问答

在Keil的main函数调用Delay_s函数时，第一次调用警告implicit declaraction of function 'Delay_s' is invalid in C99,但是第二次调用就没有这个警告了，而且我已经包含了头文件，求解决方案

[backcolor=rgb(255, 255, 255)][font=Arial, Helvetica, sans-serif][size=12px]我在进行对80025升级OTA的过程的遇到了问题，我们的升级文件有100多kb，分为2000多包，每包48字节下发，写入的起始地址假设为0x00085000，每一包带有相对于起始地址的偏移，如no.0为0x00000000，no.1为0x00000018（因为实际写入是半字编程，所以是0x30 / 2），全部发完后进行校验。 我们的升级是统一广播完所有包之后，再根据个体缺少的包进行下发。比如收到了1，2，3，4，6，7，那么再全部发完2000包之后会马上给他发缺少的5。 问题出现了，如果是正常按顺序接收完所有包，校验就可以通过，如果是缺少了某些包等到最后补充的，那么不管缺少的数目，都会校验失败。 我已经确定了每一包都收到了，且下发的数据成功方和失败方也是一致的。 所以想问下，是不是该芯片的写入必须按顺序写入，不能在中途插入，希望有用过的大佬可以解惑一下[/size][/font][/backcolor]

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***Dd0y+Pt1+ZpjWDLnzw0i83vzRlUKnQ**l8203nZxSd3TS7e/88OqWdS95nndo6+Z3fljTMfG2k1Pq2m7/2bs/+2HoKjLRCe8cYRvaw49Fy94MDRtwzk+v3dPcoXVCq6MT/rLtIHRCABouQSBnAlQb0HLOAfPbcfLkyQwGAiAAAiAAAhEEhqQT3lg+SafXsvDBG7NOH3+THtte/bUXa2sW/vjT7l599Pb1P1X3mf4Tb/LjuDhOvPlU3WeiYnzc0rburV1bN+879smnhw+caGs53nHwRMM7LVvebXrvowOb3t+/rTHyVh8d882Xfn2yu3/uwk0P/P61DaunBRbV3dO/e/2976+ZtHH1vW2xdyJ9cOd/t46/6cQvJ5745cRPJtz6znVX7Xnmia0/+E7breOls/228e/emNTj0kImOmFDO5s5f3H8QWO65Z27m57806sf7W+X+wkBnbDig0PT5jy35d0P3Y7wgAAI5ECAagNaziFUIbpAJzAYCIAACIBANIEh6YR1y+o+7e6nR+tH6zcuu33t09853bHspScv/+viW3dte96LtZXP3nyiq1cfcj/h0dv/7tHb/66v5ZHHbv+7eRP+LibAa2/v3L77UMNHB/c0trW3et6RLnlsfmvHkvde/NOWvzzxWv3hox0xETzP++vqh0509R385NMDHSepZqibvfpHk5492d2/781f715/z7YVE9548d6YUIe2vLX1u5cd+sk47xe3eb+4rWP8T7ZdY12+c83lra++HBohc50Qs6swc/7i0ODU+eGupif++PL2fW0dPYzqhDWNhx6YW//O+ztpY5RBAASGQoBqA1oeSsw89oVOYDAQAAEQAIFoAkPSCS8vnXyiq08fXT39PX2nu3r6925f3d/6xI63nvUysGXP3HLsRC89unr6u3r6Z/30f/R8ePusn/6P+BjLX9++cPU769/evf0dfuuRPDbsfrNu7X13rp4qj2nrH3i3eWtMnNdenOmd7Ju7cNMzL2x77cUZWjO0tHfuP+jpBZ7o6nvl+btj4vC7jDZv3HLltw/c+MOjP/3p0Z/+9Mgtt8hC27gfb73qkpaXVkd1z1wnbGhn+0+yfZ3uMZCJTvA878Nd++enX9q2p03rhFd3tP360SXb3v8oanrUXxVmtAHKIAACkgDVBrRcInygExgMBEAABEAgmsCQdMKaxVO8k33ucfjQ7oZNf9zTYB7k9aKt/qnxn5zo/eREb9WXzkoom1Q3+cjxkw+O+383/G2QIC9v/HD77kMf7mt7b6uvE3Y076hdm7pz9dTa9b+4fc3dUipMXT+99XBz1CxeXfnw0c7e5o6TrR2fas0w85kN9z+x/t5HX659eNUdv15+0+Q/eyf7Xlryq6gg2n9o49+2XHJR63XXHfnxf8nj0A03bP3Pi1tWr9Jt3EJWOuHjk+xYr3P0nM5QJ3iet+Oj/Q8/vry1mz38+xXy9462fZCRSJAzDygFdznwgAAIeJ5HtQEtlwgc6AQGAwEQAAEQiCYwJJ2w8i9Tj3T2Bo7jXX1dPae7ek5/1Pi6l4EtevLW9mM97cd6/uEf/+mXdfcsW/nK8ytervpS9aLnFp/s6htUJzTsbtmwbe/Oj9s/2N7y0fsHvSNdz2xZILXB4o/++Ebzy/e+UXfn6nvvXD11ecPSqOmsXT7n8PHeuQs3Pf3CtrXLZ0nN0NTe2dTWuf/QiY8Pndh38PieVu9oZ++q+rj7jmT8Q3/729sXXdRyzfcOX3+DPA4kr90ydmzLiy9GTcDzvOx0wqfseJ9z9GahEzzPkzph76ds5wk2fc5zMXMLrdJSIbQWThAAAegEBisUgYZUdSJZX6joiAsCIAACksCQdMILf77v8PHeqOOFP9/nZWDp3/3iwCfdBz7p/szf/8OCRUsPfNLd1NZZ/W9nz3n09wc+6U7/7hfxMY4d81a8vv2VTR+t2rCjYceBd97++P5XfqN1AmOsq+/kvRt+dsfqe/+wJfLPAqxaNkp3lekAACAASURBVLfd69136OTHbZ++pDSDu59w+Hjv8udS8fM59Oabb1/4raYrrmr/XrL9e8k2cW7/XrLlOzVbLhzVsmJlVPesdML/dclk9+gcXp3geV5VVVXUcuAHARDIQCdsrqtKJBJVdZsJrXRNwEHq8lx09hPqk/6mbnWqgbmmq9XWbyJ/uSpPfJXpBJg6E4MNJhrrrnz2dnezJuk312qlYn2u24/jVrjtCSF/JvXJhN2xIVVtO8To9lQHx8rbW2tVa8ArCIAACOSRwJB0wtKF09uP9UYdSxdO9zKwJ+fdub+9e3979z9/9l++8MUzL77kiv8476ujL/rPLdv3N7V3PznvzkFjtB7qWPDilvd3Hdj5cfvWHS33r39Y64T3O95+cOM9d6z+1Z2rpz77buTzEiuXPnLoaI/cT1ix9LdSM+w92Ln3QOee1hO7W0/sajm+s8lr93qfXzQtZj6H/rbx7a9euP/iSw9defWhK69u/s8rtp7/dXq55YILW18Mv/soK52w/1N2sp/tOWEduemEfbnuJ8RwQBUIgIAkQO81omXFh+uEmhpbGBRNJ/DU089gebobk4XWJ+NqWYRFp7YiSSbj1Sf9edhdRBJOmtnj8Py72k6ere5kTdzPG9tiSMwioRDQ4Jm1D0zPX0QWOsEsLRCKzsUvW0sLqYcLBEAABPJBYEg64S/PPnjwaE/U8ZdnH/QysMfm3rXvUPe+Q91//w//dFfdfctf+tuKtRv3HPhUOh+be1cGMby2jk9e3vThqg2NL/618eGXn5Y64VdvTJj4Uq0sT1x179/2/TUq1AtL5rUe6fmotXP3gZMrlviawd1POHS0Z/Gf7o8K4nnee//7R7u/PvrAty878O3L9o/+9ltf+drumXPe+vJX9426SDr3jbpoy9fHhEbISic0fcq6TgePT/tyue8IOiH07YATBPJCgGoDWlbBhU5I87PZUyiWTrAyT+uCBS2/OiFmLKfKceipya/p7ZnZrU2d8KcC38iLAKngt/8ifibtiQzRc+KFnHSCvxdihIMVkl/YS3Oq4QABEACBvBAYkk5YtGBG6yc9UceiBTO8DOyR2bW7Wrt2tXb9z//v7x9/Zoks6/Mjs2tjYixfv33KvLX3PLb2kYUbPM87cvRoU2v7rv1NMzfMkvJAnx9/e35MnCX1v2s+fGruwk0LVr6/pP5RqRl2tpzY2Xziw6bjO5qON+73tu871nqk589/jBM/H9xw085//1rrqIs+/tq33qo+r3nJC/wXkF7/61tnnbv3gm+2jrpo7wXf3HLet0JnkolOWLTszZnzF29oZ81d7NRA8Ojuh04IRQsnCBSNANUGtKwmJHWC5/HXRE1auKlOEH55N45f64nqtLhfSXZJ18gGRmnwNr75TluJqNE9674jk0azsPSWO5XZTblXfAEuxtRf0vNM1rdkPWkQ/MI+/D4cOZSbDbse3VKMbKXltDEvq7n5fqutvLBcarkqKbcqA+2tOt0xDGT4eulU9Yr0ro2LV7Y3fl9S0DC0bPhXp8K1EJ0zyiAAAiDgExiSTnj2md80HT4VdTz7zG+8DGz2zMk7W7p2tnR99n99/tEnn5Nled7R3DV75uT4GL9fsvnGe5ZMf2IdbdZ+5NDC955NrZ9210t1019/8Pnti48dO0obBMr1f35if8epHc0ndrZ0Lv6LrxlmPPXG1HmvTJr14s+nP998+JQ8/pR+KNCXXrZve+/tsy7YPuqyt750XvPiZbrq0Pq/vnXGf3zw1bFvVZ3b8nz4IwqD6gQZTeuE3gEWOHpy1QmvvLs/h+eY9epQAAEQiCJAtQEtq/ZKJ1ClYHTC5roa9eQCz/ylUhAaQKb/Ug5It4lk+suovD4DnWBllSFfgzNiAZ1Ac2QVRr2SXiEuXhvsLbWFzHvdLq5HjGCCmJL9fILSCLy5CmL2AIiHNvRnT2r91J14ZHs6rN9LvjgVWesEGkGN6z8yoTYc9EJ0PVmlVHGqKW+hBZM1U1yAAAiAgENgSDrhmadmfdx+Kup45qlZXgb20ENTGpo+jToeemjKoDHmPffm1PmvDNospkH66TmLFv5eHn/+02NSMzQ2HW/Y723/2Ptg77H9HafkseDpmTFxPM/7ZPfej3/3dPs77wWaHW78cN/cJ1y/bpa5ThjK32PWw8nfO9pztPuPL7z57JLXWg+20SqUQQAE8kKAagNaVsFNdm+UAs3zfa9MnbVO0DsHtKkqm70E/8t83VoNal7zs59gvtT2RxSZs/TSpJvmsMwYTYN9r9YhbpfwLJvGIGXTXSfSYgTt5wU+Rd1HF8z8aMYd3T68Y0AGqcEpFX8gPSU9sFppON5Ae3WpXnkUXQ7MLXCpB0QBBEAABBwCQ9IJf3hyTvzhZWAPPjg1/hg0xrFj3l/WvDtos5gGBw606kNohicWLQwcvop4+g8Px8QZSlWGOmEoQwT6Pvz48pnzl23cuuPo0WOBKlyCAAjkhQDVBrSsglOdoJSCfqyZV6rnFkxDpQd4iLAy9alhol6DOsHkrzrHZGGm83hRGZd38jjq6+uomG5/Hd/p4rblU3BS6cC3/qoN/U7dL4uA5k6c8PhkGpHtw3uSbF2BDG9IhpANdTNdUAHEa6C9ulSvvI0uByIELq2wuAABEAABi8CQdIIHyx+B4dcJ+Zs7IoEACIQToNqAllVrk/5Lj5AGShyQjF/4M9tPEA8nyKZCSYgi7x+yr2DpBJNX2vcCMdd0Hi+rrC/r65MiA29Ipfxf99fpqi4EA/IK61YYHd/uwscxUsZEscb3ZYM/CfL7RzyW35uGlRpDKYjwHDqj9ryRGoDPTf1ok/Cr+ELShK2BDiGFj25lLc/HK+87UlHNELxEFunrJRpBtNWxDUSUQAAEQCCEAHSCBwMBEACBAhGg2oCW1XBBneDvKfgpva8a+F9YqKmpMs8n6IyfKAm6t2D6qWejM9IJ8hto+ngAizCdx6t6kXwGesoEnDutdNbKpVV/OjTvofJYEpd4TS9RolmwrFIe3l0N7n/BLq4tv3UxuE6gcsoRVGbNZtWB/Q61tMAiYldKKtVyxKyT6s9dkFXqttXJpFm99ibwHHOAPC5BAATiCEAneDAQAAEQKBABqg1ouUDDZRvW3k9gsIogEK6FKmLpWCQIgEC2BKATPBgIgAAIFIgA1Qa0LIeTX8BHnQs0JRoWOoFVhDWkqtU+ROSNTxUBAosEARDIlkAWOiENAwEQAAEQyJKAp8zVCaqmaK+D6QR6Gw29gYjByoyAue9I39NVZivAdEEABIpCIAudUJT5YVAQAAEQKF8CVBvQslcaNphOKF/wmDkIgAAIgEAeCEAn5AEiQoAACIBAKAGqDWjZKw2DTgh91+AEARAAARCQBKAT8EkAARAAgUIRoNqAlr3SMOiEQr3xiAsCIAACI4IAdMKIeBuxCBAAgZIkQLUBLXulYZNhIAACIAACIBBNADqhJJMLTAoEQGBEEKDagJY9GAiAAAiAAAiUPIHcdUK09kANCIAACFQoAWYb1Qa0XPL/a8AEQQAEQAAEQMAbkk5gMBAAARAAAUXAvd2fagNa9mAgAAIgAAIgUPIEoBMYDARAAATyQgA6wYOBAAiAAAiMIALQCQwGAiAAAnkhAJ3gwUAABEAABEYQAegEBgMBEACBvBDITSdk+fed0RwEQAAEQAAEhokAdEJe0gMEAQEQAAGWg04oo4cW0ul0ou7D8j2KiLqIQ3swEAABEBgCgdLXCS2LJ1533XXXzVm8eOJ1Exe3MMY2zbluziYGAwEQAIHSIpCtTiij9LHcRYKUN8UCXqxxPRgIgAAIDI1AqesErhKkKOAl6AQGAwEQKFkCQ9EJO8de7R5eyVg6nd53yCv3o1j5erHGLZmPDyYCAiBQrgTypRNMPs/yapvm+OKARNX7CUMZNIe+OXQhs0YRBEBgpBMYok7Yc924PdeN++jb1+y9/ie7v/vDnWOvfvG339SHV1RLp9O7Wo+V+1GsfL1Y4xb1I4PBQQAERgIB6ASWsUEnZIwKDUGgIgkMUSccW7Gm3zu+78e3DvT3t82ev3Ps1T29/fJoWPHfL/72m17xLJ1Of9h8pNyPYuXrxRq3eJ8XjAwCIDBCCORFJ2yaw58gEDZxzhx1exCTjxLwe4Vkhm2akccLjFPeVMR7KTN1183ZZLJ0uZ9AKv2exqNCkXGVS8Q2LdVuhfHIhrynegqC182ZQ9YonpJQk8QrCIAACEgCQ9QJO8defWTRkn7v+KGZj8p7kLp7+k719J/q6d+1bkpjIaTC5rqqRFXdZm9QS6fT2z8+nOvx5s++mLjksZy7561jsfL1Yo076NuKBiAAAiAQTyAvOoExXwkwbuRWIXWHkMi6VdrNG/hl0pRGEGHkybQI6gR7UDqqCWWPS8JaEw7vq7xhM7Ai4QIEQAAEBIGh64RPnv3L6c6TbXOfkDph1jN/ffD367tO9e3fPGfXuikNK8YvmTXaCzGe7ydCMv50TahbR8hGJ7y3p0MdG8Z/MUHsOzNNlW5DC7z9tx+lnuKUB8vXBS6xsJo0Z8SvZUkRU8AkcM3AbqQa69fBxtUNUQABEACB0iJQAJ2gEmzyw0Qmx2fc1KX5El/tRjjf1Idl6Up96DhSnPgxaCg1kBjVPpGqyGnICr0TQbrYsXAFAiAAAoxl/buoNH3cOfbqw+k/93vHP77p5wP9/Qemzdw59urOrr7OT/v4WR1/njnWCzGRvlZVBbYG/GQ24A3pPrgrnU5v3dWmjjdu+dfExXPV5dyrEglyaZqpBrvs9iENdMvCFihwZ81UFGyuqx**/XxDpyoqNAFEUboixitEDuuMxE4QAAEQKBkCBRCJ/D8feLiFpJWkyKzdYJOwrk/xLLQCSGhAuPS+KTKjEEbaPGh45IugYa4BAEQAIEh64Sm2yY13Tbpo0uTzXf8at+Pb9059uo/rnz390u2PLpoo9xY8E72/XHGRV6IibS1TiWxfoPNdVVVdXU1IdsMIREGcaXT6c0fHlTH6zf/a+KiOfry4OaVEz+XuOoB04BUcafTPrJ**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**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**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**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