问答

[i=s] 本帖最后由 高手不多 于 2023-3-27 11:19 编辑 [/i] 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**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**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***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**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***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**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***AVQghDEkzqwHmcus8N0sIIYQQmcqdzGqY/uN0V29nWyAitbTQs/0YjpoaGukLy56mYG2hvcKFI8/6/UYHphKoCiFESMrM6sAbdbzNm5w6dUTGrgohhBA5LHcyq+dxWf1jT4+/iD4XmT21tLRTcR4690RHqmHllL/rcBi7u48KlyPvxqkGAtTwQFVrvVDNEUKInJEys9qw7xRv8jZ1dTtxj8gvTiGEECJXzVVmNdOvwbGnnk6qu4/HBJ39zkZorsDliO7WGz5m1U1s0tWOu68C1zv5N3hVAlUhhIiV1phV7zXPPDdLCCGEEJmaq8xqpl+DLC30dA7TEZ4K7XfSONzJHvceOgmbbCld9j105tFkS9GBqQSqQggRktaYVSGEEELkvlwcs2ppaQ/rujtKV8cwnT0tWLDQ0tPJcGNsd98UNfrLNdI969blhkCAKoGqEEJEktmAhRBCiDyRO2NWw9nZ0wkuRxddTiuuinZawiZbam/upjGYJg0fsxpYfzUOSws9ndVZaFvukEBVCCFiLUmWWVWqgdoqH96eBWqdEEIIIdJ24sSJrAasM6vPjltHjja1tJxDtwC00BK9t1sTCNPcWuOOqc8SU19knUIIIfLVkkSZVZvzCIeaTDB0gDdkYiUhhBAi5+VmZlUIIYSYmYSZ1RH3Tupi/7wphBBCiByVG5lVkUpbWxtjY2ML3QwhhMh5CTOrQgghhJh/BapgxmUls5r7HA7HQjdBCJGm2fw+FtkhswELIYQQeSIXZwMWQgghZkpmAxZCCCHyhGRWhRBC5JOkswELIYQQYvGQMau5S7LUQsy9ysrKhW6CyDIZsyqEEELkCcms5i65lkLMPZm4LP9IZlUIIYTIE5JZzX09PTNfvF4mZxJCPGwksyqEEELkCcmsLg4XLlzIuExbW9sctEQIIXLbks7OzuAPLpdrAZsihBBCiNmQzOri8f7772e0v3RvFEI8jApcLhdvvfUWLpdLMqtCCCHEIpYLmdV+p0Kp2H81NTWomi5Go/at6RoF+nFG7e/sJ/S68UN4SZyqhq5RhBBC5DFZZ1UIIYTIE7mwzqrdrdFao3UfzVTT6TF+PnfuHH0VLt4JxJ2jXXQMd9LTYvG/ENpXa43bTvD16uFGYuLVPKeUWugmCCHEgpN1VoUQQog8kQuZ1WTsezoZ7jCyq/3vuKhob8GSshRsbw+VexhIoCqEEAbJrAohhBB5Ihcyq0lZWujZfgxHTQ2N9IVlT1OwttBe4cKRh/1+owNTCVSFECJEMqtCCCFEnsj1zCqApaWdivPQuSc6Uj2PyxoYs+okutev3d1HhcuRl+NUAwFqeKCqtV6o5gghRM6QzKoQQgiRJ+Yqs5rp12T6nY3QXIHLEd2tN3zMqpvYpKsdd18Frnfyc/CqBKpCCBFLMqtCCCFEnpirzGqmXxPqd9I43Mke9x46CZtsKV32PXTm2WRL0YGpBKpCCBEimVUhhBAiT+T2mNVRujqG6expwYKFlp5Ohhtju/smFyjXSHcWW7bQAgGqBKpCCBFJMqtCCCFEnsjlMav9TiuuinaCK9VYWmhv7qYxmCYNH7MaWH81DksLPZ3VWWtXrpBAVQghYi2RzKoQQgiRH06cOJHVAHN29dlx69DIU7tbEx2Ohb/m1hp3TB2WiDqCr7acQ7fMsFlCCCEWjSX/63/9r+APb7311gI2RQghhBCzkcuZVSGEECJTS1577TUADh48mDCzqkyrqXxlKb691xn3d1NRahlrd63k1uGb3IvqupJsmxBCCCHmRm5lVkUibW1tjI2NLXQzhBAi5y0J/yHRmNXlz6yEj72Ma20Eoq9aKLk8xgTwSIOVyvV3+Pzdm0yxNOE2CVqFEEKIuSWZ1dzncDgWuglCCLFoFIT/EC+zqlQxa5+FiS8eAKD1fbwHhxmhDNPTpZjwMnTwBve0TrpNCCGEEHMrt2cDFkIIITITEazGzaxuLKLky5t4faHuv+bXKrBxE9+X4/gwU/XaalYolXSbEEIIIeaWZFaFEELkkyUHDx4kMG41OrOq1DLWPrcM36+vB18LZE+vq2Ws3bWUvw94GOoPZE6TbRNCCCHEXJIxq7lLstRCzL3KysqFboLIsuAESxAns7qxDBN3+Pzr2IJa38fbcz9upcm2CSGEEGJuSGY1d8m1FGLuycRl+SdigqXozOqqiiImProkY06FEEKIRUAyq7mvp6dnxmVlciYhxMMm4WzAyrQa06pxRj6d9zYJIYQQYgYks7o4XLhwIeMybW1tc9ASIYTIbQkzq6ueL4XLo5JVFUIIIRYJyawuHu+//35G+0v3RiHEw6jg4MGDHDx4EAhlVp***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***RWqyPP17AC/6Y+O4dzW9va5RS1K9TXLuq8czgl7RaWsBLa2DypubDb9Ivr5Tip2sUP/pvke2ZKyvsNiqfLYx88ekNmMJ+nPjNJa5cjGyD2mTm5y8XJa98fJzP3w3dC6WWsWr9fUbfNe7pI2Uw9UVo93v9I4yyOm5Vt4bvYipbCtw3Xvj0Lr4y4/tV3I1pXzRlWo1t/R0+f/cmUxvX8mP7fT7rv5+8/X6rni9l6qNL3PprGbaGpVxJs5wQQojFsM5qP06ri4o+nSBTOhcstPR0UmNt5DzVdM7bcdOntfFZSAJVIYSItCTTzKpSy1j7qoWSy2NMAI80WKn0ByapgtbHHy/ghRXwwV80E8BP1yien4bBb7NzMhl7VPEjjPbcnqf/IMKD0VKHjeUfhrKUpQ4zfBq/3NTHowkDPrXJTGXZncjrv7EMU2kR7N+AhWmmxgtZ/kpkYAzAs6XAXUb3Xg8uVaQvevnMv7nUUYHlaeN707PGV8vLaxK2SalibK8sxbf3utGei15G7DaqXkv9jKhNZiyMMXRRAze4/oyNpzZ5UgbHQgghDLk5ZtUYV+oCAt12WyyJtkN1p4dzLcleT6dsFEsLPZ3HsLribMsREqgKIUSsjDOrWt/He3CYW3YblU8XMnVzlKGDqbNfSil+UgxnroYCwz/eVLxUDMwyWNUPvuO3X2VerqQQmJ6/QBWg5OUNVL0c9kJEZvVu1qbY1xe9DF00vleqGNurSxnZm14WXJmKWcUdxn2a8Z5hxkkvkx6eAS7Zv4HwzyJTXy7Ftn8Dy7mL72Pgi+sRXYmVaTWVzz3g83fhqddWc/3dm0wNeJl6dQNPEZttFkIIESs3Mqt23Noe9r3GnXTfeNstSV5PVXf4PmGvtpxDxwtkhRBC5KxZZVZ9Xy5lCnNaWbOSEkXxpGbwUcW/lRpjEb3jmslCRQn+cmHbwrvkWlcXUP4PKC6GIg0oI+j1aI11dQG1