1293433 发表于 2015-12-3 22:34

求助 BLDC 反电动势波形问题

本帖最后由 1293433 于 2015-12-3 22:45 编辑

电机槽极比24/27
瞬态仿真后反电动势波形很糟糕,由于初学电机,找不到解决方法,寻求论坛大神帮我分析一下原因,谢谢。
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PBHI2AlPzA2uhIpMuRIqMuVKqMjU3JOxvLVyinzf39rakvd2ZiWwVWzsvLGxIe8O3ev16vV67MvlvaDff/99EUZhGv7444+73a7YTVpsbX10dBTaxVrlE6WLf65utys+y8cffxx6Dsh4IpCxE56YG1wJFZlyJVRkypVQkSmQsZAiL4YUi4/dbve9997zPK/T6bRaLfG4+M/oq/i7D4fDYmGE1Ol0Hjx4wBjb3t6W3drtdqvVInkLWV988cXm5ubnn38uHmm32/JXAgYyFgIZO+GJucGVUJEpV0JFplwJFZm6PmTc7XabzWa9XufVU8Ft3W735s2btVptc3Nzc3Pz4uKi0+k0m00Ojq1Wiz+z0+nwF4o/iXLsxsaGeIRbvffeexxze73exsaG4HLhJl57+/Zt/ldBq81mk78LY6zdbvM3bbfbIlr+wo8++kiUlsWD7777rud5nue9//77IVvx8s3NTf5/f/d3f7dWqy0tLYlab+jtRDC1Wu2LL77gz9ne3l5aWrpx44Y4Dp7nbW5u/qf/9J/EmzLGjo6O5Mo3AxkLgYyd8MTc4EqoyJQroSJTroSKTBkmY8/bX1nxa7WS/9tfWWGRCqjPmB8k46WlJYG5HOw4/PEH2+02fzBKxkdHR/V6fXt7mz/Sbrc5DvJH2u02f6TZbHKCFFYsSMMcUkNvyqvI4q/8HxcXF+IRUfeNjdbzvPv373O65ZHINBwiY1EzFociGoB4u263e//+ff7aP/uzP2NTCJbfi0m9E+IR3/flZ4q8g4wZAxk7EirmBldCRaZcCRWZciVUZGqOyZjr6Ojo3Xff5WS8trYWqqTK8CcejJJxqCnC9/1er3f79m3RvxtqUYj9t4yS8l/r9ToPLwTELFJajo1WjuTGjRs8YBFttM9YvJfsc3FxIZ5848YN/jTuLBeVo5+axaE/f7J4XOQdZMwYyNiRUDE3uBIqMuVKqMiUK6EiU3PQTcFrw0mSa8a895eVJmMW176cRMai2UDUUEMwKpeKQ/8Q0Mz/sb29HYp2OBweHR01m82joyMRSYiMoy3F/FPLAfD+5tDbiSffvHmTH5Dopz48PJRZWW5TARnHC2TshCfmBldCRaZcCRWZciVUZGoOyDhdMhnL5MoRM7Y/odvtNhoNUTT94osv5LUXePsBX3fiL//yL5nUXxGyGg6HPIZ2u725uSmWa1DpppDv3mu327yIm9RNIR7kkaR0U3DJD4reiejbRY8hfy/5U4tCOJcwGQ6H6KZgLO5eS3kAlFmHT5YYclSGLDiMS9rKL9d0xSH84FwVzA0kMfu+T3tIRVRUtrqz70qmmJ5xyujOfxczRX7+c9l/9SMfp7J0jynMU1HpI+PYN00nYxa5A0+Uimu12q1btz766KPoHXgceUXvASdU3/dF64JsJd5CLqDG3oHH67gcx3nMvBz7ySefbGxsiE6M6FuIBwUrh+rToaXooodCvC9/u2azyZE3WgkWh4u/V6iEzN869n2vKRlzyacmasZOeKJq4kqoyJQroSJTroSKTM19zdgSyWiU94tN7POjDR6hv8qlXPKCWqYePHiAVdviBTJ2whNzgyuhIlOuhIpMuRIqMjX3ZFyDKHTjxo1iL5QTce3IOOmgDCDrtbOzYzoESEnIlCtCplwRMlW9ahEyrrKiWX311GAAOt7L9/0k2/S3u45kHKvoAGClN/4eVPUFt3CcWrviQp4ku6jb3GkXeq2OQ8pKd6/GvlZHqDs7OzqudLTnP9M2Tpme819TpmLfK68qOP/Lj9PKzn8d49TRjnD5vYq5GZynYsGAVsUOS5mGh2Lv4qjUP0KovRZkzBi6KRwJFb8nuhIqMuVKqMiUK6EiU9VDfBQMxM1ttekSudHX9nq90J5qKpJ3g0uR2OlNSG7SLSx+r9v9+/fFIhXRJ4QeKfYxM231Sf29QMYThQaAtQUewkKU7EAeqqZShNa5wc6lCaK2/B+Wl7ermcWtHaeaFidxK1Pk5z/VOHWivB0VbaYwTzGFcRoCg9ASuXwtsOirYlcfSxdfbCG0AFmKCrwFueSljgvIbEEa3RRKQs3YCU9UTVwJFZlyJVRkypVQkanqQw2BgcyjMlqFViLjZV2+/bJYJe2DDz7gWzc3m03+BMHBvFq8tbUVWlaMxW3SEY1E/Oft27fFKr9yOZk71+t1fmsaX4dBxCkeiV0eTqya3Gw219bW5Ofzl29sbESPmybqLWBbLBKQ8UQgYyc8MTe4Eioy5UqoyJQroSJTxsmYMdZutzlfimqxvCIvX1g3doO6Dz/8sNPp8NowJ8sHDx7I/RhJEByrKBnfunUrtCqw/I+lpSWx1PHGxkZoR70/+7M/k1/oed79+/dDn0gsciw+1NbWlvG6tSaBjCcCGTvhibnBlVCRKVdCRaZcCRWZsoGMhfj+GgJ25ebjlK2bZfwNoXBJMg79p7w3h7yFsmiB4GEvLS2Jvd+ESa/Xe/vtt0OfKOpgQ0eHJoGMJwIZO+GJucGVUJEpV0JFplwJFZmyiozZdAMLQbTih3uOjMPhMJaMxV1rmshYUOzW1hb/R8oOzJyhRcuEIONms3l0dBT7dtGa9BwsYRESyHgikLETnpgbXAkVmXIlVGTKlVCRKeNkLPqG+X92Op0HDx7whl3eadBqtT799FOZHTmbiiYKuZui3W7L3RS8Bbk8GXc6nQ8//JD7i5pxEhkzxg4PD0NbUoc+kdwfwuLIWCVgtwQynghk7IQn5gZXQkWmXAkVmXIlVGTKOBkz6eY2edU2+Q684XDI8bfZbLJp08Xt27c/+ugj0U0h7sCT67KxNeP0O/DEuhDb29sCUkV3xyeffNJsNjnXvvfeeyGulT+IuAOPl7pZ5J5CGYLFe8kfc84EMp4IZOyEJ+YGV0JFplwJFZlyJVRkygYyLqlcLROQKYGMJwIZO+GJucGVUJEpV0JFplwJFZkyTsY1NfHFK/RJt39ekSfFuGogYy4d2cUVh9wTc4MroSJTroSKTLkSKjJlnIxZzvVxSW5N03F/2/zdM0crkPFEIGMnPDE3uBIqMuVKqMiUK6EiUzaQsXGRQ61WSibcq7VKcTL+h3/4hyQy9n1fDs+6s4RKIGMnPDE3uBIqMuVKqMiUK6EiU9eZjAkxsWLiLPl2RrbTq9VqMhb/4he/QM2YTLjikHtibnAlVGTKlVCRKVdCRaaMhGqodzcgHY3F+pqVSZyr6aVOeRd0UzAGMnYkVMwNroSKTLkSKjLlSqjIlCWhRpkppL/4i7/IfE4B/ef//J+d8NRkq8PzX/2rf/Xfpl0Tod4JLl4t5ko5JUDGOWTJMDZli7mB3FOTLTJF7qnJFpki99Rki0yRe2qyBRmTe2qy1UfGXLFkLCvllAAZ55Alw9iULeYGck9NtsgUuacmW2SK3FOTLTJF7qnJVt1TdKZm8hYnY7ncSCJXcFOTbWU14yRETjk3QMY5hCsOuSfmBldCRaZcCRWZciVUZMqSUGVaiuLUP/zDP6Bm7Eqocs04Xb/4xS9STgmQcQ5ZMoxN