnLJp3geL1+WgzmUmTsFPf3dXJfStDkw0AmfKJqnNSOTpqkRRuYZ2YYIOE8vPh4tOfzkeh6OGee4ZwucJnSJ/laQByzg4ZpWfFIR0dIhPH/oigUCCerQh+/mstEH/+MHP2dTZ2VvAug4RPTSc7u43du5MoL0/iSGM7fd5oEuMuTB0or6jkhQMnuW/7urD143za+oZwR0ubBYn2SbJSgttTmgtZHiErSwuYGh2SdK4gCHhllugNldtuy2fnzgFEMTyBpZnicVYJc4s1agWBdEEgDUif43X8PPO0WEFgE3vC0l+YHYHeeiuJ6uokjjV3cnLcS2LKpfF10TExuBKyefTV9xgaCz7SP1jeqm0jOzf4BECfz0d6jAq1KvSIc1mMSKlQkK3X4pGQVpyUnMyR9iE8EvKTwsnvfrea2247gyhaZW+7hjfJFeVPoVhLGwZRfqXZ7Ow29u1LorIyiclpO4c6jCT7KbAcpY0msXQFzx/vYHA0fIZ0pqMHRby0IOW+rg52rZNHUF+2yeyNa6ro75ammCnoU6jvkhaHFy7UaiW//W0Vjz8+SFyctFF2Pj7Lr0NOwZ6LaozkE5rIyMVkZbWyZ08SpaVJWGxT/ObAGdKKAkuwzygo4YUTHZxqlUdJ9WLeb+ohSWK1dK17mgwZtk1ARiNKidejdtslnZuWkcF7jT34fEtrWhcXp+HLX67kt791o9HIY0j54rtsJjxRHmmCwCZekqUtUZwhO/sEb76ZTHl5EtYpO88cbiA+tzgoR0JGQQmHTS5e+6BOln6do6GzF19cMkoJCYBm8zirCuSroiGrW2VHVQEjJmmif8qENOo6euTsTsg4XW48Xi+f+lQef/iDm9jY2pDXSVexhxTCJ2L5AC8QQ6hV+Jx85SutNDcvo7o6iaON7fznnhMk5JagPFthw+l04vMFFtKUnJqGUWHg9Q/PhFSd4xw+n493G7tJSQ/eEERRZGq4j6trSkPuxzlkNaLlJXl4LdLKhKSmpbOvsVvO7oTEu7VN/Mfrh/nZ6wfpGhrhppvy6O+vYOvWJkRRerWE5XxAdBg3cQpxUyG+Lfn8+PgevvrVRn7xixXExmo40tjOiXEvpZU1KBQKLGYzfU2nSZzsY6T9DJNWy8KNAjq9gQFRx2Ov72diKrTiBs29QzijEyS51m3WCdYXpEkaweZDViNSKhRsq8zDNCxNXy4uPY99tcEXZgoHbQMj5FcuJ71sOa809NNtHCE+XsuLLxbx4x/3oVR2BN1motjONsKrWZcoCGzk9aDPE0Unq1ef5JVXovj5z2fTJIZGzRzutZCcmobL6WSw9QyV0U6+dfs2bt28jr/81HbyFNMMdbUGdA1DfDyJJcv59cF6xq3BS1HD7L7QO3XtZOdIy+Ds6+pg68oqSefOh+y7ZMuKcvFZRyWda0hI5NSQlTGJX7Cc3LVlNUMdswadnlvIS2f6+f2BEyQnx/BXf1XNqVN6SkuPBzUqlXGEEgJ7cofC7fwxqOPV6iG+/e0G3nuvhs2bP54iZaYkEu2103imFtVYN1+7cQPbVlZeMALcuLaG+9eXY+xqC/h6SbnFPHu0ieNN7UH1E+D1wycx5EvfIC0IQ/qO7EakUirJT4rDbpfmZEjMyOZAQ4csc+dQSDLoeGBzDaauVnw+H5l5hUzGpvHoq+9hslipqUnl9OmVfP/7/cTEtCGK/t37AiLreYOkCFTF2Cg4WSX+csHjVKoxrr76KG+84eaHP1xNXNylN9i1y4r59i0buX/HBqKj5r4B0xPjuX99Gaaedtzuhbc5lEolibnFfDju48CZwEYxAJfHQ+2w7Wz1jOBprq/jnhCitedDcmarP1IMOo42daBPTA76XLVaQ5/ZRqLKKznlQS5itFHEKbw0DI4Tp9Oj1miITkrnSH0LkxMWMpIM3HBdFnfeCU5nM93dM8zMxCIIlwaCxIij/IzPkxaoEc0RlRAogijSi4JDwj1zfi6KU2Rnt/Gv/+ri5z9fQWHh/FHeyfF6NAHEwsVFa8lPiKG9rRWXKga1xv8TXxAEYmJj6bHYsY0Nk2rQoVkgbOyXbx4irbhK0lrI5XSSJtouSIGRi7AEPSUbdKzOMjBhkbbRlpWdw57T7Ys+GgFUF+WRJtpwnSc6mVFYRrc3jqcPnaGxq4/S0iSeeGItBw8aePjhBmJjmz+qLXSOlfwB6WlfwaEQBLZynFjxQiePKA6yefNxfvCDbj74IJcvfUk+DxVAelICD1y/Cd20KeDyO0nJKbQ6tDx96Aw2+/waFW19Q9ijAhPrnIvh/h6uXRmKgPT8hC1y8JoVFUwZpe+ex+eX89ph+YsNS+GWjSvpbrsw3dkQH48hp4h3eqz87NX3ae4ZoLIyhcceW019fQZf//pxSkqOIYqz8/5tvE5cBAucrWGILI4BIIq1bN78IW+95WXPnpX8n/9TQ1ZW+Eb5OzatIM01znBfYN7WhMREYjMK+M3+2jlrWE3ZHexp7CVFYqT2zMwMubECqYny5lWdI6TM1oU41dbNQaPjgioNwWAa7OOm0lRKcuQvLx8MLT0D7O40k5GVM+fnPp8Pk3EQhW2MXasryE5JJEYbhcvlpb3dwg9+0M7t793JZpuZZIcjIJkuBGFWlO/i1wvgEUVcgsBAbCzvlmzAfOf3efjhleh0GlnzlwKhe8jEHxsGSc8NbArl8/loaTjDHSsLWFGS/9H7T7yxn9iCaonR4iJ9jaf529u3hS3aPKxG5PX5+MlrB8goC14HDMDr9TIz1Mlnt6ycd1EbCR57fT/6gqqA9hb6errxzdhYmZ1IeXbaBdXh+g4dYmzvXpyvvkrC0BAGkwktkDCXUQVoRDOiiFUQcGs0DFRWoqqoQHPjjWStW0dy2Wymp8/no73fSFZqEnESCl+FQo9xhOc/aCKtoCxgh8Do8BDKyRFyUxLoG7UgJOeQEKSCzzmsExYqo2bYIrNb+3zCakQALX1D7OkYIyVz7qf4QrjdbsThTv78ug0y9ywwDje0c9oyd8SyP6wTE9gmzCQww/3b1xJ9kYCGpbMTa38/jo4OLK+99tH7+kOHUJnN86ZCADiKi7FXzmqSR5eXk7BrF8qoKLLXX+h5aujqo21whM7RSYhLxOCd4ks7Qyt0JgWX28PzB2vxJmShDaJkps02iU4X2rSzu+Ek3wmz3kPYjQjgufeO4UzIIUqia9I8amJtioZ15ZFams9im57h8X0nyS5d+ClWX1eL1+tDb9BTWFTy0ft9bU18adtyEvSB1cuZHBzE43D4FSqJjo8nOunSJ/Ooxcr7pxoYm/EwMu0iPiWDOEM8MbGxAJz88Chfv37NotROdbrdPLv/FGYhhsys7Ihcs62liYe3VpOaEN6