jxCsL7wbcKB7cJGO3B7eFRkU/7ZORdSZ8hr4g7J4XXaT+sLLUFgmMjqzOmc2FrH8cupANaK78Zfw9w/v88jzlmBmFcC0vzSshJGRvcVKbPvXUPLlGEOve5MeY4Xdhg0vn0UHqv8CI/5naOTXq6ncvxbf3utcf3eUta9uoOq58bSy90II8TDLzcyqEEIIMTMzzqxeV8tYu2spfx/wMNSfOoAoWQLXJqF+Dfx5TEOZgmkID49rV2h+dVX7g0zFz76FTx4YdZtXwAf+rKx1dQHlj4LnG/Dc+I5R/9jT8LqUUtSvgc/9AWhgXOzPpuGT29/xq9v+bslLNL+6MfcBkDItgyfKqHolauxpeGZ1fJqp0vv4wrrkZsPysmWw3kxV9HhZIrslB7KxapMZG3eYemIta4cvMdSjjezsLrjSMxl7bptgYu8lrjes5cevrWF56TRT4zDxaw+3nlmLbX0RywMx7pdjDPWEB+wVWFZFBaJf32FivMxok/95m3JUULl/Jb735iG4F0KIRSo3Mqsilba2NsbGxha6GUIIkfMyzqwGaH0fb096k98opSguhEkU5dPwp2n4SSFciwpWzwRmjp3WXJtWrCwEHhgveSdD3XU9N77Dk+qghYpiwPxDRS2hWWX/nFaLkwvvYpu+ldgq7kZkHqMzq8q0Gtszd7IaqAYmWvK9ex02rmT8ohFsGuNcbybNDOuLXq4EfthYRMnTyzCb7sQEi/riJOPACmDi15e4/vVS1r5axtTXwDPLmProEp9d1MEgONg202qWD1/iD38to3L/BpZHNyDYlXga33tG0CyEECIxyazmPofDsdBNEEKIRWPGswFnaiVwtRCKpjUThYriafgTUD5XByyEomn4YGx+x6TmnCdXsvzyTbxaoyjiqU13GPl0JbaXwbf3QVpVKLWMtc/B6F4vy1/dQNWtMYbiZFgzpX038PoAbvDZ6zfiHLcY2/4iJrKcaRZCiHwlmVUhhBD5ZMaZ1VkphCKARxXmac1g9PZHFT8qhDOzmXjpW423TPGTR+HDb2ZRTxwzHrP69Bqqfrkm6rXIGXqnPs7uHwxWPb+UicNGUKoveplwmLFVLGPqPU9aAaAxRtkMv/bv759cq+q1pXM+hnTVLglUhRAPnyXfK5hxWcmsCiFE9szm97HIjnnLrN4BSvwB5C8KwQu8UAZ/DhuyURvosquMca2pJjuKXieVUmOCpsBESoNjipfWhCZt4v9dyEzrA3zvXWI8rAttJhMsLX/WQtWzibdPfXwz5jW1yYzp5k0+Czvfv99chuXZ+4wejl+PUsXYXi6ihLWUfnoddhmBangbpwa8+NaX8QhwL6L0MkzB5XEyn9nYWCZnGt97Hq4/sZaS4etckUBVCCHSJpnV3HXixImFboIQea+ysnKhmyCybF4yq1prJqcV5Y/Ch199F3efD79KHJQkGqOqteaT65pPEh03xZI2t29/x68Sb05oJmNWtc8Y1zlTqdZZtRHZpVeZVlNZcZfP/OOKQ7M4j/KHvcuw7d+A5cvI7rxGxhhG915ihJXY9m+gZHycz7+OOhd9H+9BLyvsZswRS9DcNwJN/5jVkJU89cs1lDCN773E5zjeM8wttYy1r27g54zz+bvpXh0hhBAgmdVcJtdSiLknE5fln3nLrI7eg9pixePfwm2tUY8VUE/kUjMiPn3Ry2cptl8J+1mpYmz/AiPvwlO/rKAECExSZCwZc58rr0+ywm4Ldks2ujSHB+GTXHl90gh6401+hD+ADs8Kf3HTH7gawSwYky7BHa68nt4Y14h1fF9FlqsRQogMSGY19/X09My4rEzOJIR42MzbmFX9zXd8UFjACz9UQGBd0zk73KIw3jMyJ/VqPcmVg8b3yYLEe/0jDPWnqMsXf/KjuPX5YjO/9/pHIgLpdN3rH2H0ZrEEqkIIkQHJrC4OFy5cyLhMW1vbHLRECCFy27xlVsHf7fb2nB5C5JHAMjtCCCHSI5nVxeP999/PaH/p3iiEeBgVLMhswEIIIYTIutzIrPbjVAoV9s8Z6MXT70TVdEVMwNfvVNR0jcYtZ7weVa8zuktQP05Vg7FromP341RO+pO2L536hRBCzKeC+cysityhNpmp+mVF6N9rqym12yJfcxRnXq9ahvm1Cn5sX5ZwnxV2W7DuFXZbwn2VaTXmTSqs7mKeCmuTUsU89UsbZpOKV9w4x9dWs0KFtq+w22JeS3UuM7kOpY6ZlRNCiNnI9oyzM6+vmk6PRmuN7mumu9EfKNrd9FW4eCcQD4520THcSU+LJbac7qPCZY0KHqupHm4kJp5MdGytcdsz2Sed+oUQQsyXhVlnVSy46BmNlWk1tme8DL0ef8ZhCCwtk6pmYyKnkSdWskI9CI45XWG3UVl2Mzj78MSw8YeRe/0jjNhtVL12J2YyJe27wdTzFTyFsZ6t1pOMDJupcmDUs7EIfpN46Z9VFTAaVecjZeD7dXqTNi1vMGO6NY4vdlWgpJRpNaZV44x+BCuUknG3Qoh5kxuZ1Sj2F2mmg5FRsFvAvqeTDkcXo/YWPO+4qGjXWOIXxO3pZNh6nH63nUA8ub29k2MdRvn45WZnrusXQgiRvhmPWVVqGWt3reTW4cxma3388QJe8MfEd+9ofntbPsjPN6WKse1f458lOFxpnLVc7zK69zrjWjPeMxxcfif8/k+xEturS7n+7k2mnlzJKuBe2HhTpZaxav19Rt81nq9HymDqi9AR7vWPMMrquG29NXwXU9lSwB9Ef3oXX5nx/SrucuVi7POjNhWztqwM09OFsH8DpvFxfO/e5BYrKeEmV/zBrVLFrNqRMqwRAAAgAElEQVR4h/F4dZhWY1tvBNBTG9fyY/v9hEsHRVv1fClTH13i1l/LsDUs5Uqa5YQQYrZycsxq/3G6q7fjCUR+lhZ6ttfgqDnG+Yo+dNzMZ2DfbWyvdnG83409sJ+1hfYKhaNrG+da5iCcnOv6hRBCpC3jzGpovc4xJoBHGqxUro/NisXz+OMFvLACPviLZgL46RrF89M89MvXBK7p8o8uxQ2+sm3VrjXwm0t8Xmal8tlC+HKMP3y4FNszd5gos2B52liWZuSL2Bl+V9htRhk/0/7S4Pclge+/hPGw9VvZWIaptAj2b8DCNFPjhSx/ZQOm6IY9W0p4cAyRy/aEZ3ZN/qDa8rKx9E7kOrRFlBDKEpc6KijZeJO/l5UB94PL9QTbGjWRk1LF2F5Zim/vdeOZvuhNmP2NpjaZsTDG0EUN3OD6Mzae2uSZl/sqhBC5k1k9j8uqcAE096HPRUaklpZ2KlwdbO9JFqkmZnf3cVw56Np2jth4MuzYNNOn3cQeJfk+yesXQggxXzLOrEasg/l0IVM3Rxk6mDpzpJTiJ8Vw5qrmtv/D/h9vKl4qBr6Z7WmITIQypKGla5RpddS2RO7je8/D9a+Xxs+sblyLjcjnKLzLsVLF2F5dysje9DLyylTMKu4w7gtldjPP6t9l4tOVrN11kythQfQKu421NyPbqjaZ+fnLRQCU7N8Q0QVs6sul2PZvYDl38X0MfHE9oguyMq2m8rkHfP4uPPXaauN6DHiZenVDsCuzEELMpbnKrGb2tQBjTOg5WuiiJqobL0C/sxGam3E5uth2LlV322rWW6Nfs+PuO456p58Wd+z+nZ5UQWaqfZLVL4QQYr7MKrPq+3IpU5jTyjiVlCiKJzWDjyr+rdSY3MY7rpksVDyu4CfrFHcm4UdxughbVxdQ+0ioLu+4DmZjrasLKP8HFBdDkca/fqvGo3XCco8/XsAWYLIYzNPw52n40SOR9Sa9Bv6AZuI36QcgyrSayldKWe7/OZAJjMhUvryBqpfBGPdpjMUsdVRQcnOc5c8GykZmHmcjmKn8cow/DC9ledhrkZnKcMswhWVF42VWJ36T5KAbi1h+OXWQGR408iX8/cP7PPK8JWLMbPixU12Xkl1FTHx4M+EY0mDX6C/HGHrdm7RtK+w2bHj5LDpQ/RcY8b8PRn69msr9a/Htvc71d0dZ++oGqp4bT6sHghBCzNRcZVYz+xo2O5GlhZ7OGhxdo9gDkWG/k8bhTjzntrG+xso7/S0JJkECRk9w7HwF7fGCSvseOjusOPv7ZnWOCc11/UIIIVKacWb1ulrG2l1L+fuAh6H+1B++S5bAtUmoXwN/HtNQpmAawsPjHy3R/OqqRi0t4KU1ip99C5880HhufIfHv09gm/Vb8Pg/9JtXwAf+jK11dQHlj4LnGxKWmwCKiuHzqxrWKcrvaT64o9hSyJxZ9XwpU7+5xGdRwe29/hH+MJC8G3DJevh87yXuaX/wuhHGL8bslrborrw8vYafPw1QFPzr9vJnLcb41S/HgpMiAXDzJp/vvRNsi+lmoqA2vuVly2C9mapnYy92ePAfyMaqTWZs3GHqibWsHb7EUI82AstdRGRJU5k4fJ1brMT26kquxwsYN8LE3ktcb1jLj19bw/LSaabGYeLXHm49sxbb+iKWB2LjL8cY6gmdc6mjAsuqqED06ztMjJcZ5+J/z0w5KqjcvzL4hwghhMi2XByzamlppyLYpXaUro5hOnvcWICWnk5qrE7643bV7cdpdVHRp+NsA7D4yzdynmo6Z9XKhahfCCFEKjOeDVjr+3h70gtSlFIUF8IkivJp+NM0/KQQrkUFq2cCs65Oa65NK1YWAg9APVbAL0rjVOznnQx1LY4IUJOV+1YzCpQD174FHk3rVIDYmXTT8feb01he3kBVRVTwl4aJj0JBUMQkR4Fs7XhmGbt7/aHuv2BkFdc23MebRtAZmDhJqWJKVo0zcvhBzD5GdjY20xmYaMn37nXYuDI4VlRtMlNZdjNpllpf9HIl8MPGIkqeXobZdCdh0BcMtgG4yyig9STXL9tYu/EmV6Lun744yTiwApj49SWjm/OrZUx9DTyzjKmPjD80BILn4DmZVrN8+BJ/+GsZlfs3BDPnQcGuxMYsyUM9EqQKIeZO7oxZDWdnT2cHVkcXVLhwVfShwyZbam9WNDpfRLshciypsbxM0u68lhZ6Oo9hdYW/GF4HVHd6ONcSXTCdfRLVL4QQYr7MeDbgTK0ErhZC0bRmolBRPA1/wggWk1FKUV9mZGM/eRDIuqY+3kzLzZVAgGisb7omNmM5E1/fYWK8lOUfZd61NCa7SmjSopBQwBndjRlg4uNx/xjOSBO/ucQfDi9l+ZOAL2zDkytZfvkmXq1RFPHUpjuMfLoS28vg2xsb9Maj1DLWPgeje70sf3UDVbfiX8fwbsylDnPo9ZvZnZlX+27g9QHc4LPXb8RpbzG2/UVMZKnrthBCJJMbmVU7bh09odI5dAtAC9Exod2tCfx2dGtN4iGisfVG1h3YJ14dlrCy6eyTqH4hhBDzaWHWWS2EIoBHFeZpzWD09kcVPyqEM98ChYpiCOayLMX+simPMcNyaZjJmNUAfdHLH/66mspXiihVdxjXGq3vM3ULSsKXaEmnLn/30pkKtH+F3cyqL65z/euwiZJYiW0XoVl5faFgTG0y8/OKu1zpn4T+G/5xzGb4dXj31vvc80Ueb9XzS5nwZ2L1RS8TDjO2imVMvedJK5ALP8641uCf6KvqtaVpZ5YjMrTzYNUuCVSFEPMnNzOrQgghxMzMW2b1DlDyrcZbpvhFIXiBF8rgz2OhfWp/qKhFgTIyoh6t4YHm828LqDUpfoTi7h2jbCr6wXczKjcXApNSmcK6JE/85lJEAHPrw3FMrwS6rk6nNa4xMCnQ8oSTIc0NfdHLHzBHLAEz9fFoxIRD0dQmM6abN/ks7Jz/fnMZlmfvM3o4QRlVjO3lIkpYS+mn12FXdEAMUwNefOvLeAS4l+F5RK/3agifQMroPpwJowu0cf+uP7GWkuHrXJFAVQgxT3IjsypSaWtrY2xsLPWOQgjxkJuXzKrWmslpRfmj8OFX38VsV8qYHfjMX3Rw0qRw4eNQAbidZFs65W5rfuX/9sOv/Md7oPlt6lMBMh+zGsiAJguWwzOX4ZIuJfOkMYPv8rJlZJKRzYZAwBrIMF8vs1L1y0LiBdrKtJrKirt85h/jHJpRepQ/7F2Gbf8GLFHdoo3sNYzuvcQIK7Ht30DJ+Diffx3VDn0f70EvK+xmzGFLycQbsxpoi+2ZO4wMwPJV8c4sbGmeV8vCXl/JU79cQwnT+N5LfF3Ge4a5pZax9tUN/JxxPn83jYsphBBZIpnV3OdwOBa6CUIIsWjMW2Z19B7UFise/xZua416rIB60lsqRsSXKMDN3ANjIiFg6vIdaLDy82cL4cvQX32DS7uEF4tY5sU/JlcVY9tvxewPWJUqxvYvMPIuPPXLCn95Y7IhIxN7nyuvT7LCbgtmao3uyeF/EJjkyuuTRtAbbxIjYjO7icasat8Nrj9j4+f7jfMbis4Gf3HTH/AaQTAYky7BHa68nt4Y44i1iF9FlqsRQswbyawKIYTIJ/M2ZlV/8x0fFBbwwg8V+Lv6nrk6Z4cTKdzrHwmO3bzXf8PfhXYSbz8EAs9wWk+mFaxF76f1JFcOGt8nKx89Q3HcutMMzvVFL5+F/TzeE5nTTnase77YDHX4tcrEvf4RRm8WS6AqhJg3klkVQgiRT+Ytswpw+/Z3/Op27Ota61B3XCHySGB5HiGEmA+SWc1dJ06cWOgmCJH3KisrF7oJIssWZjZgIYQQQmSdZFZzl1xLIeaeTFyWf+Y1syqEEEKIuSOZ1dzX09Mz47IyOZMQ4mEjmVUhhBAiT0hmdXG4cOFCxmXa2trmoCVC5J/Z/EFI5J4ZZ1aVWsbaXSu5dTizmU4ff7yAF/wx8d07mt/ezr2xqtbVBdQ+YnzvHZcZi4UQQiwOklldPN5///2M9pfujUKk9u///u8L3QSRZRlnVkNrZI4xATzSYKVy/Z20lud4/PECXlgBH/xFMwH8dI3i+WlmFQwqpfjpGsXKyewFlZ4b3zEaqDcrNQohhBBzLxcyq/1ORWN37OvV1dWcZzuecy1YwvbtWO/hXEvglVG6aqy4zgcKdfr378epjvOidmOnH6dqJPwQzX0at93/enMf2m0PbxFO1cF6zzmChxFC5KX9+/cTnYjL9KvILQWZ3qDAGpIjlGF6uhQTXoYO3kgZqCql+EkxnBnT3NYarTV/vAnFK7J1KkIIIcTDLdszzs6kPrvb+D9e6z6aqabTY/x87tw5+ipcvBNYOmy0i47hTnoCEeRoFzXKyuX2QHmN7oETcZcaC9WrtSYUm1ZTPdyIM8VSaEKI/DTbQFWGROaeWWVWfV8uZQozVa+lzqyWlCiKJzWDjyr+rVQBRhfbyULF4wpKyhTl/4DiYijS+Ndh1Xi0Ri0t4KU1/tcJdc0N71JMqb9eBX8e01x9VBlZXH9wDEb33sp/GF2Pw7v6hteZDrXJzM9fLmLiN5e4cjF1GaWKse0vYurjZZieLQRg6uNRPus31vRUptVUvlLKcv/+gXpnWk4IIcTDKRcyq8nY93TS4ehi1N6C5x0XFe3an2UdpcvhoqIvPPAELC0ZZ0O3t3dyrMM4hiRShXi4zDZQlcxq7sl4zGogs3pdLWPtrqX8fcDDUH/qAKlkCVybhPo1RjBJmYJpIrrZmlfAB1eN4NK6uoDyR2H0W0X9Gvg8ELgqRf06xc+m4ZPb3/G/J+J3A1bT4C1WrCuE2w+MzG75o/D5VWO758Z3eAL7Li3gpTUK67fgyWD8bWaKMJWNMfT6pD/YLaN04Dq3niyj8pWVTLx3Ca9P+wNQK+a/erj+dZJyrMT2ylJ8ey8xrgOBrVHO65OAVQghHkY5P2bV0kLP9hocNcc4X9GHDgSmoyc4dr6ZdnvS0umxttBeoXB0bQvrXiyEeBhkI7MqAWtumfFswFrfx9tzP619lVIUF8IkivJp+NM0/KQQrkUFq97JUBY0EEyqpQUUA+YfKmpRwX3/nLJ9mmvfKiofhU8eGJld87eaD/31q8cK+EVp2qcbWfdFL0MXMy11l9HD/of/rw+YYikAy59ZyfIvbwYDTO27ge/LUkqeAL5OXI4nl7KcIiz7N4T95Xga38xOSQghRB7I9cwqgKWlnQpXB9t7oiLT6vVY067lPC6rwgVAM33aTXhtdncfx5WDrm0yTlWIh4kEqvkn4zGrM7USmCiEomnNRKGieBom0ilYCEXTxqRMv7r6nfHvq+/45EHq7OHoJLBC8bhSrFsBf540XldKUV8Gf/YZdf5vH9ydxbktiCeWsnx8nM/3XmLo9WH/vxHJqgohxENsrsasZvo1mX5nIzRX4HJ0MRq+4fzlYI+n1MLHrEYGqgY77r4KXO/I4FUhHiYyZjX/FCzIDSqEIoBHFebpUDY1rm813kL4yaPxN2utmZyG4sI4G6c114B1jyrKgavTgeMrisN2sxT725MmtclM1S8reGqTSr1zClNf3GHq6TLMJqMuZVqN6elppv6aouCnd5koLWXtxlk3QQghRJ6Yq8xqpl8T6nfSONzJHvceOgmbbMmyje3V3RzPZmxp30OnTLYkxENFMqv5Z94yq3eAkm813kcVvygGL/BCWSjbmYjWmsExKC5T/Nu6AuPf2gIeV6FAcXQSKPZv/6cCfrZUBcv+cRJ+VAqTYV2M9YPv+Pxb+JHJKFP5D6M9YGRdf7a2gF/8UPGj/wbmUmOf5x+bfWAa9/x8N/j8N/cxvbKBql9W8PNXVjLxXupxp1pPMvLeOMtfNspV/bKCqtdWs0LNTTuFEELkvlyYDTixUbo6hunsacGChZaeToYbnRixpIWW9ma6G1VkcDnaRdeMg83AMSKXuRFC5C/JrOafGY9ZzYSR/TQmOPrwq+/i7hM+4VFM+Qff8duvktSfZLv+5jt+9U0ax7sd+vaT65pPEh8u4zGrWk9y5fVQVK59N/js9dT1pSznu8Fnr99IvyFCCCHyWi6PWe13WnFV9KEDY0gtLbQ3KxqdLxrrotrdaM96aqwqNENFdSeec/FqCx+zCtWdHs61xNnN0kJP5zGsrjjbhBB5RzKr+Sfj2YBnavQe1BYrHv8WbmuNeqyAetJfLkYIIYQQyeXWbMB23Do0mtTu1kT/jx/zmqWFczpe1Blelx231rhj9rFEHC9U5TniVimEyDsyG3D+mZfMKhgZzg8KC3jhhwpQ/nVU5+xwQgghxEMnlzOrQggx1yRQzT/zllkFuH37O351O/V+QgghhMhcbmVWRSJtbW2MjY0tdDOEyDuSWc0/85ZZFUIIIcTcksxq7nM4HAvdBCHylgSq+WfeZgMWQgghxNzK7dmAhRBibslswPlnYdZZFUIIIUTWSWZVCPEwk8xq/pnxmFWllrF210puHb7JPR1/Rl9lWk3lK0vx7b3OeIJ9hBBCCJEdMmY1d0mWWoi5t23bNglY80zGY1aVWsbaVy2UXB5jAnikwUrl+jt8/m5s0Lr8mZXwsVcCVSGEECJNqqBgxmUls5q75FoKMfeyHajO5vexyI6MM6ta38d7cJhbdhuVTxcydXOUoYP3Y/ZTqpi1z8LEew/mot1CCCGEiCKZ1dzX09Mz47IyOZMQyclswPlnVplV35dLmcJM1WtxMqsbiyj58iZDPsmqCiGEEPNBMquLw4ULFzIu09bWNgctESK/SKCaf5Z0dnYGf3C5XCkLBDKr19Uy1u5ayt8HPAz1RwakSi1j7XPL8P36etYbLIQQQoj4JLO6eLz//vsZ7S/rsgqRmmRW80+By+XirbfewuVyZTQbsNb38fbciD+50sYyTNzh1tdZbKkQQgghksqFzGq/U6FU7L+amhpUTRejUfvWdI0C/Tij9++K2DNmu7M/8LqT/pT7KJTxQ1SdNUQcRgixqEmgmn/mZJ3VVRVFTHyUeJZgIYQQQmRfLqyzandrtNZo3Ucz1XR6jJ/PnTtHX4WLdwIx42gXHcOd9LRY/C+E9tW6jwqXNSrADN+ucdvjHT3RPtVUDzcSE68KIfKKrLOaf7K+zqoyrca0apzrn2ahdUIIIYRIWy5kVpOx7+lkuMPIrva/46KivQVL/D1xezqp7j5OtuLL7e2hYwsh8pNkVvNP1jOrq54vhct3JKsqhBBCzLNcyKwmZWmhZ/sxHDU1NNKXIDsa2Hcb26u7OZ6taNXaQnuFC4f0+xUib0lmNf9kNbOqTKsxPX0X34AsVyOEEELMt1zPrAJYWtqpOA+de5JFqvGcx2UNjEd1Jsi4Jt/H7u6jwuWQcapC5CnJrOafrGZWte8Gn73uZVyyqkIIIcS8m6vMaqZfk+l3NkJzBS5HOl1yq1lvDX0fGo/qJn6om2ofO+6+ClzvyOBVIfKRZFbzT9bHrAohhBBiYcxVZjXTrwn1O2kc7mSPew+dhE22FM/oCY6dr8AWf1DrzNn30CmTLQmRlySzmn/mZDZgIYQQQsy/3B6zOkpXxzCdPS1YsNDS08lwY6LuvP04rS4q+hJlUGcjcOxGurNetxBiIUlmNf9IZlUIIYTIE7k8ZrXfacVV0U5wpRpLC+3N3TQGU5zh4007WO+JXp4mfHv0OqyZ7GMcu6ezOmvnJoTIDZJZzT9L5AYJIYQQ+eHEiRNZDTBnV58dtw5Fm3a3JnpGi/DX3FrjTlpXvO2WsGOks0/Yqy3n0C2pzkEIsZhkI7Mq8VBukcyqEEIIkSdyObMqhBBzTQLV/DMnY1ZViYO//ut/8rcfqhT7tDGlEu/zMFI2J0dO7aMhi9clWZ0N+06xryH1sZTawt/m6H4pZcO5z4ltgZ8FZXNy5MjCt0MIIWYqt8esioC2tjbGxsYy+ieESE3GrOafJbl+gxr2naL2TD1vDIQ6D6mGfQzWnqG+HToGW6mKKDHEgfp2BrSmYd8pWqtit51ka9JyySibk8OHmjAFix2g7o2BmZ9gGiLPw0fv7l24R2a/PJDNeYRWDlA3sDBLDSllo/nwITafPcBZYF3zYQ5tPsvuXd2MzGL5o0C95qORz00qesTNUe8pDnVcm/N7KoQQc0Eyq7nP4XAsdBOEyFuSWc0/czJmVU/08MR/9GSlLgBzuRUYiT2OHuCNugGUaqBjsJYzcYLNoQPxApbU5eIxAtXNnN1dn5VgMeXx/EFXk/cAdXXZDZ6UzcmbTV4O1J/Mar2Z0HoE9846TjuPcKjKhM+7m7qdsfd5Pp1sP0Dt4A6ctpPzco+FECKbcmvMqhBCzC8Zs5p/4mZW/7+N/w++NZ9g+j+H+Z4/iJt67j+5c3cPT3z6FarEwf9tfIFpfyWPnXuJ7/8ltN/4mtjXgZhy8MeUDbzq9WXhNOdHdNY1ECgHgmJvr5mmJmOrr3c3O90jccvBkPHFuoXNpiEO7IoNKG3OI7zJWbxNTVT5eun1NtFUFXbMRHX6bXU0Qe/uuEF6+D2EP1J6dD8rAj/+YC/emp8CUHjZeB5iy8Q+E/fvfsCD9YF7H6jTGsys9g6Vc403OXUkvcxq9PkFrqfNeYRD/mtM6yCnWiE8G92