2WJuIPfUZItMkXtqskWmyD012SJT5J6abJEpck9Ntjo8qcAPZJxDrpwcmmxxxSH31GSLTJF7arJFpsg9NdkiU+SemmyRKXJPTbYgYwMCGTvhiSuOK6EiU66Eiky5Eioy5UqoyJQroYKMMwQydsITVxxXQkWmXAkVmXIlVGTKlVCRKVdCBRlnCGTshCeuOK6Eiky5Eioy5UqoyJQroSJTroQKMs4QyNgJT1xxXAkVmXIlVGTKlVCRKVdCRaZcCRVknCGQsROeuOK4Eioy5UqoyJQroSJTroSKTLkSKsg4QyBjJzxxxXElVGTKlVCRKVdCRaZcCRWZciVUkHGGQMZOeOKK40qoyJQroSJTroSKTLkSKjLlSqgg4wzJB0hsAllSrpwcmmxxxSH31GSLTJF7arK1LVMpl8qz0wGjuY7OhEyRezJ3Pr4mW2SK3FOTLaGnuHCBjAOKXtC11oypUJsFT46StvLLNZ3HhB+cq4IrDknMvu/THlIRFZWt7uy7kimmZ5wyuvPf4kxdMXYV+wfy85/L/qsf+TiVpXtMYZ6ikitXP8xTIOMMxR6gMidfBXOD/F7F3LRex0OeJQ8m/4fNc0Potfq+ixMGKTxLRBSvnZ0d8vmGUZ//TNs4ZXrO/wp4KzPOyRO84f7Kyv7KCvO82BdqvaSUv+LF2hJKxzjVcfXDPIV5qlRMCXJlngIZZyh0gKydxgiHsexAHmreC67PlH561XrFsbNkGLXl/7D84ljN74nWjlNNxRhLMuUzxobe/sqKX6v5tdre8rLgY6HB4Jz89Kcap05AfFS0YwrzFNP2xQDzlCvzFMg4RvJxxx14BjwVcVgS+rdcCRWZciXUgpnyZmS8v7LChp4fHNCufHxNthZlKkuufHxNtsgUuacmW5CxXtUSNIBM6PRscHom/efpqfj32dlZ6Mk7OzvVRAWVFDLlinJm6jX/f+zglwEyPjgIPuc1YYQQF8aUK0KmXBHIOEOoGZv3jHQuRoXv4q6Eiky5Emq+TImycKhmHNNN4cbH12RrPlPKcuXja7JFpsg9Ndnq8AQZZwhkbNJzNGb94627d84XF84XF7bu3mH9PhtfRp+IK44roSJTroRK000BMtbviTHlSqjIlCuhgowzBDI26QkyNmqLuYHcU5OtRZkCGVfuiTHlSqjIlCuhgowzBDI26QkyNmqLuYHcU5OtRZnyvP2VlbO3FtiLF08a64/W63zMVrnigc22FmUqS658fE22yBS5pyZbkLEBgYxNeo7GrH/8aL3+pLHOXuyfLy4cLK8wz4uuXIErjiuhIlOuhFqGjM8XFkHGlXliTLkSKjLlSqgg4wyBjE16Rsg46T48XHFcCRWZciVUWjJmbHKXnisfX5OtRZnKkisfX5MtMkXuqckWZGxAIGOTnpyMG+sTMl5YBBlXaYu5gdxTk61FmUohY8YYYwMNOwggU+SezJ2Pr8kWmSL31GQLMjYgkLEpT58xNkbN2KQt5gZyT022FmVKgYzJQtTpqcnWokxlyZWPr8kWmSL31GQLMjYgkLFJT9SMjdpibiD31GRrUaYS7sATf3fl42uytShTWXLl42uyRabIPTXZgowNCGRs0hN9xkZtMTeQe2qytShTwZrxw8aaIGPeROHKx9dka1GmsuTKx9dki0yRe2qyBRkbEMjYpOdozPrHj+81njTq7Ouv2KuvHjbWnjTW2UmfjcbyE3HFcSVUZMqVUDV1U5yenpKFOBUyRe7J3Pn4mmyRKXJPTbYgYwMCGZv0HI1Zvz+pGX/9ir36avJvkHEltpgbyD012VqUKc+b7eUu/5sxxpjv+658fE22FmUqS658fE22yBS5pyZbkLEBgYyNefqMjcbs5FuQsSlbzA3knppsLcpUKhkzdz6+JluLMpUlVz6+JltkitxTky3I2IBAxqY8xdoUT9fvPWmss68OQcYV22JuIPfUZGtRpoJk/HJ1FWSs2xNjypVQkSlXQgUZZwhkbNJTvgMPNePKbTE3kHtqsrUoU1k1Y/QZk3tiTLkSKjLlSqgg4wyBjE16goyN2mJuIPfUZGtNpq6Y5+2tfAfdFFV6Yky5Eioy5UqoIOMMgYwr9fR5F8VUUzJ+BDI2YYu5gdxTk61FmcqsGZ8NiHfAQ6YwphwJFZlyJVSQcYZAxiY9Z6u2TWnY8/ZXl/dXl0OrGuOK40qoyJQroRYm473lZZmM95aX2cWF+LsrH1+TrUWZypIrH1+TLTJF7qnJFmRsQCBjk55yN4Ug40gViuGK406oyJQroWqqGZ+d/YosxKmQKXJPVvHHn/5ayLeDSVPod8V02xJCpsg9NdmCjA0IZGzSE2Rs1BZzA7mnJluLMiWP0OhvPu58fE22FmUqS3o+/vnkX+NL1j/u3n07ZWfTeIGMI3Ll42uyBRkbEMjYpCfI2Kgt5gZyT022FmUqQsby+MVOHxZlKkt6Pv5rxq4YY2z0G/b6+L++8/b54sLL1XUZzvoAACAASURBVNVkMr6aPD/DFplywFOTLcjYgEDGJj1BxkZtMTeQe2qytShTqWTM3Pn4mmwtylSWdH78Kzb6Desfb929M6kZS53owYaKbCxmyJQjH1+TLcjYgEDGJj1BxkZtMTeQe2qytShTIOPKPR0aU7OVSUZj1j/+2zvfP19Y3F/5bo5uijghU054arIFGRsQyNikJ8jYqC3mBnJPTbbWZOpqsnqMTMaN9SeNdXbymo2nZHxFvG4bMkXuyXR+/On+pv1ZzThwPVfqoIja0gqZIvfUZAsyNiCQsUlPkLFRW8wN5J6abC3KVHzNuI6asT5P58bUlIx5N8VvnS8ubN19m/X7bHxZxpZWyBS5pyZbkLEBgYxNeoKMjdpibiD31GRrSaZ8xthQWnEc3RSVeDo5pkaCjBfOFxe27t4BGReWKx9fky3IuCLJdwCAjE16RmfW0Zid9J801h+t1+UrKa44roSKTLkSapma8cHyrGb8sLH2qLHO+iBjXZ5OjSmxNkU8GWevZxxvi0w54KnJFmRsQLEHqNjoFa+t7OQoHKd4YQWhpgU5GrOTb20g45IZj/Wk1WAwIAxSeJaIKF47Oztl4kwS7fnPtI1Tluv8z5LWcRoaU6pxRn/VEY8MPV/zJaX8FS/WllA6xqmOq1/J8z+w6LD0H7Q1Y1vmqSyJ12KecmWeAhlnCDVjk57TmvHjegM14+ptUTUh99Rka1GmUsjY85g7H1+TrUWZypJF3RQSW8dt9IFMufHxNdmCjA1IPkBUtS5XTg5NtqW6KS5HIOPKbDE3kHtqsrUoUzMOHkYe8bDTh0WZypIBMh79pqwtnZApck9NtoSegvFAxhlCzdikp0KfMT+VccVxJVRkypVQ82ZqMqfE1Yxfrq5yVvZ9dnZ2mndNrkwhU+SerGyo0ZXXrhi7wh145J7MnY+vyRY1Y+2KVoW1kjFhw6V8cpS0lV9uuNMuloyPT4zUjEmSRV4zI++00519VzLF9IxTVrrTTsjSTCV0U+wtL1fTTWHn1a/KjnAq6ZunfN8XZPyrm4vniwvdd+4qk/GEuS2ap5TlytUP8xTIeKZaggaQIb057LHdnQkZP999c9h7c9hjz3cnZLy7+6b3DX/mzs7O6emp2WghFe3s7JgOAVJSzkydDwbng8GAHRxMyPjg4PT09OzsLPSIpmivs9waU/ys4Nf2h421J4119rO/mez38fKl6ej0yq1MXWeBjDMUOkDW3kge8iz/