ylxHJ491WU8ILJztJyy2UlLecmJLGaw1nqMzLjOh05GhzJ3Gp/hPzLOZx1OZ+/uG2q1EqFRjHLByoq0cAjNNuVB5nwAYEXKAiarPP4HJ74CIjmhEExkbGeedEw0fvtVocxMbqKCwpw6BQXJB3ND09hWOwg2/esJactOC3HeQgSq3mz69ZS3PvIO90D5CWGV5D8no95Gh9YTcgiNBIBHDgdBMtzhh0IRTDHe1q5oGtK9HHhl9Z02Se4JkPWsgo9K8gM9DWwMPXrQ2Lcf/b828wrTGgUAiXRLir1WqKSvy7qC0WMzbTAMvT9dy4PjjBxnByprOP9/uspGSEz5AG2hp4+Nq1xMWE/6EbMUWJLSsqaX79fTBIczIAJOWX8czheu7bVC1ZfDxQ/nC4lowS/3p6Y8NDbC/LDosBOd0elNFxlJdVBeOc+4hx0zAVOh8bb1xPtDZ0MQ45WVaUi0gf7zTUk1ZUIXnvZz4++l0iYEAQxn2iubh761qMndLlZRUKBcqENA43BB/8GQzdQyam1P4XtF6vB/X0OGvK5N8BB3B7PMSILoZbajl98gS1J48HvHnt8/nAamLHqqolZ0DnWF6Uy9duXM9Er7xyw16vF1UYf5e5iNh07hz761pomlYFLTp+PhMWC8WaGa5bLb/b0uX28OPXDpJf6X8UGuzr4fbKDIqy5VFLnQ9RFD8qsHKorpl+0xijQhxpfvZevF4v0SPt3LF9cTyaweD1+fjO8/tYsWqNLO211J3kkbt3yFoEYCEirnW0dXk5SuswXq90jYH4hAQ6XNHsPdUkY89mOVzfiiHdf5i93T5NptoTdgOCWc+c4uy/LSsquf+GLXyqOouerk6/5/RPOsLeN7mQ6zluGujl/o1VETUgWAQjArh36xpsA50hfXnxCQl0urS8c1I+Q7I7nJzsHych0X/uvbG7g09vkr62C5W89BTcUxPzfq5QKJi8TGrJ9pvGiE8ITT0Xy5Jg/gAACxFJREFUYHp6mtwoL6WLEN2yKEaki9GyuSSTEYnJe+fQxyfQ5dbKNiK9eOAEaUX+c1UmrVZWZyeiXSBKOZwoFAoyYiOrMhou3jjeSEFhaBUkHDMzxNiM3LohfIUV/LFo0pXVhblsy4ljzBS6IbU7tew52RhSOxbbNB02Lyo/es5erxf3SC87r1ocqeNgSMkt5OBp+ae7cuFye3jqnQ/QFYS2rhVFEevIINuqi1DJoCEnhcXTfwVWFOeR7LPhcoVWOHh2ahfNOyEY0osHjlNRVeP3mLGRYbZV5vs9JlKsKslj2CivlFek6DaO8PPdhyA5V5L09PmYeju5a1WhLFVDpLKoRgTw6U2rEEf7cbtDU8CJT0igyx3N7/cfxzodXFbtkfoW3An+N/58Pi9K2xjVRcGrbYaDjEQDU7b5c3bidHoaB8cj2KPA6Bse5eUz/WSULQ8qjm4urNYJapK1skgBh8KiG1GURs19W1diH+gIWIJpPvTxCUzHZ/ObA3VMOwIb3URR5HD7EPEJ/p9krY31fPHGyJYM8cdCHiiVSsXUHLk5i4UoivQYR3jpTB8ZeaHHQE5arWSJNnaslkfFNBQW3YgANCoV1y0rYnQodBXUqCgtyQXlPP7OcUYsC0sAH21oQ5ua7femdLlc1CRHL6oz4WIykhLQ+/yPuKKgwO1ZfC+dz+fjD4dreba2bzZ+MkSmJq1kiVZuWb8s4u7suVgSRgRQlJXOTeXpjAz2ydJeZkkVvzrUzJHG+aMbxq02DnSPk5zsvypFb3szN21YOrFngSLGJtA9NLdwfqQYtVh5+UgdlqhkCgqLQm5P9PmYHOzi5vWLt8VwMUvGiABKstPZWZYmmyEVlJRRa/bw0oHjOF2XqtDsPdXkd+cfYNg4xM01ecQswfCZVQWZjI+FqnYaPkzmCZ79sJWJmBTidLqFTwikze5WHtwRmbItgbKkjAigNDudXWVpmAbkqW6QmJLGhC6LJ/YcpalnVgPb5/NR39nHMLF+sy1FUcRnHWFZkTShwHCji47yW4lDp9fTMxL+8iZzsedEI08ebiE5t4iYmNiQ2xNFEWNHM5/fGnhuVqRYkjt2Jdnp3CLAa829pGWH7g2Ljo4muriGPZ39HGroYMrtQ9SnLJgcNj46wrbyXFQySs7KiUatwucnfCo+PoGOtl6uj2CfpuwzPP3uh/iScsgvkadImtfrxdzXwee3Lic+LnSDlJslaURwdo0kwu7WXlKz5HErp2XlADkEMrHweDzoZ8ZYXR75dOpAqSzI4ZWTrTCPgAqASxTweL0ReRAcaezgcIeRrFL5FvyiKP7/9s7tp430jMOPbbDB+ADGAWODzTHAhpCkKUmXHLeVmna7alVVVVXtrrTSSr3q/9GLXvWqN1Xbm0qVqkqrKOkqXe1qA21JlU2BJQQMNsEBO2B8wBjb2GN7emGZJmnCyWN7DH6ubCQLNMzjmXm/9/u9hFdcvD96hia9/AQCGd7OvUjuGcmCX6Jbu8PgXpjnR6OVV0x4laCgZDtR3GZUp8fLb++OMRlK094/JGnFbM09zwdXhmg2SvNMVQxkeyXKc7rdggK4Oy/Nrd1ByGazdGqhUabffC9i0dfvO3RaQXHKwCkhzd2J/7AsaDA7pN1cl8lk2Fhe4ON3zhd9A2ahyPpKlKev3cIPB9skKzbsx/yTWX589Rsl+V2FYjVq9+z2aLNamZJ47tNmNMadiSl+9ckYEaMdi80uqUDRrQjp1Tk+uj4se4GgQiQC6La18oMBCz7nDKlkYb12+9HhcDCxx/qSnDAZ9ezsMTygydTM0+dHm9LxOmZcHn53f5rnNSZOn72ARiNt6X8rEsGajfDRrWs06eVVhXsTFSMR5K5Iv3z3bbKBZweaPnBU9HoDc5E0njXpTr5iMTLYW/QrdEpIc+efX/Gb21/y+UoUa8+AZOs+L7LkdmFjS1YLqQdB9s9Er6KpreXDmxf5/WcPCGkaaW2Tpoz6KhZ7N3+edGNIP+ZMh4W3h/qolThQo1Qsbh6thy6ZEvjbg0mm17dx9A1gblSjLEKVTxRF1j1uPrjYib1MkV6FUJFnRY1KxS++d4Upl4dx73PMrcXZzWjvyrWpPA4Fmbg9zmivlT5bK5bm4gSjHxVLw97bCTKHbOx1r67x2dQ8/h0Re+8A/S3FS83ZSSTwL83x4Y0LZd3OUAglDyqRmslFD5/Pr2DpHpB0DufrCGxsEI+EqBXiXO610tfeVpJwwP3409/HUdrf3M0cDgU5pxO4Mvzm0SJL3jUWvH6eeAMI9Y3YO4uflrPm82FRJvj5TWlCSspFxUsEENtJ8pexr9jWnqJ5n2ZSqQgGA8TDATSZJF0mLe+OXixbZ8N+EmUyGZLP5vj