w7xS13l7MTYGykRl1rQfo6d3BIcdW3JJdFUIsMpJZFUI8zCRQzT9xM6tL/vQ7Hlv/Eve+f5jHJozxivfX/JGVR6/6A86f8UjfSzwxof0/v8c3d17hsQnN8o/+mXL1T9z97+/wj7ADKbWFicYXWHruJZ74S6CcKX6r4gjPgp4EfN6raZWrCgYsgK93Vl1M9Yibt3s3c+jQIE1RdSnVQMchM0fr6xnQgQD1MM6ru+j2AFTRZDYypKphH4OtDhq6/V2SDzXhPVDPzmCQaQbAumUzJt9ZEp2pqcnM0foDMNjK5rO72e19kzfLrSi1LmGdgbbWVvk42+OJqXPquf9knPcw/8fpyA0K4KeMl7+H+T/+HfXDNq7VNDH1p/0s18Z9DxzBuLd7mfovYxvAN2vAdPQlvqe1Ebz+AJb/xcisdisbzR3lXO3eRZ07vXuz1RE6v3Aj7p3UdyfvBly1GXbX1zPi7ypeuxUGwuJSz+mz+A7V0qBOppVxF0KIXCGZ1dwl43+FmHvbtm2TgDXPxM2san2aZWOvcOcH63hs4iv+8ZOX+Gbsd3xfa/7xg58xPfY7npjwZ6Imelg59gL3VwITSY70gyq+ufsBpv/KrIGea15Mtetgay0MQe1W/v/27jemrTvf8/jnpCiddIZkyCirzhCZ3cTmQcTNXN2deQAB3Q08CARtN3dHggfZ1LNPcJ6sbKmqpQGqaFSYkagqgVaKME9m3CgPiHTvcHdFIJGgdxT+CN3e7iplsxJ4uIsVt6OpJiRBzbRRqrMP/Acb/8E2Nj4+vF8Scjm/c45/9rFovv78fr+jjQbH3gfGZB4GXLy1wDW1B6LJ5vhcb6IAXnc1yKFm+efm5E/sHVF4pycaGYwlpBthReKl3aU2NUcmdb2Y0bjLD3RPUpsiWvh4XbqoAs4Z1uauWjX6pcTnqrv7T1mO+USnfh9rexbR0aTcNlq8/iRl32S1n+2k9Mf+6T/rWFKbaa4pMFDY8N+NcER+/5zm2wqfM7x8e+dLhtmBdqUdvb6psFqVZfQ5AFgWyap18V4C5Uehaj9Z56y+8fAf9ay1Vd/+L+nFaaluIVsBczBcDVI4+EAO9yUlVYAVE03wOjU055f70oQG5VB9luS22MVl1zfDUq9DZ2TtmskwLurJhR+p7u7PVPuk8NS8GPEvDYzOYc3P+w9koSsAsDqSVesLBotf04PFmYDcmLNqP9nvs7q1oO/qp3rxb1v1lf5Zb2xFN9f8v3/W0dM/0/bJaAVmnHTr2enPVbPXdX0W0dHjP9WLOskwzup5a/Lc1T042uR2hPXx+j09UJsuSgrvjgUrwdUghyIKb0i690DL9b1yXyrwHBthRepbddEVW1DpvaR5pveCmow0yz9U4ElznTPBEU0OU4RV8/xH2jr/Hwp7vjqHvkn69cX5Aq7tPpmzA+q4PqlIc1vi1jymuabNcHxhriK4GuTIkDwDgNWRrFaHlZWVgn86Ojoq3W3A8ihU7Sdrsmqaf9Dxzz7X5oX/pNrFnyWGcJpPgvrhYr02L/+9ovXr56q7G52vasTmqm4dj53kwt9r+0J8sZ2gTj36qSKx42oX/7tqLzRrTxthRep75VgIRhPLsEP+3notj8Tnse7cgqZ5bk7+PG5BU/RxncOa8++64c1IfGXgWQ1eb9BH4+lzZHPVPCnzYCUtj4xo2d8WbTPXNPH2iBxz/mh6GD2pJq+/rY+znjH3OaPnndWDZb+uXnQpsLaWtP0POv4/35X+4wcK/5f/Ftu6a4GlTM8XGwr+ZezaHn30j6rNUB6XSmKV5KSnWB7pSLl294KTujo+rvleqdDb/bgutqp++TbzVQFUHZLV6nHz5s2C9udeq8DeSFbtx3j69KmZfIEaGhoq3SccgPiiS7fzvG3PYRH9IuOqwiW6ly0A5Ovhw4eqef17mvvsj5Kk1/70v9Xa2ipJlrwPenYz8hiXNZH4vUWj64vyOjO1SX13TQW6ZuQxpnTFDKgr5z6XNdF3V2aga9fzDelc4jmsJ7noDwaDWllZKapYPX369N47AodYKQvVhYUFfftv/lpS9O/x1NSU7t+/X6mXdmgd4ZuEwymavjoKH2Jsc5eG/Gpevk2hCqAqlXrF2eLP16LRdVOmaWp9VPK5xxTK0GaaplLqzj33aVHL6mV5ZorsFgBbK0WyCmvJPmf1EDKMTg3Pz2s+488teRqLXCnJotYC1zQiv4Y77fW6imV0DssvFmoCUL2sOGfV6R1U39IdTYf23jcfPYOjWh1KLn4BIIohwPaTdc7qYWSasxpoP1yFSsZbtxxS5uyADtnlB2Azh2LOqsurwSZD7rFuLVp13C+Airqd1zIAABW+SURBVGDOqv2QrAIAYBNWTFZDY0OaaOlRd6KuXJLPZcgwDBmGR5lH9ObepytwV00+t8aIVwEkoVC1H+asAgBgE+Was1roY3Kx6fI16e6iVzsZaPJ81IAyTlndc58uBe42yfcBk1cB7GDOqv3U/PKXv0z8cuPGjQp2BQAA7Ee5ktXCHmeUugJwmXS9q9Ehlzwzd8v4JACqCcmq/Rx555139M4770hSxgvUORxbYGi486D7BgAACmCd1YAPglPe4KhWL6fe5gbA4UWyaj9Hkn/ZfYGMRo+uNi9rpKODFVIBALA4K85ZTZc8H9XQhYwTT/PZR5LTq+BoSxn6CKAakazaT03yL2kX6IxD9ZGwNg6yRwAAoCjWWA24SwEz80zUaJupQNp2Z9Ix+eyTtNW7KNNbYBcB2BKrAdtPzmQVAABUj+pIVgGgPChU7afmww8/zDlnVeFNrZnmAXcLAAAUyhrJKvbS39+vx48fV7obgO2QrNpPTbxQlXaSVcPo1NCcX83LI8xVBQCgSpCsWp/b7a50FwDbolC1n5RhwPELZJqzGmhv1/XwVVYBBgCgShyu1YABIBWrAdtPzjmr65thydGgRsM40E4BAIDCkawCOMxIVu0n92rAAACgajBn1bpIqYHy6+7upmC1mZoPP/ww8QvRNwAA1Ytk1bp4L4Hyo1C1n5obN25kv0AbYUXqHTojaa0i3QMA4HA5cuTI3jtlQbJqfcFgsOhjWZwJyK3UqwHv5+8xSqMm16Ricy2g9ydvaXxuTn5WBgYAwNJIVqvDyspKwcf09/eXoSeAvZCs2k/NXhdoLXBN7YEK9AwAABSEZLV63Lx5s6D9uS8rsDfus2o/R1iuGQAAe7BGsjojj2HISPxc0FgoudmT1ObRTMZjDHlm4tt3HQ8AWVCo2s8RLhAAAPZgnfustmh03ZRpmloflXzuMYUkKTSmC5elu2a0zVw/p7WZ9GNM01SgqyQvAcAhwn1W7YdkFQAAm7BGsprK6R1U39IdTYckrT/SUss5uXYa5aUoBVAiJKv2Q7K6D0ajR7fmh9VpGGltncPzGu5M375XW/bnKeyYSjCMRnmGPWrc9X4YjR7dupW+/TDoHJ7X/Hz0pxzXr9DPUjFyXb/DfG0BK7JOsppF1xX1LfnkZlwvgDIgWbWfkiarmf7hbHQOa364U4bRqeH5nX+4R392Cr3kf9Qnt+11XC7xIi9x3HDnvl5fvho9t+TXiAZmzYLaSskwGuW5lbmQMTqHU9/PPN+XbOeMb/+o74wk6UzfR5pPKmDMtYBuh3s1PnSpZK/hoBXbl9mBdnV0XNd**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[/img]左边是我的发送函数，右边是串口1的寄存器。idleien不知道为什么一直置1.串口也一直发不出去数据