xZE7kIea78tocjfFw8ZaZTVjO0uGUVv+D8tvT67m90Rrx6mmYoxFmUq5A+/igum8+lFd9EK2tCIZpyHRjqkK5ilRM55c21/sx+2EpyQr5illYZ5yZZ4CGWcIfcYmPeN2CmAsZvZF/5YroSJTroRKT8aTVdvOCYPkQqbIPVkld+CVJ+OwLZ2QKXJPTbYgYwMCGZv0BBkbtcXcQO6pydaiTGWv2gYyJpaTYwpkTCdXPr4mW5CxAYGMTXqCjI3aYm4g99Rka02mrpjn7a8uByhnNGb9/qPpXbNvet+QhskYMuXimAIZ08mVj6/JFmRsQCBjk54gY6O2mBvIPTXZWpSpaM04uNIiyJjc08kxBTKmkysfX5MtyNiAQMYmPUHGRm0xN5B7arK1KFMg48o9nRxTIGM6ufLxNdmCjA0IZGzSE2Rs1BZzA7mnJlvzmRKb9maS8WGPPFRkityTgYyRKQ1yJVSQcYZAxiY9QcZGbTE3kHtqsrUoU6gZV+7p5JgCGdPJlY+vyRZkbEAgY5OeIGOjtpgbyD012VqUKZBx5Z5OjimQMZ1c+fiabEHGBgQyNumZQsary/ury0EynuwaaiZUo56abDE3kHtqsrUoU2EyvmLjS5CxVk8nx5R8bf/6FXv1Vcx1voAtnZApck9NtiBjAwIZm/REzdioLeYGck9NthZlCjXjyj2dHFMgYzq58vE12YKMDQhkbNIziYwjj+OK40qoyJQroYKM5zxTWQIZk3s6mSnrbUHGBgQyNulZmIzFnfKVhWrUU5Mt5gZyT022FmUKZFy5p5NjCmRMJ1c+viZbkLEBgYxNeiqT8bNnz8jjzBeqUU9NtpgbyD012VqUKW8YS8aP6w2QsSZPJ8cUyJhOrnx8TbYgYwMCGZv0RDeFUVvMDeSemmwtyZTPGBtOa8ZDL/CzjeftrXxnf3WZHew7caesJltLMqUikDG5p5OZst4WZGxAIGOTnqlk/KQRR8ZEfRS5QzXqqckWcwO5pyZbizIV7aaQHt9bXmYHByThyUKmyD0ZyBiZ0iBXQgUZZwhkbNKzXM24PCQjU+SemBtcCZWejPlKiyBjajk5pkDGdHLl42uyBRkbEMjYpGc2GdfZSZ+NL58/f04eZ75QjXpqssXcQO6pydaiTKXWjPdXVkDG5J5OjqnotT3pzMllSydkqviLk4tS1oWaIJBxhkDGJj1TyfhhY236+OXznX8kjzNfqEY9NdlibiD31GRrUaZAxpV7OjmmQMZ0MvbxEwl4tutW6CmuZApknCGQsUlP3IFn1BZzA7mnJluLMgUyrtzTyTEVuIa/ZqNxzKomsYqjMWTKCU9NtiBjAwIZm/TMIuPH9QbvptiJqxmjz9hCT8wNroQKMp7zTGUJNWNyTyczVVq+P5uHLQ9VCGScIZCxSc8Ca1NIAhlb6Hk95wbdthZlCmRcuaeTYwpkTCd7Pn7mnGtPqOkCGWcIZGzSM4mMucTd7p4nrjiBkVkajZEpcs+5nxuM2FqUKZBx5Z5OjqlYMp5cz4d5L9vIlEWe0z0vxf3xNLbJAhkbEMjYpGcmGU/n4GtxxancFnMDuacmW4syBTKu3NPJMRXtMx79s7yLeIioTIZKJyczFa+rxP16RmN20t++e/d8cWFv5TvM+7X8TFcyBTLOEMjYpCfI2Kgt5gZyT022FmUKZFy5p5NjKnptH41Zv/8IZJxfBj5+yu+xnre/snK+uMD2XjxsrE3uBZrO3a5kCmScIZCxSU+QsVFbzA3knppsLcpUEhmnj+VyQqbIPZkRMkbNuJCq//hTMI6rHAfJODTeXckUyDhDIGOTniBjo7aYG8g9NdlalCmQceWeTo6p0PkwHrMxyLig7Pr4EhlHx7tdoSYLZJwhkLFJT5CxUVvMDeSemmwtyhTIuHJPJ8cUasZ0sqWbQmHHb1cyBTLOEMjYpCfI2Kgt5gZyT022FmUKZFy5p5NjCmRMJ7MffwbJ4b1pY1bicyVTIOMMgYxNeoKMjdpibiD31GRrUaZAxpV7Ojmmks6HQqsaI1NWeCqsUW1LqFkCGWcIZGzSE2Rs1BZzA7mnJluLMgUyrtzTyTEFMqaTuTvwAo+wYSR3IGMSFwsFMjbpCTI2aou5gdxTk61FmQIZV+7p5JgCGdPJlo8fzR3ImMTFQoGMTXqCjI3aYm4g99Rka1GmQMaVezo5pkDGdDL98adrt3ne/srK3vIyyHjmQ+JiVrUEDSBDenPYY7s7k6vn8903h73BYHB6ejr76/PdyR0bP/3p/zx8ZTRYSEk7OzumQ4CUlDNT54PB+WAwYAcHYkcPPlTFgA39lT9yenp6dnaW6vx6MHidN/hrJRfHVOy1XX78cb0hPz4fcjFT6oqO7sAcvbv7pvfNIHhBsFYg4wyhZmzSM73OJN/L/NOfsvGl7ydty6M/VKOemmx1eM5p1cSwrUWZ8oZpNb9CFcFMIVPknkznx/d9P/HaXui3BWTKCk9pdE/m4sh6I7aEmiCBECDjGMmABTI26alOxn/917lW+aEP1ainJlvMDeSemmwtylQy+14xP3yPjs/YFcG3WWSK3JOZ6qYAGeeXLR8/2k0xnaMf32s4QcZCIOMMgYxNeuaqGY9+YzJUo56abDE3kHtqsrUoU+lVYdSM7clUliog4+juwSDjArLl40dHt2s1YyGQcUDRn+PlA0T1Y71IJOGv//LJUdJWfrmm81g1wpzdFDpCFf8mSZbv+7SHVERFZas7+xXMDTaPU5br/E+VpZkKzo4+u/L53Tlxfw0odlctNdl/9SMfp7J0jynaeWr2O3v02i7OAc/bX13eX11O+QZl0TylLFeufgXnqdDY5z0zeshYd/ZBxhkirBlrvTiGPMsPD+5AHmq+IWcHGdsJRlFb/o8y5qHXujiLc5EcBB0fX9NXI4syNZsdh/wB3/dDd69rqhlTXfRCtrTSgZu0Y6qieUp53SGVaA3PU8rSevUzP08ld1MIMj49PS0fWwXjFGScIXRTmPS0g4zt99Rk69zcYL+nJlsbMjWZrrK6KfaWl9FNQSsnx5R8bT8+KUzGYVs6IVO5X5PQTfF0/R66KeZNsQeoZEWqspOjcJy2lLetIWPLC7GsdCk69rWa5gatJXNZFo5T5k55OzSLZ8Qp/w6ewjSjMXv+T9Ma0jHVmC0/Tis7/3WMUx28pX2eoiBjW+apLInX2tz3QjBPxZLx8QlhN0Vl4xRknCHUjE16qtyNIUbj0Iu/KhD1L1JpPjOlrDmvmhiytShT2WS8K8+U4i9lJnVkityTme6myPXbAjJlhWeeO/A03WRFJZBxhkDGJj0VyTjrXo3CQqbIPed8bjBka1Gm0sfjaMye7z6uN6JkXEbIFLknM0vGEaIyGSqdnMyUukDGUR8SFwsFMjbpmatmDDJ2wXPO5wZDthZlyvP2Vie/4UiPTu/AS64ZByT9zqPykw8yRe7JbCXjKvteyD2dzFSsYodlUqVfmqMzQy3wEy/I2IBAxiY9UTM2aou5gdxTk61FmVLoppjckXNyQrUGOTJF7slsJWMDodLJyUypK2n/y3gynn5bLi2QsQGBjE165q8ZR79xlmgzNv3xTdtibiD31GRrUabCZByc/xRrxjmFTJF7sorJeHwZPk9Axsoy9/GDaBvdHZrr4mJ/ZeXl6qpKzbiAQMYGBDI26Vm0m6IMDRcM1ainJlvMDeSemmyNZ2o24ujvwMuuLSFT5J6s8ppx4AQAGeeR4Y+fuS5NVs245HwNMjYgkLFJTxUyHo1Z//hJI99uovShGvXUZIu5gdxTk61Fmcrq+x8MBom1paJCpsg9GbopkKm8ytdNwRgTUCx/+83dZQEyNiCQsUlPVTLuz8h4PI7MtMX7mZApcs85nxsM2VqUqZxkXCpE2VOD5jxTWTJJxlzecH91eW/lO5nnCTJlhWfwDrzZl944Mo6rExecqUHGBgQyNumpXDN+tF5/0qhP+9VMhGrUU5Mt5gZyT022FmUKZFy5p5NjKuXarrhrTGWh0snJTKkrXzdFXiVy82BwXtQzUSDjDIGMTXrmI+Ok56BmbJHnnM8NhmwtypQiGZOuJ4NMkXsyK2rGnrhzS9WWTshU7tfoJeOIpt+gUDM2IJCxSU+Vq+f4kvcZP2yssT76jG33nPO5wZCtRZlSIWOVcZ1HyBS5J7OBjOOfE1PpQKas8NRFxgm1rWmP8mDwOr9nhkDGGQIZm/RUm0F9xn7zsy9z7SaqKGSK3HPO5wZDthZlqigZ27a6oiZbizKVJZvIuJ7+DQqZssKTiozjrw9XfmI3BWrGlQtkbNJTubY0+vJLHTvhIVPknnM+NxiytShTqBlX7unkmMpxd/V65nmCTFnhqYmMx2M//M05UEUGGRsQyNikJ8jYqC3mBnJPTbYWZapwzdh/Y9X9AJpsLcpUliol45g1hXJc/5EpKzxJyfhJo/643gj9phT7yxLI2IBAxiY91bspvvwZyNgJzzmfGwzZWpQpFTJWe6a6kClyT2ZLzfj40XqAkAyESicnM6Uund0UcZpUjkHGBgQyNumZNkICO+j8f1/+XyBjJzznfG4wZGtRpnKRMdEKFcgUuSczT8bTK7zCvjDIlBWeVGTsefsrK+cLi907d1S6ra7Rqm3RAUCyVVIBgYxNeubppsAdeE54zvncYMjWokyhZly5p5NjSr3XPGlntVhbOiFTuV+TTcbDweA87Wbb0Zid9Lt33jlfXMhDxnNdM9bKvoXNQcYmPZWvnkd/9/Ok3UTLnFfIFLnnnM8NhmwtyhTIuHJPJ8dUDjL29ldW9pbTfltApqzwzCbjX/MV1vik7Pt+GJJ5tXhxgb14MdvX9pqTMUuFGNSMq/fUZEtJxtOBJcj48b1GiIwrCtWopyZbzA3knppsLcqUOhmPxuyk/7jeCHybLbR4GzJF7sksI2PUjFNky8dPJmPxi26GrTeckPHeC5V1rIuHmiW7yNhCgYxNeparGZf/NoVMkXvO+dxgyNaiTOUj4+Mna2vR33nyCpki92QgY2QqrxLJmPfDfFcm48lCE2JFGvl8+PoVe/VVlIynT65inxeQcYZAxiY9Fe7A4/gryHiyEx5qxrZ6zvncYMjWokypk/H0+XvLy5HfyvPt6I5MkXsym8h4j9+pOQQZx8uWj5/zDjzRU8GYEhlL/ysdapZMknG3263X671ej/9np9Op1Wq1Wu327dviwXa7XZuq2WwOh0PZodfr3bp1K/SSXq93+/btWq1269Yt8WBhgYxNeuasGYd/mZ0o3yxbMFSjnppsMTeQe2qytShTucl4WH6FCmSK3JNZRcaT3+J/XeXv6chU7tckjf3x5Wwvw+e78bmWu8mV1i0pF2qWjJEx52BBtN1u99atW91ul/+p2Wx6nscYa7VanU4nyaTVarXbbcZYu91utVopDxYWyNikp/LV89mzZ4xR3tPDhUyRe8753GDI1qJM5a8Zxz0fNeMccnJMKa5V7/vopsiULR8/KVNyrlPJePLanHtkzg8Zt1qtpaWlzz77bG1t7ejoiDHW6XQExfZ6vWaz2ev1PM/b3Nzc2tqKNen1eu+++64Aa15+7vV6GxsboQdLfTCQsUFP5REyueKAjK33nPO5wZCtRZnKS8ajMXt9/Gi9/kjtbhslTyLNeaayZICMfcb8yE2YozE76T9dv5fSKYdMWeFZmIx9xi7CZKy6NoXPzk7nhYy5kshV1Iw5Ii8tLYX6JcTL19bW+IO9Xq9er29vb8ue/EFeh+YqcEsWP0C0K2PYch4bss1HxiffqtQVnj17xkdXXM9iJaEa9dRkS+vJB9Gkuk8t+z++VlsdntFMKV0GLy7S19iKIePoTtE5F6i4tplyeEyp1wVH46QVOWXbMruLZ4RKpMk8pUG2nKjFyPhyFM6v2rxfKtQsWUfGvEuYd1DILRbtdlu0WIiXb25u8kcEBIsHfd+PkvEs3Klu3LhRS9WNGzd2dnZ2dnaePXsm/i9UjY7+7ufsp3/1+F7j6fo99tc/Pfq7n0efIzLy7Nmz0Zdf8pE5/tnPqo0Uyq1nz55hNFmrUGrUMzX68suXq6v7KyujL79MfeI/7uz84850jE9mwYQxDoXk7mQkYlbP+9Hf/Zz99U8n5PTTnx79fHtnZ+f5s53nTn16eZ4yG4k+8bH/cnWVj/1Qric14L/661CuRX4f32vw/KrM+7plFxlvbW0tLS3FNhZHMXdraytaHk6vGReQ1m4KwlJ09JbPwpJfrunLqGqEWXUFUVvaSemmKLRCqgh1ZkORLN/3dRSNGF2mdGd/R//viVTDSsc4ZbnO/1RZmqnUborZ+S9G5WjMXh8/bKwFuynyHXP7r37k41SW7jGlZZ4ajdnJt4/vNUrVjKdnkY79ganGqSxXrn4F56mUmrGoAUdrxtH8KvyeoPvqZxEZdzqdmzdvhkBWfP4o5vKW4sPDQ9nq8PCQ9ygzxra3t9FnbKGtxj7jwPNfy71r2kM16qnJ1sVZ3HJPTbYWZapAn3Geu22UPIk055nKklvdFNEHS1z4Ez1LyslMqatYN0V0xx/L7sAr82WjLBl3u93vfe97ISyWF6mIdlOw4DIUH374YfRBrE1hoW1FZHx8UmyWLRiqUU9NtpgbyD012VqUqVxkLOBFYQfgFCFT5J7MITKW78EqicOxodLJyUypSxr7AZpMJ+PoFcMyMi7lU+A1MhnL6xbXarW3336bP95qtUKLHMvFY7F0cex6xtGb9op8MJCxQU+ldQ2vmLgHhaL+VDBUo56abKu5r4tErnx8TbYWZSpvzVjtVelCpsg9mUNkzK4Gg9ehR8rfjYdM5X5NsZqxfWTs+75Fe+BFS9a+75M3+uQVORmTd5pyxf+cVPToae2KC3mmBZm3ZszrBUOytdtIOu1Cr9U3ixMGKTxLRBSvKqsmJQ9INbxFkjWLMhWZ55TO/3J3CJQfp5Wd/650r2qfpyjIWJwgaaEWrSITjlMhmzvCCeYpRTK+HGW8KvncqGycWkTGhFI8P1SeFjpAJMPDlm94hmxpuyl4RnZ2dmcP0a1qjEyRe86+w2AlRIs9fd+vps94tjfsSf/p+r2UXtIUXbdMhcaOk7/Rk9SMpyt1TnfI0xMqhabzlIOZUpfn8bUpUDMWsouMCYVuCpOe+WvGjIGMrfac87nBkK1FmSrQTeHP6CdlN4cUIVPknsxaMhbPHI3ZSb97553zxYXzhcWtu3cCf2WsZE8FMpX7NfPSTcHmtWZMKJCxSc+iZDytIoCMrfOc87nBkK1FmSrWZxx+7ZDl+VUBmSL3ZNaSsfjWJM6Wocd+eUC7+ylDpiog46RzAGRsv0DGJj1L1Iz3lpcn82uJm5WRKXLPOZ8bDNlalKniZHzFPG9/tch3WmSK3JNVSsav0+hH3iPtJGFVr4MDQclUTVrIVO7X5CXj8eX08TrI2DGBjE16FiPjyC+zhVtakSlyzzmfGwzZWpSpkjXj1eX91cnabagZK8rJMZW/Zvz4XmNSM46cY28Oe6zff9RYf5i8G0jxUOnkZKbUlUbG/UeN9Yya8fhy0v0CMrZfIGOTngXWpvAZG/1z5srw9KEa9dRki7mB3FOTrUWZykPGYWgpeocAMkXuyeypGcvdFK++Yl+/etJYf7i+zvp9Nh4zxnzGXg9OGaO8w4QhU/pqxpkEDDK2XyBjk57lasYgYws953xuMGRrUaZo+oxBxjnk5JjKWTOe7JE2JeNH63V2ciKu7RPbiwuQsUnPvN0UKs8HGdspkLFJTxIyHv2milCNemqyxdxA7qnJ1qJM5SfjWeV4NGb94yeNad+h8ndaZIrck1lGxpPr+d6L88WF0Nnl+28mO33Mzr1f86pkmaUhkancr8lDxmk7D4CM7RfI2KRnyggJ/hALMnYl1DmfGwzZWpSpMjXj0Zj1jx821sJ9h1lCpsg9mb1k/Ft7K98JnV0T22CfOlmodHIyU+rK12ecfMctyNh+gYxNeiqOEJ89fyZdcab3MsfcjaEvVKOemmwxN5B7arK1KFOlybjA7u7IFLknq56Mk8q74o7q9Trbj6kZM5mMM7oprtRrychU7tfkqhn7PropHBbI2KRn1ggRheOYKw5F/QCZIvec87nBkK1FmQIZV+7p5JjKzLW4uAd39OjeuRN9vjIZB50VQ6WTk5lSlzoZp98LBDK2XyBjk54lybj03RjIFLnnnM8NhmwtyhTIuHJPJ8dUeMWucQhWI+uWDPdXVmjIOF3TN0amcr+mBBkHqvggY/sFMjbpWaybIvRLTYm135Epcs85nxsM2VqUKZBx5Z5OjqnsXAf3dva8MmRcYFFjZCr3a1AzjvqQuFgokLFJz2JrU3DNVvAZFo3U9Mc3bYu5gdxTk61FmQIZV+7p5JjKm+vU7rgiNeMoLAcfQaZyvwY146gPiYuFAhmb9MxHxrMaQ9qKMJpCNeqpyRZzA7mnJluLMgUyrtzTyTGVttPHVcyaJJEV2WJs83VTXEn/Sw2VTk5mSl3qZOx5+ysrL1dXxTNBxo4JZGzSs0zN2PP2V1b2lnEHnl2ecz43GLK1KFMg48o9nRxTBWrGyedV2T5jqVos/olM5X6NChnvPOdkvLcct15b9PkgYzsFMjbpWZSMfcbYuOAsWzBUo56abDE3kHtqsrUoUyDjyj2dHFNFc51mq7Bqm++/yXgm7sAr7JmzZgwydlggY5OeZWrGozE7+RZkbJvnnM8NhmwtylQRMp7+oh1erwB74CnJyTFlhoynUngmMpX7NUlHdXzJXh8/Wq8/Wq8LMkbN2G2BjE16liTjfv9hYy3vTrMFQzXqqckWcwO5pyZbizJFUTN+XG9k7P6g7llCc56pLIGMy4QUKyczpS6VmvHf/4K9+ioj7yBj+wUyNulZlozRTWGd55zPDYZsLcpUaTJ+ut54WG+wPropVOXkmAIZ08mWEzV11Tw29PaWl88XF9iLF08aqXsfgoztF8jYpGfpmjHI2DbPOZ8bDNlalKkyZBx2iFmFoKBnIc15prIEMi4TUqyczJS60o8qX5F6cYHtvUDN2HmBjE16lq4ZP2lIv8xqDdWopyZbzA3knppsLcoUBRm/XF3NtcIAMkXuyUDGyFReZZLx6vL54gLb+++P1utP1++BjB0WyNikZ5ndoblm+30UWbsNmSL3nPO5wZCtRZkqR8ZiJfJc6y0iU+SeDGSMTOVVuZrxbOk8kLH9Ahmb9MxTM47f/zN15yTKUI16arLF3EDuqcnWokyRdFNIY1ZlX19kityTgYyRqbzKIuO95WW/VvNrtYwcgYztF8jYpGeZbgou1Iwt85zzucGQrUWZKk7G07Xb8u/XgEyRezKQMTKVV2lH9Yr/1a/9C79Wy/hFCGRsmwJbFDLGggco+tdiEomkMmTBk6OkrfxyTUNONcL8NeNwhSnzCphakiI8qsKE9pCKqKhsdWe/grnB5nHKcp3/qbI0U6kjLv78D43B0Zid9J801h+t11lfab1F+69+5ONUlu4xRTtPTdxKk3FMplLWRgh9BDUyph34zJ2rX8F5SqGbwq/VrmJqxsE9uhXODd1XP5BxjOSDjpqxSc/yNePUdWSM/Eo7n5lS1pxXTQzZWpSpAjVjUjIm1JxnKkuoGZcJKVZOZkpdCnfgJXRT5CbjsqFmCWScIZCxSU+dZKwiZIrcc87nBkO2NmRqUlAo32fMlWfkIlPknqxKMj4+0UTGMQXU0Zj1j//2zvfPFt4C5qU+FgAAIABJREFUGRN7ph//ac0YfcaOqZagAWRIbw57bHdH7Lf+5rA3GAxOT08Hg8FgcD4YnItn7uzshF7Ln/bmsMee7z6trz9a/wHb3XnT+2YwGAwGrweD18lvm/5XqJSimYLsVLFMsYODyex4cDAdqrEKjN8SPpCTYyr22l5SKucMf9+tu3fOFxf4M6U/ar/yu5gpdaUff/7XGRkHjnxAqfN+RQIZZyj2AJVp5SHvNOWK9Swcp9auuJBnWpCZq7ZNX5v4XXw0ZievnzTWH67XWf9Y/DKbemRmv+yIUEtmXP5PHYeUle6Ki32tjlB3dnbIu/cY9fnPtI1Tluv8z1KV3auqcWbV7VRDzVM3Kj9OKzv/dYxTHZVI7fMURc04fP4n/M4QOGiXI9Y/npGxcs2YJGs2d4QTzFPpx3+6atvW3TsZXVLJY7+ycQoyzhC6KUx6luimmN3nEexZzHXlQKbIPef890RDthZliqSbwp+M/YeNtVxkTKs5z1SW9H183/eN9RmPxjFkHHfTCTKV+zVq6xmXIWOyUBMkyBtknKHQAbK2wEP4BVd2IA81XykiBxnvxr6X8t08szqxfJGcXcfpVLJolGLL/2F5ebuaucHacappcRKLMqVAxrHZiYETn7ELpW5jqnFawflPMk5Doh1TFc1TRGQcOP89hT1iYsk4ztaiMZUlW+ap9ONPR8YVjFOQcYZQMzbpWaRmHLnLNed97gVDNeqpyda5ucF+T022FmWK6g48LrX1yJEpck9WCRkr/iagaptNxldsfMleH//Xd3J3U5DIyUypK/34X1y8XF21vGYsBDLOEMjYpGfaCAkQcGqfsUTGo9/oCtWopyZbzA3knppsLcoULRlHu6HCdawrxq6QKXJP5kjNOGBbuJsiPVQ6OZkpdaWvJ+15+6vL54sLW3ffBhk7L5CxSc9MMp7+BJtGxv3jJ406asaWeM753GDI1qJMFSbj2K16kn/ziXY9kWvOM5UlkHGZkGLlZKbUpdBnnLhD3ux/IGMXBDI26Vl+PeMi3RQxa1MQaj4zpaw5nxsM2VqUKfKacb//qLH+pFFnJ9PxG2lJRqbIPRnIGJnKK4WdPvZXl5k3zPABGdsvkLFJTxoyPn5az1UzBhlr9JzzucGQrUWZKr8HHn8sskdAiufp2YD+nta5z1SWQMZlQoqVk5lSF9XOgiBj+wUyNulZnoz5nDsU31bz7YSHTJF7zvncYMjWokwVrxkHf1GVdXGxv7LycnVVaY1klW3f1TTnmcoSyLhMSLFyMlPqUjj+p6eniS8XzVQgY/sFMjbpSUHGjBXfIxqZIvec87nBkK1FmaLtpgh5Dr1Y6EWmyD0ZyBiZyqvM43/ln52iZjwXAhmb9CQk4xw1Y3RTaPSc87nBkK1FmSpbM6b1LKU5z1SWQMZlQoqVk5lSF7opoj4kLhYKZGzSs/weeFz5asYgY42ecz43GLK1KFNaa8YBz1nrBTJF7slAxshUXimTccYeIiBj+wUyNumJbgqjtpgbyD012VqUKU1knHpXOzJF7slAxshUXpHWjJ80QMYWC2Rs0hNkbNQWcwO5pyZbizKlg4xn1wFp7baSngqa80xlCWRcJqRYOZkpdaGbIupD4mKhQMYmPUHGRm0xNxR+bcoCCbaFmiTbyDhlJ2GMKXJPBjJGpvIKZBz1IXGxUCBjk54gY6O2mBtKOgT4ePofM1u71xezjYxTrgMYU+SeDGSMTOUVNRk/aqyzfuTciOzeBTI2IJCxSU+QsVFbzA2kfhpvF7MoUzrJOH6mxJhycUyBjOlky4lKXzOus/4xG18GVq3xvP3V5fPFha27b4OMjQlkbNITZGzUFnMDuWeMLUXl2KJM6STjx/UGasZROTmmQMZ0suVE1dRNMR4HLpCet7+ycrbw1tbdOyBjYwIZm/QEGRu1xdxA7Fj0PMyURZlCN0Xlnk6OKZAxnWw5UXWRcbhmvLe6PLiJmrFRgYxNeoKMjdpibiB29Ly95WWQcQHXyR7vCc4YU+SeDGSMTOVVNXfged7+yopfq/m1Gt+9C2RsQCBjk54gY6O2mBtKe1yFO+RQMy4carIzxhS5JwMZI1N5VREZD/dXVq44Ga+sgIzNCGRs0hNkbNQWc0NJh3ALsTgPh55PuTSFTZkCGVfu6eSYAhnTyZYTtfqaMcjYlEDGJj1BxkZtMTcQO3re/srKwfIK8zwyKGaMWZUpjWQ8VCJju9fCsyhTWQIZlwkpVk5mSl2EZPx6uhZN8Nzw2eQ6wMmYX0vPTkHGlQtkbNKTioxHY9bvP2qsJ+2hRRCqsuYzU8qa87khVoLVPG9/ZeV8YbF75055GpBlUaZQM67c08kxBTKmky0nqt6a8bQzDTVjGwQyNulJScZFrsLIFLnnnM8NsQqS8dlbC9t377LjE5AxlTPGFLknAxkjU3mFboqoD4mLhQIZm/QEGRu1xdxQ+LUxP+n7jF2gZlyOjFeX91eXmTcMHVuMKXJPBjJGpvJKKxlHfnljey8mvwM/31X/HVhRIOMMgYxNetKScWP9SWOdnbwGGRv0nPO5IU1Xk92bQMbFNPrn0K6wBJ6pcuGkYszRMQUyppMtJ6puMp4+/rDeYF+/Yq++mjzn+S7htZQLZJwhkLFJTyoyzloPlSBUZc1nppQ153NDWDGrtoGMCwY0vVsAZBySk2MKZEwnW05U3d0U8uMgY7MCGZv0pCNjxtLubU8SMkXuOedzQ6yS78DzfZplFCzKlKadPnyfjcaBmrF0NcCYIvdklZDxw8YaORnvLS+DjM14Khx/Jdvx5XTer4OMLVXoAJWZycRrKziPy8+43IE8VN/3zZFxwZoxFb4IT1pDYcv/QXKKhjwJVc3cYNc41bk2haZxynSSccHshMg4UjOmuuiFbGlFMk5Doh1TFc1TRDXjwPmfk4xTnplvnlKW1quf+XkqDxmnmSvXjCffrEDG1Qs1Y5OetGQsz6x87basgY9MkXvOedUkXTZ1U2Qu+2tXzZgxNs4iY7qdU2RbWmFMMfELgLluir+9833UjOk93e+mELwOMs5Q7AEqWZGq7DwuHKct5e2sq6d4bW4y7iutauxKIZaVLkXHvlbT3KC1ZC7L+Dj12ZWf0mc8vgx0IRcKkv8jX6gRhAw8MP2P0JhSPZiR2ZHs/B+N2Un/cb2RQsZXRdm4svNfxzjVwVva5yn52l50BcPw+Z9AZvxpkycX7aYgyZpuMjY8T6Uef2GbHaQyGT++10DNWLtqCRpAhvTmsMd2d8T3wjeHvcFgcHp6Gn3mzs6Oktvz3QkZP9990/vmLMZpcHo2OD0rHTqUIJVMzZHOpf8N2MHBjIyn57NBxQ6lweD1YPB6UDRT/DPur6ywg4ME/4Li43dCxru7b3rfEJo7LRfHVOy1vaRUzj3+vjMyPjgo/77qcjFT6qIa+0nzfuDxv/8F+/ufP2nUHzXW2S79tRRknCF0U5j01NBNEVtzIghVWfOZKWXN+e+J6eKrti0u2NBNMVFyC0LeTE1KQfrWpoisMOP7Po8fY4rck1XZZ1x615tBQs04pjyJO/D0eSocfyXb6bnxqLE+u9d2umrbpE7Mr5/57x1SFMg4RnI6QcYmPWnJmCvPWEKmyD3nfG5Il+ftry7z3Zsy7hPKqYxQC80fVvUZp/tjTJF7MkfuwAvYYtU2s55V9hmDjKtU9CuOfIDIl1gibLiUT7iStqGuoDJWsRqod9rpJeOhSqji3yTJIu/eI+8I1539CuYGe8epRMblr+Y5MhWcPxQ/jg4yJjj/Z/6/Fl3a9l/9tN65YXP3atRT7vctQ8YxmaImY/I7Ily5+hUcp8nHP9/5Pxqz/vGTBsjYYqFmbNJTc8048yKCTJF7znnVJF2et7+yQkXGsq5nzVgrbmqyxZia/As1YzrZcqJS1Yzj1zO+4o8/vtd4XF+b3MEs7RifO9pUgYwzBDI26YluCqO2mBuIHUHG6KbAmOICGdPJlhO1qm6Kx/XG5PHZelM/YP1j+d6hkrVzkHGGQMYmPUHGRm0xNxA7goxBxhhTXCBjOtlyouojYz/h8emO8U/XG9N1MEO6KrYyJsg4QyBjk5429RlTaT4zpaw5nxvSBTKmJOPZ+MWYIvdkIGNkKq+qvwNv2pEsr2IRrBaDjPUIZGzSUwcZj8bs9XRFmKzVgpApcs85nxvSBTIuf1Tjxi/GFLknAxkjU3lFSsZPGutPGuvs5HWAjE/608cD3RQPG/9LuJsitMsSY5ySFXfKBBlnCGRs0lMTGStfkZEpcs85nxvSBTImIePI+MWYIvdkIGNkKq+IyTh0blyx8SU7+fZhYy2mZqy8RwHImEYgY5Oe2sh4MrrCNePwLy/IFLnnnM8N6QIZE5FxaPxOPQv+cpokN04qR8cUyJhOtpyolXRTBHb64Dr45XSFCpXrm9JVAmScIZCxSU/UjI3aYm4gdgQZo2aMMcUFMqaTLSdq9X3GvAD8y4Pk90WfsR6BjE166iTj2covyb+wIFPknnM+N6QrRMZDj2ojARUyPlheYZ6X9lNicBjYS8Yn387WOh1fEngmyI2TytExBTKmU7FQA3eqRabARM+UdgQTZMwYYwcpZFxQIOMMgYxNelZcM1a/OpTQfGZKWVbNDVV7hmvGZKvT56sZ+4z52et92kvGGTVjsp4KN04qR8eUSTLuX0MyVuyvzfYEGefyIXGxUCBjk546yJhL7fdlZIrc08lZnEqet7+ycr6wyF68eNJYV79rJFPZZMz78PJUqS0l4/El6x8/XW9Mjh66KRwdUybI2GeMjcesf9y9c+d88bfSO1PnJ1N5oTjgmed7Jsg46kPiYqFAxiY9QcZGbednbrDE0yAZB852pdnOUjLms/ww8C4YU+SebB7JWLzvrGZ8cZEdKp3syZT8k5Hv+6H/ZAEyVpYhMn5z2OP7fcgdViUFMs4QyNikpwYynlwC0sbwjBuQKXJPe+YGA562kLGSrCXj6LtgTJF7srkn44XF/ZXvys8M9RchU7lfY5KMyc4lLpBxhkDGJj3JyVj8rhQ3hqM/OiFT5J5zPjcIRU4mUek8X1xgL17kWoMzUypk/HJ1NXnGiqki20/Ge8vLIGPm6JgyTsaLC+eLC1t374ienMRQ6VRdpgp1UEx1xdgVyLi8CQMZ55IrF1xNttbXjAuFqqz5zJSynJzFqRRTM+b7NpW9Y0yFjH+5spqxNkVQ1pKxzxjzhqgZCzk5piomY0GKsWQsfzudPvNaZGq2h9xa6Di4R8bRPfNKCGScIZCxSU99fcajMTvpP643Hq3/ILSrZMFQlTWfmVKWdXNDlZ5GuynOFxe6d+6o9+FZRsazqjb6jENyckxZVTOOGxHXIlNTMo5eixwi48FgEL0mlBTIOEMgY5Oemsk4k06QKXJP6+aGKj3NkvHC4oSM1SjEMjJOexeMKXJPBjK+DpkS82BjPdRVcnp6mtutCjLuT2vDATJWfHd1gYwzBDI26QkyNmp7LeaGKj1BxiBjjCkukDGdSpJx9847odWdfd+XPVWblqnIeHw5PTfqijVjxXdX/zAg4wyBjE166usznnVThOlEHjjIFLmndXNDlZ4zMt5/Uv9t58k4do4BGVfu6eSYAhnTiZyMC3pW0k3xpFEPrc6GmrEBgYxNeuqrGV+O2En/6fo91Iwr9rRubqjS09Ga8ZSAZ8taldgHC2RM7unkmAIZ06k8Gf/q5qIDZBy3lycTjR8g4yoFMjbpWVk3xeg34i/yqpbIFLmndXNDlZ6OknEugYwr93RyTIGM6aSjZmxjn3GC/8RTrUNSLearWq1WbuW7iUDGOeTKBVeTrRXdFFzVzOL6PTXZXou5oTrPK+Z5+6vLbpCxz54/2ykyNYCMK/d0ckyBjOmkp5vidWQ1yay9M/WT8d7yciVkjJpxlkDGJj311Yy5QMaVe1o3N1TpKZ9vpL/9kZOxz1jv5z//yQ83Qs+PYeXQQyDjyj2dHFMgYzrRkjEf0Nwze7zLmp+aMSOrGXdSJT81tAej5QIZm/QEGRu1vRZzQ5We7pAxY2z05Zf7q8t7K99JjjCuhgQyrtzTyTEFMqYTCRnvLS+zi4s0T58xPxUXtZPxMOg/uf5MGj/IuykoVGsmSwdcapXM7iBjk56ayDh1j+iCoSprPjOlLOvmhio97Sfj0fgnP9xgX79ir75SoYek9wIZV+lZxZiSgWjy76zf1uM9p7/RW0DGZwtvgYzzr02RnPdKasZiT/iwpzoZy/4v9qOfnU3Ar8gZHlLNm+ri4sIL6tatWyXdDSqWjMuUvUMrBVIp1rNwnOKFFYSaFmTW1VO8lqpmHApGhFoy47GetBoMBoRBCs8SEcVrZ2dHx69GtOc/0zROqclYdZzGkXH44EjEcFWr+bXa5PkJM0f6e6mMqVwKR5tAxuWveLI0Xf3Ix6kO3iq4om2W4mvGxyfFyDh8/ieMqcBBm57nZwtv5SJjkqzpJuPMIGNG/ZSMZ9eH8SVjV0knf4Gaceim9uwjmaebYnaiFiXj6LocjLDP+MGDB0dHRyReVgk1Y5Oeursp4v1n3xSRKXJP66omVXraUzNOWIf4fHGBvXjRvXNnQsNDL/eeq1XVjOV7cTCmyD1Z8u/p8RqNWf/4TzY2Jt+7Ep4YIuOHjTXymnG0phiN82/vfJ+z4ISML0eskhKGdVe/WDIejQt6Khx/jX3Gkef4vh9f9x2N2cm3CjVjAtU+/PDDZrPZarU6nY6XfFzcajJmwQNEFbwrF1xNtlaScT3WH5ki97RubqjSM0jGL1dXKyXjxYWt73+f9Y95TWj214RayyRTnre/ury/mkobkfdCN0WVnlaMqfEl6x9v3X1b/OYQ7QcVnr7vm+ymOPkWfcbyjlcxZOwHPKveA0+BjBPr0ModNYKMzxbemt19OPWhXJui1+u12+1ms7m5udlut7vdbhSRnSZjKrlywdVkaxkZ959E9mEvEqqy5jNTyrJnbjDgaa5mvLe6MqmQRc/zKRk/jCXj0K/e43HSFXxybddJxknzH8YUuScLh5rQcyl6jj1vf3XZr9XE/2LPgXA3Bb/2Husi4xjeGI1Z/5j/KnK+uPBf37mmZDzRlIzPFt761eJNkppx+vHXVzNWvP6E/WNrxj67Qb5qm+d53W633W6/++67zWaTxL0yRROplYwJvycEvuGVs61gqwvVCOnIOP5bb5Y/4VEVJrSHlLwjXHf2K5gbyH/bIRunpGScI1Ppd+DNIhnKD8/I+OTbCcGcvA6+9oqxq1yrtpGd/8lkbOfVT+udGxV0r2ZXDbPObZ9d+exqdvEvXTOOyVT2mLpi40vW72/dfSeuZhyg/5Id4bGy5+oXrBlPK+jf/34aGWeeBMnHP9/5T9RNoeQf301BtzaF+NdwOORkzBemIHGvRrUEDSBDenPYY7s7kzP4+e6bw95gMDg9PY0+c2dnh8Q/1hwiVLFMzYfYwcGkg+LggB0cTK7gBwcVvO+MjKfjaBA6/3f/7zeHvcHgnP/p7Ox0Z+cfg8+ps92dN71vBoPXme/FP5em0XR6elrl0bNflYypc3FuDAav5XPgzWGPPd+ddOPs7r457LGDX076TWOyM3lt4Lx6vvum9035EFXOPfbL/3d/ZeXsrQX2s7+ZxUzx7iqy7erHcxfoppCuD3lHGdXYT5r3VeJReQ73f9KoP2mss5/9zYSMDw4Gg8Hp2eD0bDAYDMjIWJSK07spnFPoAJHcoDowu+CDmrgDeaj5ikZ6uymmFYKEnXVY6GcaIg00lCKYO8toVPN7oqXj1PP2V1Zerq4SdlMojVPP21tejqkZj8as33/UWH9cb4THl8+ePwt0Uzxdb0zvW0+VQjcFwfkfdwce1UVPSOuFmvAiQDumcpz/0joPs05NxmLv2pT3jxCvLd9nHDj/Ve7AC+/Q/gO299/l+IWtc1e/ImeUfI/B3otZ9XQ0FsSc9+5bxTvwiqxJlb5qm/QclZrx1t0754u/ldT5Q7me8draWsodeM51GHOhz9ikp+4+Y67ksYRMkXta12lXpafBPuPl5dkcINbzTx1fMX3GKgSDO/Aq9zTWZ5zzV2+mgYwDtipjKkjGDxtrASKMDZVO1l39ZDJ+8f/MVqQZj9nzZ7M1aojuvlUNtUw3hcp5Ja1QqZ2MO51Or9cLPeooDcsCGZv0BBkbtb0Wc0OVnkZXbYuZA0QMQy96pQYZu3FSGRxTs/Pn1/6Um33fV7ii8n5f82T8+F6Dk/H54oK0mq8cKqWsu/ql1Ix3nherGZsi4xz961WSsdjXYzgchnb6WFpaInkPIwIZm/SkJOO0nXvSuyloNZ+ZUpZ1c0OVnvKVXUfNLPV9/Vrt6kZtUhOKxhMRyNiNk8rImEreVSGJjMPdFJcjG8hYEGF0Bbc5yVS6xLo0vHa+sLi/8l2pm+LO+eIC4YqNqqHOU814c6r79+9vBnXz5k2S9zAikLFJzwprxrHdUcgUuad1c4N+z9kt3QbJeLqiVuA8BxmnyuaTSpaBMXU5StxvzGfsQq2b4vXxo/X6oyrJeBobyHiipJpx3K9M+dYnKRPqPJFxN1Uk72FEIGOTnhWQseJ1nE7zmSllWTc3VOnpeS+/u7K38h1TNePEbgqQcZzcOKmM1owfNtbYyUmgZszi78ALe47GrH88WR8AZFxO5cn4SaPOvv6Kff1KPiYp61LHyzgZC3hP35+oSjImcbFQIGO**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**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**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**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