**XlGOmtNU6KY+XYF/eGWuHfuKjwUN91u1T/1WTum4YqUqlO2f9Y50obky30mG+E6e//3nq97c02XpE0l/RDKEVU7XkxA7ktVM/7sbXUCf5nR46u9KdxyCwUAJWCVjfidWRUXRCkAn2XqC0nxynNwzFqxFD8fJ6QnhkOve7uSZDXFtfb7+YNVbuiwx+KZNy6Sv7dYKc2s/Je74CkG4S8t5vbWxcDxVjPbmqkORBcuLh8ByD+tV9Rxq+vrGx5cWSPEiOxnco0QkOgwAEloRAr054avW2af0/Zvt8wpBOGHw+IeeV5b1ARXqqOymPT7v5UsTHL7T3xby7/Xb/lK4mp9tjOJCeHQgHU/9lkyAHspTJvZQXC1Q2tJMw338U+mpb225VY0QF0ZdDm4w7aZKe+t1VxC9tknisL5Kmbw12SrqCVKtYXotX3qwEPQ8RPLPItobtQeqmviNEj0FgoQSsErC+E6sjY+iEIp3XcVOCH46prayvp/uL9MmFOh5Tf519FBdaLwmR3GUMdSOhm11fWBjQCUEGxKePm/iEgQ8makDmpkog76/OZvFbTLe9nhB66e88R7XvNFrSGjKFoQKd4DAIQGBJCDSnz16ut6ndd2S/70jvL0rXE3b+vqP2DLT+LUt5bUwki9eUx8eoJJ+dlpqAh2DsrK1VJamhF9NDugAxFI2jtq82C9ZQjIRO4+BxjLBfxIudnXVC2bhTP685rzppC+XTu/odVmrgxOXIrC+kh8Nj2HT06gsX8upzDzzH7LEJErBKwPr6B6KOzK8TtIfjU5Y6YYJv9S6mhE44Pp9bVgqBZSfQ3Hn2qXq7dWLXE/b3/xM66Te7R5RAR9vIKj0GgYUSsErA+k6sjqATlExdohNqJkQgAAEIjE2guevc5Xq7dWLPMduvOdrRP6JZMMuqCfzzd786XXAIlzzqaxoeg8BCCVglYH0nVkfQCUqmLtEJNRMiEIAABMYm0Nx19nK9HXWdYG+jsTcQ1ZkokWkTyPcd9YiEr371qx6DwEIJWCVgfSdWR9AJSqYu0Qk1EyIQgAAExibQ/MC5K/X2Wq4nTDs9ZnZzEvAYBBZKwCoB6zuxOoJOUDJ1iU6omRCBAAQgMDaB5u5zV+ptUjphzoyQahCoCXgMAgslYJWA9Z1YHUEnKJm6RCfUTIhAAAIQGJtA88azl+vtdVO6nlAnf0QgMCcBj0FgoQSsErC+E6sj6AQlU5dXj5bVCyQCAQhAYIIEmnvOPlVvr5vG9x15DAIQgMAyE7BKwPpOrI6gE5QMJQQgAAEITIFAc+/Zp+oNneAxCEAAAvsmYJWA9Z1YHUEnKBlKCEAAAhCYAoHm3rc8VW/oBI9BAAIQ2DcBqwSs78TqCDpByVBCAAIQgMAUCDRvOnel3l4/jecTPAYBCEBgmQlYJWB9J1ZH0AlKhhICEIAABKZAoHnz2Sv1NrZOOPeerTk3v3y2NWtmW8s3bWYMAQgcPAGrBKzvxOoIOkHJUEIAAhCAwBQILEYnPPrMi29//i933B595kU/ZFuzZnXj+tDRvcevb6w2+8vz0Ql7p09LCBwxAlYJWN+J1RF0gpKpy6P1dUdX6wUSgQAEIDBBAs3Zc1fq7baR7zta+/AX59z8kI2kE65vrK6uru5LKGyvE4IO4XLD0LtKHAJHjIBVAtZ3YnUEnaBk6pL/n1AzIQIBCEBgbALN2XOX621snfB7n7z43S+//btffvulM7d98//8Py6due3bX5z95b947NKZ217+jk/b733yoh+ycXRCkAkb17fP9IdmFOPbt0YnRE68QuAYELBKwPpOrI6gE5RMXaITaiZEIAABCIxNYDE64flnH7x05rZXvnDve2Z3XTpz21Nve8MrX7j30pnbVCf8xh999fS7Pvnyd/zzzz7oh8zqBLlXqBGTU/VhP92UlHe61equVSZ4bzv3odlsa2umA+SbkobiVifkVjKfvJvnV8+CCAQgcFQIWCVgfSdWR9AJSqYu0Qk1EyIQgAAExibQnDt3ud7Gvp7wuY8/EK4kbN1rt3QxIemEz338AT9kOZW/vjGLDyqEPFyUgj3a3ufTV63TeW6VPS86IauDNMRgPOmEbidJw3DfUQc8uxA4qgSsErC+E6sj6AQlU5fohJoJEQhAAAJjE2juO3e53m4f+fmEz370gl49uHTmtq9/ur2SUOuEz370gh8ym4THXD5fUUhXBPSkf+xk+ysKtkvjl120lxe8jmky/lQt6gRz8UAvRcglhVQtzolXCEDg6BKwSsD6TqyOoBOUTF2iE2omRCAAAQiMTaA5f9+Verv99jd3Bt7c3PQHZ7/+C/frQwhJLaRnEl7+jk/XE379F+4fGjOn28GLd/HkaCsU4o1ErZJob0Yy1Uz/VV7fPm/cqZ12k6N9pF2jE9LNT3mYVC2H8CAAgaNKwCoB6zuxOoJOUDJ1iU6omRCBAAQgMDaB5vy5K/U29vWEZ58+b4WB9b/8Z9/46OeuXfzZz7z8Hf/s0+d9v4Vsu03CO2f+05cJBYkwm4XHkqWLoWqp/3xDkYbSfhjL9hp3huJRJwSpktr5rZlee0AnJOI4EDj6BKwSsL4TqyNz64Rr6yvxkammWdvU/o5y2dEJ8vs3EsgXdtPpnvibv730a67