[color=#444444][backcolor=rgb(242, 249, 253)][font=Tahoma, "][size=16px]#define USART_DMA_UNIT (M4_DMA1)[/size][/font][/backcolor][/color] [color=#444444][backcolor=rgb(242, 249, 253)][font=Tahoma, "][size=16px]#define RX_DMA_CH (DmaCh0)[/size][/font][/backcolor][/color] [color=#444444][backcolor=rgb(242, 249, 253)][font=Tahoma, "][size=16px]#define RX_DMA_TRG_SEL (EVT_USART1_RI)[/size][/font][/backcolor][/color] [color=#444444][backcolor=rgb(242, 249, 253)][font=Tahoma, "][size=16px]#define TX_DMA_CH (DmaCh1)[/size][/font][/backcolor][/color] [color=#444444][backcolor=rgb(242, 249, 253)][font=Tahoma, "][size=16px]#define TX_DMA_TRG_SEL (EVT_USART1_TI)[/size][/font][/backcolor][/color] [color=#444444][backcolor=rgb(242, 249, 253)][font=Tahoma, "][size=16px]/* DMA block transfer complete interrupt */[/size][/font][/backcolor][/color] [color=#444444][backcolor=rgb(242, 249, 253)][font=Tahoma, "][size=16px]#define RX_DMA_BTC_INT_NUM (INT_DMA1_TC0)[/size][/font][/backcolor][/color] [color=#444444][backcolor=rgb(242, 249, 253)][font=Tahoma, "][size=16px]#define RX_DMA_BTC_INT_IRQn (Int006_IRQn)[/size][/font][/backcolor][/color] [color=#444444][backcolor=rgb(242, 249, 253)][font=Tahoma, "][size=16px]#define TX_DMA_BTC_INT_NUM (INT_DMA1_TC1)[/size][/font][/backcolor][/color] [color=#444444][backcolor=rgb(242, 249, 253)][font=Tahoma, "][size=16px]#define TX_DMA_BTC_INT_IRQn (Int005_IRQn)[/size][/font][/backcolor][/color] [color=#444444][backcolor=rgb(242, 249, 253)][font=Tahoma, "][size=16px]void dma_tx_init(void)[/size][/font][/backcolor][/color] [color=#444444][backcolor=rgb(242, 249, 253)][font=Tahoma, "][size=16px]{[/size][/font][/backcolor][/color] [color=#444444][backcolor=rgb(242, 249, 253)][font=Tahoma, "][size=16px] stc_dma_config_t stcDmaInit;[/size][/font][/backcolor][/color] [color=#444444][backcolor=rgb(242, 249, 253)][font=Tahoma, "][size=16px] stc_irq_regi_conf_t stcIrqRegiCfg;[/size][/font][/backcolor][/color] [color=#444444][backcolor=rgb(242, 249, 253)][font=Tahoma, "][size=16px] /* Enable peripheral clock */[/size][/font][/backcolor][/color] [color=#444444][backcolor=rgb(242, 249, 253)][font=Tahoma, "][size=16px] PWC_Fcg0PeriphClockCmd(PWC_FCG0_PERIPH_DMA1 | PWC_FCG0_PERIPH_DMA2,Enable);[/size][/font][/backcolor][/color] [color=#444444][backcolor=rgb(242, 249, 253)][font=Tahoma, "][size=16px] /* Enable DMA. */[/size][/font][/backcolor][/color] [color=#444444][backcolor=rgb(242, 249, 253)][font=Tahoma, "][size=16px] DMA_Cmd(USART_DMA_UNIT,Enable);[/size][/font][/backcolor][/color] [color=#444444][backcolor=rgb(242, 249, 253)][font=Tahoma, "][size=16px] /* Initialize DMA. */[/size][/font][/backcolor][/color] [color=#444444][backcolor=rgb(242, 249, 253)][font=Tahoma, "][size=16px] MEM_ZERO_STRUCT(stcDmaInit);[/size][/font][/backcolor][/color] [color=#444444][backcolor=rgb(242, 249, 253)][font=Tahoma, "][size=16px] stcDmaInit.u16BlockSize = 10u; /* 1 block */[/size][/font][/backcolor][/color] [color=#444444][backcolor=rgb(242, 249, 253)][font=Tahoma, "][size=16px] stcDmaInit.u32SrcAddr = ((uint32_t)(send_buff)); /* Set source address. */[/size][/font][/backcolor][/color] [color=#444444][backcolor=rgb(242, 249, 253)][font=Tahoma, "][size=16px] stcDmaInit.u32DesAddr = (uint32_t)(&USART_CH->DR); /* Set destination address. TDR*/[/size][/font][/backcolor][/color] [color=#444444][backcolor=rgb(242, 249, 253)][font=Tahoma, "][size=16px] stcDmaInit.stcDmaChCfg.enLlpEn = Disable; /* Disable linked list transfer. */[/size][/font][/backcolor][/color] [color=#444444][backcolor=rgb(242, 249, 253)][font=Tahoma, "][size=16px] stcDmaInit.stcDmaChCfg.enSrcInc = AddressIncrease; /* Set source address mode. */[/size][/font][/backcolor][/color] [color=#444444][backcolor=rgb(242, 249, 253)][font=Tahoma, "][size=16px] stcDmaInit.stcDmaChCfg.enDesInc = AddressFix; /* Set destination