1293433 发表于 2015-12-3 22:37

本帖最后由 1293433 于 2015-12-3 22:45 编辑

补充图片及源文件

补充内容 (2015-12-5 20:07):
仿真结果

1293433 发表于 2015-12-5 20:08

补充仿真结果,望大神指导。

hahafu 发表于 2015-12-5 20:16

本帖最后由 hahafu 于 2015-12-5 20:22 编辑

反电势 你要看空载的你这个负载的感应电势波形就是很不好的
然后你的电流波形稳定之后的尖峰还好
我补充一下,空载不是负载转矩为0的那个设置,是你把激励设置为电流激励,然后电流为0,然后设置恒转速即可

1293433 发表于 2015-12-5 20:42

补充问题:空载反电势和相电流也不是很好,麻烦您帮我看一下。

hahafu 发表于 2015-12-5 20:45

本帖最后由 hahafu 于 2015-12-5 20:47 编辑

1293433 发表于 2015-12-5 20:42
补充问题:空载反电势和相电流也不是很好,麻烦您帮我看一下。

你的空载是转矩为0的空载,这个不是我们平时电机测试空载反电势的空载,看我第一次的回复,不过你这个空载电流波形有点问题,怎么不是很对称呢,可能是剖分和时间步长设置的问题

1293433 发表于 2015-12-5 21:54

本帖最后由 1293433 于 2015-12-5 22:01 编辑

我明白您的意思了。我没有将外电路改为current,现在好了,非常感谢。
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