perHc3tTUQ+OXV6/yvagOgwAEloJAc/+5K/U2tk742M/dZ7WB9e9+8tfueerTn/2DP335O/5jP3efr6z9O5D/MJjf97OZ+dJRie9crR2gSOolFiOhn9mseoxZb0DqiSed0HM7VP6btYC/TRVKAhCAwMgErBKwvhOrI7vRCSvr16SXIBmir/3uUIYGSyctOjrBnPnx0cLv6vY3a/z1Ld9KEc/X5Db5cLpHNXZyGK/oBIdBAAJLQqC5cN976u2Oke87+tD7zlptMOR/6H1n/eJNdELPP1geii9+xswAAhCYCAGrBKzvxOrIXnSCc5truxIKR0Qn5LNA+mYXv5LjTtYGepZGdERv8BA/MegE/fxTQgAC0yewGJ3w81feMufmF2/x7013JkPxbj32IQCBY0vAKgHrO7E6sm+dsLkWb8YxtyOpMJBDKyv5fqWV9Wu7vhahE19AWV5PCL9+o0W9YC7l+vTt1l1JINcWeoP+8AydsIAPEENCAAJ7ItA8cN+Vehv7eoJfJhvSA0PxZVobc4UABEYlYJWA9Z1YHdmLTsi5flAC+Q6ksKe3F4Ua0XfOqWyQGeS2OqPplqVO8MnCL2K5SND5jdxqgRA19x2p3xtMPY7voBMcBgEILAmB5uL599TbiZHvO/IYBCAAgWNAwCoB6zuxOrIbnRDPpydp0L39KOmB5OiwnV0NTr0c0gnpykF40iBeWsjXE9RTVKsbG7P4ZFh4QkHMBv0hGTph6p825gcBCEQCzUP3Xak3dILHIAABCOybgFUC1ndidWQ3OiFfOdDeqscUrq2vaJ2OMOjstq0n/jKXTogqoPr/Nl6sVBIa68iLNjjuCzrBYRCAwJIQaB6573K9neR6gscgAAEI7JeAVQLWd2J1ZF86IQiFdHHBPt3cEQZmN7iV3tDJTawsdcL16/qF1/p9Rq08MHceFU8geLW+2EK+7sijEyb24WI6EIDAIIFm7fzlekMneAwCEIDAvglYJWB9J1ZH9qcTnIiD9oaa/gcSZNygDhqRFEurE/JzzPkagv0q6nQHkjyL0N5hFLWFfKu1YrKt9/1uz9sBOkE+hhQQgMASEGjeet/lejvF9QSPQQACENgvAasErO/E6sjcOkE7OEZleT3BL7WhE47RB5elQmDJCaATPAYBCEBgJAJWCVjfidURdIKSqUt0Qs2ECAQgAIGxCaATPAYBCEBgJAJWCVjfidURdIKSqUt0Qs2ECAQgAIGxCSxGJ5x7z9acm18+i1+pEW6L3eu9r/tpu3zEmDEEjiwBqwSs78TqCDpBydQlOqFmQgQCEIDA2ASat973VL2duv1NnYE3Nzf9wdmjz7z49uf/csft0WdeHByz96srBmvPf0AeekuPwM3fLtdEJ2QWeBA45gSsErC+E6sj6AQlU5fohJoJEQhAAAJjE2jeet/P1NvYOmHtw1+cc/NDNpJOuL6xurq6av9bz9AEBuNRJwxWGDoQJMq+FMpQx8QhAIEFEbBKwPpOrI6gE5RMXaITaiZEIAABCIxNoHnb+afqbWyd8HufvPgnf/HXf/j1l7fZ/pf//T/83icv+iEbRycEmbBxfc+Zvkx2z63RCUNvNnEILCsBqwSs78TqCDpBydTl1aNl9QKJQAACEJgggeax80/V29g64flnH/zDr7/88nd82n7jj756+l2fTLvqPP/sg37IrE6Qe4X0y7DlfHzYT08G5J1utbprlQnyn3tSe/mm7dnW1kwHaNIp/9BdXzzqBD3eDpKbtx13J5MrhKkPtM2D638H2mgnlSdbr4kIBCCwOAJWCVjfidURdIKSoYQABCAAgSkQWIxO+NzHH5hHJ3zu4w/4Ics64frGbKP99zkh2RalYI+2N/P0Vet0nltlL/7nnnhDUBqi/U89dbzWCaFNmcr3TsaIg+yWbfPowWslS6hcdt9ZF7sQgMCCCFglYH0nVkfQCUqGEgIQgAAEpkCgmd1/ud5Oj/x/1j770Qvz6ITPfvSCHzKbycdcXs74a+IeD+eEO3QU9lqL+b3pP7YJIeOXXbSXF9rOTC+pWqUTTF9mtHoyqQedqPTdbZvq2APxMojtHR8CEJgAAasErO/E6gg6QclQQgACEIDAFAg0s/ufqrfTI3/f0a//wv3z6IRf/4X7/YClfFnTbXMzT5u6ax6dM+jQIJ51z41t73KGPsoIIzk6tdNucrSTtDuHTgh168mkHrbXCbpWdIJ97/AhMFECVglY34nVEXSCkqGEAAQgAIEpEGhm9/9MvY2tE559+rzVCV/+s2/88m99+eLPfqbzfMKzT5/3/RZS6lYbmIRZ0u94ij9IhNksPJYsXQxVS/3nW3o0lPa7vdrbfYqHFdqdSieEixOp4tbGxvXu1Qpz/1A7+ywZQtu4BnuZw6wnSKVcJS0IBwIQWDgBqwSs78TqCDpByVBCAAIQgMAUCDQ/eOFnOtvj9z85tk742M/dZ3XC3U/+2j1Pffqzf/CnHZ3wsZ+7z1cWEud0a344Knm8xIIuSAm5xqNqGK7WDmBzeQ3FiOTss+oxZul/1hOvdYIdXCfUP+c2Ov9zzO1jGeiE6lNCAALTIGCVgPWdWB1BJyiZHcuj9e1HS7maHd8jKkAAAkeAQPP2Cz/T2X7w/ifvHPm+ow+976zVCR15