address mode. */[/size][/font][/backcolor][/color] [color=#444444][backcolor=rgb(242, 249, 253)][font=Tahoma, "][size=16px] stcDmaInit.stcDmaChCfg.enIntEn = Enable; /* Enable interrupt. */[/size][/font][/backcolor][/color] [color=#444444][backcolor=rgb(242, 249, 253)][font=Tahoma, "][size=16px] stcDmaInit.stcDmaChCfg.enTrnWidth = Dma8Bit; /* Set data width 8bit. */[/size][/font][/backcolor][/color] [color=#444444][backcolor=rgb(242, 249, 253)][font=Tahoma, "][size=16px] stcDmaInit.u16TransferCnt = 1; [/size][/font][/backcolor][/color] [color=#444444][backcolor=rgb(242, 249, 253)][font=Tahoma, "][size=16px] DMA_InitChannel(USART_DMA_UNIT, TX_DMA_CH, &stcDmaInit);[/size][/font][/backcolor][/color] [color=#444444][backcolor=rgb(242, 249, 253)][font=Tahoma, "][size=16px] /* Enable the specified DMA channel. */[/size][/font][/backcolor][/color] [color=#444444][backcolor=rgb(242, 249, 253)][font=Tahoma, "][size=16px] DMA_ChannelCmd(USART_DMA_UNIT, TX_DMA_CH, Enable);[/size][/font][/backcolor][/color] [color=#444444][backcolor=rgb(242, 249, 253)][font=Tahoma, "][size=16px] /* Clear DMA flag. */[/size][/font][/backcolor][/color] [color=#444444][backcolor=rgb(242, 249, 253)][font=Tahoma, "][size=16px] DMA_ClearIrqFlag(USART_DMA_UNIT, TX_DMA_CH, TrnCpltIrq);[/size][/font][/backcolor][/color] [color=#444444][backcolor=rgb(242, 249, 253)][font=Tahoma, "][size=16px] /* Enable peripheral circuit trigger function. */[/size][/font][/backcolor][/color] [color=#444444][backcolor=rgb(242, 249, 253)][font=Tahoma, "][size=16px] PWC_Fcg0PeriphClockCmd(PWC_FCG0_PERIPH_PTDIS,Enable);[/size][/font][/backcolor][/color] [color=#444444][backcolor=rgb(242, 249, 253)][font=Tahoma, "][size=16px] /* Set DMA trigger source. */[/size][/font][/backcolor][/color] [color=#444444][backcolor=rgb(242, 249, 253)][font=Tahoma, "][size=16px] DMA_SetTriggerSrc(USART_DMA_UNIT, TX_DMA_CH, EVT_AOS_STRG);[/size][/font][/backcolor][/color] [color=#444444][backcolor=rgb(242, 249, 253)][font=Tahoma, "][size=16px] /* Set DMA block transfer complete IRQ */[/size][/font][/backcolor][/color] [color=#444444][backcolor=rgb(242, 249, 253)][font=Tahoma, "][size=16px] stcIrqRegiCfg.enIRQn = TX_DMA_BTC_INT_IRQn;[/size][/font][/backcolor][/color] [color=#444444][backcolor=rgb(242, 249, 253)][font=Tahoma, "][size=16px] stcIrqRegiCfg.pfnCallback = &Dma_TX_IrqCallback;[/size][/font][/backcolor][/color] [color=#444444][backcolor=rgb(242, 249, 253)][font=Tahoma, "][size=16px] stcIrqRegiCfg.enIntSrc = TX_DMA_BTC_INT_NUM;[/size][/font][/backcolor][/color] [color=#444444][backcolor=rgb(242, 249, 253)][font=Tahoma, "][size=16px] enIrqRegistration(&stcIrqRegiCfg);[/size][/font][/backcolor][/color] [color=#444444][backcolor=rgb(242, 249, 253)][font=Tahoma, "][size=16px] NVIC_SetPriority(stcIrqRegiCfg.enIRQn, DDL_IRQ_PRIORITY_DEFAULT);[/size][/font][/backcolor][/color] [color=#444444][backcolor=rgb(242, 249, 253)][font=Tahoma, "][size=16px] NVIC_ClearPendingIRQ(stcIrqRegiCfg.enIRQn);[/size][/font][/backcolor][/color] [color=#444444][backcolor=rgb(242, 249, 253)][font=Tahoma, "][size=16px] NVIC_EnableIRQ(stcIrqRegiCfg.enIRQn);[/size][/font][/backcolor][/color] [color=#444444][backcolor=rgb(242, 249, 253)][font=Tahoma, "][size=16px] AOS_SW_Trigger();[/size][/font][/backcolor][/color] [color=#444444][backcolor=rgb(242, 249, 253)][font=Tahoma, "][size=16px]}[/size][/font][/backcolor][/color] [color=#444444][backcolor=rgb(242, 249, 253)][font=Tahoma, "][size=16px]以上就是初始化，没法正常输出，有时候会输出一个字节[/size][/font][/backcolor][/color] [color=#444444][backcolor=rgb(242, 249, 253)][font=Tahoma, "][size=16px]还想请问下 block是指 的是一次发送数据的量吧，u16TransferCnt 这个是指发送数据的次数 总数据量应该是 block*u16TransferCnt 吧。不知道这里有没有理解错误[/size][/font][/backcolor][/color]