4+9de+rk/HOHBYyez61HUhiZ0RhOGAsI1D8P6yjLXHY2c63GgUlXUo/n/cSwkyjP2tZP7TwP0nB4sWYt8NptFEARcc49pqVdh1Ci5NTKMXltPQ4kij7dicX796UPeGnrztvV4bJuk10WDWokowkI4iVano93RjVqtLtnxSqVShJdmee+bb9FbgrSkUnCsJIJcVsIfv3iIztqFrsCJAkdl0TmPkEpircsd2qtnetBq1LQ0GdFrpY9A/sOnY9R17b21vdwIgkBgzYdDneQnNy6X+8+RlGMnUZ47D6aZC8RpamunoaG86w3e1RXS6TSqVAxlJlea/1aP9aVsf4elBdupwz1YOz1enF4/PoUeY1N5t0jvRSgYpCYW5NuDHfR1FKeaWk6OrUQA4a1t7k058SSU2B3yCBjJEwoGgf8d+ngkzM721u77vUar5NGZTqEzNhVlzUYqfItPuNhhYqS/q2S3t6XmWEsEufKua3WNe5NODJ0DaDSV8Y884rRJWSCKIp6lRUxigp/dHJHl9gUpOfYS5cmKIp+MPWRhM0lTWwcGQ/lL03tRqRKFggFi6yu8f+38oW9PK5UTI1GeaDzB+MwCs+tRDK02DEZ5LZzmqTSJ/OtrpDf9XOps5epwvywCRErFiZMoz1Yszr9mXTz0BLD19FOvlVe3cKVIFNjYILHh5fpAB+d7HdSpCwtjrEROrER5hHSae/+e5pF3E/vpQerqij+F7yDIWaK0IOB9tgyJKDcGOrg02FvxC6aFcOIlypPJZrn9j0fMrUeoN7XQ0mZDqSzfiSFHicLhEPFImGZlku9eGCh78qhcqEr0GuaWV/hixs22WIvZ5tidvl1K5CTRU7cLdTrBhY5m+qwt2C2laa2qFKoS7UE4us39aSfujQjBFJw9V7rMhXJLlEjEcc7NYdepeO/SEOZGAw0yzN6TA1WJDkA2myUppPnrlw9YjQootHrMFhvaIhYjSi1RMpkknU7jW3bTWJOl26zn1uXz1KhUJ6rSdhSqEh2BVX+Qr90epr0hlLV1aIwmGnQ6dDrpOgdKIVE4FCKVSrITXKOjUYu5QcOVc4NFmYZ+nKlKVCBbsThL3nWWN8J4NjaJKzWkUWEymzEVMNy5GBL5vKvEYzE0ooBGFDhrb8Wk03L2GGxHKCdViSQmGImSFAScK2u4fH5iQhZfLJdS6ujsxtR8MLEKkSibzTI9+Wj3fY9RjVIBI/1dtDTq0dfXo2+QRyn/OFCVqMiIorjbZjox42T5uR+FQkFGFFkM51KLFLzYigrWzh5qamrJfzKfGyciEo9GCa77XvqMAqhVKegy5Ea/1KhU/PQ7o7tNq6oylupPAlWJZMj41BOSQhpRzGUjKBTK3detpiaGe+Uxra9KjqpEVaoUSPU6X6VKgVQlqlKlQP4L/XoF+DWGxGQAAAAASUVORK5CYII=
你是指生产吗?生产的话一般是有工装的,要不然比较难。 jiashuai0101 发表于 2022-10-12 10:08
你是指生产吗?生产的话一般是有工装的,要不然比较难。
用的是粘结钕铁硼永磁材料TN-6,但我maxwell库里没有这个材料,我是个小白。{:1_553:} 这个应该是磁环模压的吧。。。。。。 我仿真时选用永磁材料如何选用?直接用库里的NdFe30可以吗?
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