F460 的DMA串口发送 软件AOS触发不了 #define USART_DMA_UNIT (M4_DMA1) #define RX_DMA_CH (DmaCh0) #define RX_DMA_TRG_SEL (EVT_USART1_RI) #define TX_DMA_CH (DmaCh1) #define TX_DMA_TRG_SEL (EVT_USART1_TI) /* DMA block transfer complete interrupt */ #define RX_DMA_BTC_INT_NUM (INT_DMA1_TC0) #define RX_DMA_BTC_INT_IRQn (Int006_IRQn) #define TX_DMA_BTC_INT_NUM (INT_DMA1_TC1) #define TX_DMA_BTC_INT_IRQn (Int005_IRQn) void dma_tx_init(void) { stc_dma_config_t stcDmaInit; stc_irq_regi_conf_t stcIrqRegiCfg; /* Enable peripheral clock */ PWC_Fcg0PeriphClockCmd(PWC_FCG0_PERIPH_DMA1 | PWC_FCG0_PERIPH_DMA2,Enable); /* Enable DMA. */ DMA_Cmd(USART_DMA_UNIT,Enable); /* Initialize DMA. */ MEM_ZERO_STRUCT(stcDmaInit); stcDmaInit.u16BlockSize = 10u; /* 1 block */ stcDmaInit.u32SrcAddr = ((uint32_t)(send_buff)); /* Set source address. */ stcDmaInit.u32DesAddr = (uint32_t)(&USART_CH->DR); /* Set destination address. TDR*/ stcDmaInit.stcDmaChCfg.enLlpEn = Disable; /* Disable linked list transfer. */ stcDmaInit.stcDmaChCfg.enSrcInc = AddressIncrease; /* Set source address mode. */ stcDmaInit.stcDmaChCfg.enDesInc = AddressFix; /* Set destination address mode. */ stcDmaInit.stcDmaChCfg.enIntEn = Enable; /* Enable interrupt. */ stcDmaInit.stcDmaChCfg.enTrnWidth = Dma8Bit; /* Set data width 8bit. */ stcDmaInit.u16TransferCnt = 1; DMA_InitChannel(USART_DMA_UNIT, TX_DMA_CH, &stcDmaInit); /* Enable the specified DMA channel. */ DMA_ChannelCmd(USART_DMA_UNIT, TX_DMA_CH, Enable); /* Clear DMA flag. */ DMA_ClearIrqFlag(USART_DMA_UNIT, TX_DMA_CH, TrnCpltIrq); /* Enable peripheral circuit trigger function. */ PWC_Fcg0PeriphClockCmd(PWC_FCG0_PERIPH_PTDIS,Enable); /* Set DMA trigger source. */ DMA_SetTriggerSrc(USART_DMA_UNIT, TX_DMA_CH, EVT_AOS_STRG); /* Set DMA block transfer complete IRQ */ stcIrqRegiCfg.enIRQn = TX_DMA_BTC_INT_IRQn; stcIrqRegiCfg.pfnCallback = &Dma_TX_IrqCallback; stcIrqRegiCfg.enIntSrc = TX_DMA_BTC_INT_NUM; enIrqRegistration(&stcIrqRegiCfg); NVIC_SetPriority(stcIrqRegiCfg.enIRQn, DDL_IRQ_PRIORITY_DEFAULT); NVIC_ClearPendingIRQ(stcIrqRegiCfg.enIRQn); NVIC_EnableIRQ(stcIrqRegiCfg.enIRQn); AOS_SW_Trigger(); } 以上就是初始化，没法正常输出，有时候会输出一个字节 还想请问下 block是指 的是一次发送数据的量吧，u16TransferCnt 这个是指发送数据的次数 总数据量应该是 block*u16TransferCnt 吧。不知道这里有没有理解错误

串口发送初始化为(PA9)中断发送方式，初始化代码如下：/* enable COM GPIO clock */ rcu_periph_clock_enable(RCU_GPIOA); /* enable USART clock */ rcu_periph_clock_enable(RCU_USART0); /* configure USART Tx as alternate function push-pull */ gpio_mode_set(GPIOA, GPIO_MODE_AF, GPIO_PUPD_PULLUP, GPIO_PIN_9); gpio_output_options_set(GPIOA, GPIO_OTYPE_PP, GPIO_OSPEED_10MHZ, GPIO_PIN_9); /* connect port to USARTx_Tx */ gpio_af_set(GPIOA, GPIO_AF_1, GPIO_PIN_9); /* configure USART Rx as alternate function push-pull */ gpio_mode_set(GPIOA, GPIO_MODE_AF, GPIO_PUPD_PULLUP, GPIO_PIN_10); gpio_output_options_set(GPIOA, GPIO_OTYPE_PP, GPIO_OSPEED_10MHZ, GPIO_PIN_10); /* connect port to USARTx_Rx */ gpio_af_set(GPIOA, GPIO_AF_1, GPIO_PIN_10); /* USART configure */ usart_deinit(USART0); usart_baudrate_set(USART0, baud); usart_word_length_set(USART0, USART_WL_8BIT); usart_stop_bit_set(USART0, USART_STB_1BIT); usart_parity_config(USART0, USART_PM_NONE); usart_hardware_flow_rts_config(USART0, USART_RTS_DISABLE); usart_hardware_flow_cts_config(USART0, USART_CTS_DISABLE); usart_transmit_config(USART0, USART_TRANSMIT_ENABLE); nvic_irq_enable(USART0_IRQn, 0); usart_interrupt_enable(USART0, USART_INT_TC); usart_enable(USART0); 中断服务程序： void USART0_IRQHandler(void) { if(RESET != usart_interrupt_flag_get(USART0, USART_INT_FLAG_TC)) { usart_interrupt_flag_clear(USART0,USART_INT_FLAG_TC); UplinkDrv_Sending((uint_8*)&(USART_TDATA(USART0))); } } void UplinkDrv_Sending(uint_8 *reg) { if(UplinkFrame.Send.Pc >= UplinkFrame.Send.Len) { UplinkDrv_Recv_Creat(); } else { *reg = UplinkFrame.Send.Buff[UplinkFrame.Send.Pc]; UplinkFrame.Send.Pc++; } } 目前是不到发送完一个字节就多次进入该发送中断完成服务程序，导致发送失败。 大拿有遇到相关问题吗？