kHY/9L6zfvEmOmGrnsdQvK5JBAIQOKYErBKwvhOrI+gEJbNjeZT+nYJfQrt69eqO7xEVIACBI0CgmZ3/qXo7ffu9nbUd7P9j/vkrb5lz84u3IT0wFF/8jJkBBCAwEQJWCVjfidURdIKS2bFEJ/iFGjphx48oFSBwNAgsRif4ZbIhPTAUX6a1MVcIQGBUAlYJWN+J1RF0gpLZsUQn+IUaOmHHjygVIHA0CKATPAYBCEBgJAJWCVjfidURdIKS2bFEJ/iFGjphx48oFSBwNAg0P3j/k/U29vMJHoMABCBwDAhYJWB9J1ZH0AlKZscSneAXagerE07MZzt+KqgAAQgcOIFmdt+T9Tb29x15DAIQgMAxIGCVgPWdWB05PJ1wbX2lWVm/phNZvhKd4BdqB64TdlzNiRMnDuxjurk272d/yX9MDowYHR1jAugEj0EAAhAYiYBVAtZ3YnVkbp0Q8hdja5va4/zlkidAfTohPDMWLX0ltg0W36jtg7Xfs53/w42N5X9dU3Yi/66mCKXRUn+xbVFNJid1y3Dx/29yF9pr3o9ra2ZbZftwIE1B1jV6MQ2dsLmWmOzqJ2AUnVD+SHY1uBwtJqn1u/Wck0XVYYdBYDEE0AkegwAEIDASAasErO/E6siudELOOiS1yLva+5EuuzpBEmeTK2/N2uQ7HMhxSbrj7vWN1dYN4eSmrD1Hy058MPuvLiUgsZ628WD7z350mKLDPE7xTznz9OKAceKmy+AWnXWOjbW7eJ3Q+cxvru0itZ5fJ7j5LeT96WcwzC7tOOeura+srJjjGmpCsLyo16qNTnT+WVATAgdNAJ3gMQhAAAIjEbBKwPpOrI7sUSe0WYdNTHSEI1uWOmGbTLk6VAX8QNZvtEBPm/gPNUPrPuvREaZJ2WE6sN3/zEyVuqMNHuhWPMj9ReuEbh7udmXj64RwVcD8ODF1u60AACAASURBVAaZsH6tijVr61ZctHpifX3u26J2tWoqQ2BPBNAJHoMABCAwEgGrBKzvxOrI3nVCOGOZMhM51yq3ZMh5yXAonaBsd2x1vdUh13ftzQ82UvSh019kWeiE7dLrMiP3/affe5L69gakntP/oQ85hx/veek7zW+uEUh9Izpi89gszDBeh6ibta2lfWyRYoMKx9YYxV+wTtgu0c8f/vKUvo03+eeh58PvsuUfExlyvb3RKf005ZrFD2Dnp0VlgvxU5ZZt18VSdKcImRFwIbAIAugE32f9fzX6ahKDAAQgMEjAKgHrO7E6chA6wWYZMc3JsRiJryoJcvYSJpZryw0TIj9C/bKWrmFBZaET7C/skHWrbZfitxl3rNyTgMuhGI/1pOOY03u1cKwnFO9jMrVibx2ZUTYOSqH3cYPeywZhcNNtO9ghvExVJwQxkD+mYU/P6mevFcFtpb6PujNW/pi0nfX/LIRotDyF0FceJHv5JytPLQ5ma5m54EJgIQSWUSccwm9G+2fHD5v947GQ39XDU+MIBCAwAQJWCVjfidWR/ekEyU5C2lFYjMprTEXy2c86KenvQac8lXJQJ3i1lFXXfy96rj6E5Nyk6/Kb3ezv8ARA8feiaivz6c4i7/deQZBO0iMTnRW1KwwvuRsTPBR3ojqh+2GOH/dOPO3u+FGPHdhkX582KB8rKO78y5m/C5ZGK/3UdXDCD2eqlxxpTgGBxRJYvE5Y+eFnhjbfb4fwq7H4vT88C3siJz0211+dKAQgcAwJWCVgfSdWR/auE1JukRwdI5YajjdA5LOZOTuJNXsi6dBknEIn9DxUPKwT+n+752hf4r79H53t2/q+m4Nsh30Dto3KPzF2L1ToWbaED6NYsE4Y+ox2P/zx896Jp93kuAFLyXwxYuy2aJSrijTouQkwyne9xGHqyzTyUwk7zqoYlx0IjEtgEjrhZ3/nX9fbyg8/4/vN/obtr7HvaP69P9DVIcxhYGTCEIDA8hCwSsD6TqyO7FEnhBOYcrkgdFuczdxci09ThtxmbS19vUrOUmz9zfVwmtRGXNtDqJ+G0Okvsix1gj4uYK8ADOgEe+HAfJ9Q+IWurft/tdfR69eve7XcZV0rV7Fz614IKEbPV6Y7f4bSitpOFyoT/KJ1glwPsx/I9vuOip8Ek9vbj3T4KMemNh4/6s5Y8WOSPv876gSZnlYvRrA/nrlr/YmLt0jJXhrKzAUXAgshMAmd8LE/+Lf1tjudEH7Rttb+mrW/srMvv3k39AZQe505/KpXk1/nRbXqJI5c7e382vfJdDDpsK2TO88XkvOU7LVj01Zmk/9kpO5xIACB5SFglYD1nVgd2ZVOiL+0UtKjveq1gvZgVAntfRHpJGe+7ygekQaxuqRS2kUbCpEJJS8dnRA+EeHXZ7b4G7o/GuoXLeLvWvvbWjqTA/b3ddU0jiRfaponkB8yqFt3bxiSSaaRYh9xTjpipRN6utWah1EuXCe4NuWOsOInN+bcGs9REb8aXFnPp+6HflhC98FyMm9P8u+sE9p+1za7MiGr8Nx1MU55c1I7DV4gsDgCi9QJQ7cbrfzwM5/+k2+fefd/5fut/u14fWO20Z7cCb/l06/b+Gs2t5A/AhoOQf0FH4LpV72M2VvNzMae6An9qOV+sx6QPx258x2mp33FaafKZmRcCEBgiQhYJWB9J1ZH5tYJ2sHxLXt0gscOj8AkdMLx/fizcggcHoEF64T6dqOf/Z1/vfLDz/z2n//1hff/d77fctZvj+d0fQedkJL2+DSbTfrbHm0oVrOD2eO5SdYJMdOvrwzHycfX0Dr72ZNeO7t2BvgQgMASELBKwPpOrI6gE5TMjiU6wS/UDlwnnJjDdvxUUAECEDhwAovUCbe+4yOd241e/4Efev0Hfui1P/We3/iz/+vtv/Sbvt+q7DkE4gWBdDA5RSJuE/woAGysHdGGYrViMraCHkgXhe3AvTpBhIqtlf3sSaed3WIG7EAAAtMnYJWA9Z1YHUEnKJkdS3SCX6gdrE7Y8e2mAgQgsCgCi9QJdz/5q5/+k2/b7Zb3P/6Pf/8D537px0588Efe+vH/xvdblT2bpD0cy9cT2ksHOVh8P0QSAPb+nq2NcAeT6TGc7U+XIPKEpE8bH9AJ9X1H2ii0r6dnZtreO5uvTOSx8SAAgSUhYJWA9Z1YHUEnKJkdS3SCX6ihE3b8iFIBAkeDwCJ1wsUPfOa3//yv7XbT+x775S89/ctfevonf+Opez78xCOf+Jl/+WfxSyV8Mkmm20cC9DpCjqzOZunfzqSoCQ4IgFS1fWZ5oFqagjq5VZhNFA0hWmb38rRD8QxDaJ9am+lJ21l6prrspjM6uxCAwOQJWCVgfSdWR9AJSmbHEp3gF2rohB0/olSAwNEgsEid8Hd++XesSPjtP//rv33l0Xc9fzltd//S371p/TF/jKzWGMdo8SwVAkePgFUC1ndidQSdoGR2LNEJfqGGTtjxI0oFCBwNAovUCT/56d/vbP/Jkw899E/f+dA/feebPvn3b/vAD73hv3zH//zVf+WPkaETjtGbzVKPAwGrBKzvxOoIOkHJ7FhexRZNYMf3iAoQgMARILBIneAr+1vvfuChX/s7r/v52ekP/MgLf/JH/88r/29V5WgH0AlH+/1ldceOgFUC1ndidQSdoGQoIQABCEBgCgSmpRP+4//svpM///c+9fu/dfwUgscgAIGjR8AqAes7sTqCTlAylBCAAAQgMAUC09IJHoMABCBwhAhYJWB9J1ZH0AlKhhICEIAABKZAAJ3gMQhAAAIjEbBKwPpOrI6gE5QMJQQgAAEITIEAOsFjEIAABEYiYJWA9Z1YHUEnKBlKCEAAAhCYAgF0gscgAAEIjETAKgHrO7E6gk5QMpQQgAAEIDAFAovRCefes7Xj5jEIQAACS07AKgHrO7E6gk5QMpQQgAAEIDAFAs2lcz+t2+y+J9N25+1v6kxuc3PTH5w9+syLb3/+L7fZHn3mxYMbjZ4gAAEILIaAVQLWd2J1BJ2gZOYvX3rppcuXL99///1nzpy5//77L1++/NJLL83ffAo1j8ASpoCROUAAAmMQyDrBqoXTI+uEtQ9/ccfNYwdGYGvWzLa89+HfM6xuXN9Tv/tpu6cBaQSBI0DAKgHrO7E6slCdcG19pWmaZm1TZzf18tvf/vYHP/jBJ5544oUXXvjGN77xyiuvfOMb33jhhReeeOKJD37wg9/61remvgDnjsASpg+ZGUIAAvshsBid8IVfvfi//tu//sOvv6zbP/5n/9vpd30y7f7h11/+wq9e9IMWMtZse817B7vf84Gt2Z6T8G3HlPVKnr9ttW0OohO2gcMhCIxIwCoB6zuxOjK/Tthca1bWr2k/B1IGlbAsEkEW/P73v//DH/7w9773PV/a9773vY985CPvf//7Kyyba/Evhy407JslBwKGadxt5VPZtOp7T4HdL8G5+MbnxcSZmbXInM3S4uzsWnoOx2q8QgACEGgJdHXCpXM/PbvvybGvJ/zWJx74w6+//PJ3vG6/8UdfPf2uT6bdl7/jf+sTD/hBC3lzSpu3Zk3eGWyyhwPFKHO1H0knXN9YXV01K55rLmWlqBPK6Bx7u4cwR6dUgcDxIWCVgPWdWB05OJ0QMsJdZYIx/9SpTb186aWX3vGOd3ixL3zhC7PZ7MyZM7PZ7Atf+IIG3/GOd5Q3IFlRcG19RdgUa9YcOguFeLAkKen5rsAOobRL0Dl3ymoJ0lOcVux2c61+n6+tr6ysdN9/WZ+Z+eZaXmvsjFcIQAACJYHmsbM/lbb0rMLYOuGzH72wvU747Ecv+EErk9c958CD/euBcpQdKsvhcXRCkAkb1/e3yj233j2EeUBRBwLHhoBVAtZ3YnUEnaBkdiyvXLny/PPPe++/+MUvnihNpcLzzz9/+fLl3E9InavrLyF1TtGQcK/lpDs1KHWCc64K5FF246Ul+AHrLkE7n0Mn6NRLAXFAk97NAqkLAQgcAQKFTnjs7E+pVDh9272dtR3sc8z/5B/dn3TCv/u/v/M//P71t1zZtNcT/sk/ut8Pmk1eg2/uPApXF9RiUJL3rfZOpXAVIlaJFXwOhZZ6oSJWaprYe46YhuUUrU4I82pNeizmmXe61coOw57KBJljHjg0m23lKcWrK0PxqBP0eDtIbt523J1MrhAgDLSNxBTj6sZG+w7kydZrIgKBY0PAKgHrO7E6siedIJnjentPjaS95p6UNg3OkZgXa+Io8ZX12Do+nhAOtlacgY7B2EnVbWgYD+oixynPnTv37W9/23s/m81KmXBiNpt577/5zW+eP3/eDB6mataiR0z2LGl13u/zYm/5WIzs5TUtwQ9YtQQZZWedEBWOrRlje5kobSAAgWNMoKsTVCqMrRM+sXFf0gl3P/lr9zz16f/6+T+2OuETG/f5QTP5bMzipW43T5fsWZJdTVo179WcOme9IZqT2rDXrVEm6blld4J5/Osbs/i0cOrQHm3vIuqr1uk0t8qePo8c56kyJ8+5L17rhHLVYdDeyZjFZrdsmxaoCixPJEPtrIldCBwfAlYJWN+J1ZG96oSYAocMVtN0m8t2EkZNl0OF2CzMxlS6tr4WT73n7Dp4pQIwLdI59jwBXeJY5YkTJ7zYmTNnOjrhzJkz3vtXXnnlzJkzxfCtqCnEQsLUnn1P+XQ+G5+qpM7qSDq0CyctwQ9YzxLK90kGyxNtx85vS/bsuyvvlQq+AkXbnBcIQAAChkBz6exPdbbZuZ8eWyc8c/Vc0glWHiT/mavn/KCVGasmpp2rAvI7UBJVm173+TYWRkydJ6e83pB7ruZXdhXat6ZTjIdNx+14RbWi29gmBI1fdtE752ItlU4wfdnxqjmbgZLbbdt7IF4Gsb3jQ+D4EbBKwPpOrI7sVSekBD7luSaXbfPj+AupTfdNBZ1M+WB0ONyaZJMm59TJh9SztDSJtsKYL+lk/NzXE9rZtOtKGXILzHIL6zDL7YKSG48OYK1pCX7A9nY9wczcrMJGWxKVwGjjvEAAAhDIBJpLZ//zehtbJ/z8lbfsuPlBS4lpKw5apdDNX7W9jfb5NhZapATXjNKt0z+z3CB48RpFjraJfhpA0vueaqb3cK6+tHy6Pumjfm3TrkUvjsyhE/rnbGaf3C6NtCB7IAXNanAhcPwIWCVgfSdWR8bSCT1pbTf9zZmkpNJti1QrH9a5FxcgYujwXi9fvvzCCy9471988cXO9YTPf/7z3vsXXniheD6hmFqQOFEpSLqcZIIsa23T7KdLJamHGkU6tBsnLcEPWO8S0hsSh+qk+5V6axdaT7rTMPbHKwQgAAFDoJm95d31dvq2e0yd4B7s8wle7Bd/5Te//PmP/uKv/Kbuzl2mjDW0CDvtHS75DhgREOVZ/FDXJrLJr+6iaXuzo/T23JlvOZF4002Ipu9jCsnzbBYeS5a2aQq6ilQtdVwMa0VRt9c4xFC80glyj1BUGlsbG9ctG9NLcNtq2R0iZtaT5VZaDA4EjiMBqwSs78TqyCg6Qc78x7TYba6p2004cyKZPb1FResXufV6uC/JRmK3odceUaLrPcDypZdeeuKJJ7773e967z//+c9funTpzjvvvHTpkoqE7373u0888UTxfUfxK44UvL12EvLlNfPdP939ElRY9MEs0C7BV9azhDD1mm+Z7hfvid6l1AqF0LKYedlQuFBAAAIQ6BCYqE74q796+Uv/8l/5fssZqxzvpLXt+feUBJt/amAT2Y6fztrHdm3uHq8LyCBaKdeI0wuJc3oEOgRz7aALYqZdyYGham2/XZmQn0QIDWezdLEhzWgoXusEO0dt3j+ZNjr/c8ztP3HjekL8cPB6vAlYJWB9J1ZHDk4nxLvQNaeVJFF/g0XBUKa/xeWBXHtlbS1/vWYO2z6013h6PtQ5mDRaEW1TPv300x/5yEeG/n/C008/3Wmbp58vJujbEG6giktqc2uzb9uVmXZngN3v7moJQQKUE42zz3PvyoSOmBtxKbtfPC0gAIFlIDAJnfCLv/KbafNi3/537skrH9r87z/3N3/zNxqhNARED4R/sNyxoXinGrsQgMAhEbBKwPpOrI7MrxO0h+Ncfutb30r/j/mb3/zmK6+88s1vfnO5/h/zEVjCcf4EsnYIHAcCi9cJX/78R+32rvd9TLf3XP3FJ6986CMf+5THugSG9MBQvNuefQhA4HAIWCVgfSdWR9AJSmb+8qWXXrp8+fL58+fPnDlz/vz5y5cvF7cbzd/R4moegSUsDh4jQwAC4xJYsE5IlxGS48X0esInnv1vX375P2iE0hAY0gNDcdMUFwIQOEQCVglY34nVEXSCkqGEAAQgAIEpEFikTvDD9u/dX/3e/3RNn1EbrsURCEAAApMmYJWA9Z1YHUEnKBlKCEAAAhCYAoGJ6gSPQQACEFh+AlYJWN+J1RF0gpKhhAAEIACBKRBAJ3gMAhCAwEgErBKwvhOrI+gEJUMJAQhAAAJTIIBO8BgEIACBkQhYJWB9J1ZH0AlKhhICEIAABKZAAJ3gMQhAAAIjEbBKwPpOrI6gE5QMJQQgAAEITIEAOsFjEIAABEYiYJWA9Z1YHUEnKBlKCEAAAhCYAoHm0pvfVW+nX39PZ3Kbm5segwAEIACB3RCwSsD6TqyOoBOUTF0+hy0hgfp9JAIBCCwXAXSCxyAAAQiMRMAqAes7sTqCTlAydfncc8/dwJaKwHPPPVe/j0QgAIHlItC87U0/WW9cT/AYBCAAgX0TsErA+k6sjqATlExdohNuLJuhE+qPMREILB2Bfp1wivuOPAYBCEBgvwSsErC+E6sj6AQlU5fohBvLZuiE+mNMBAJLR6BZe9M/TNtb3/yTup26jecTPAYBCEBgnwSsErC+E6sj6AQlU5fohBvLZuiE+mNMBAJLR6DQCWtv+oetTuB6gscgAAEI7JeAVQLWd2J1BJ2gZOoSnXBj2QydUH+MiUBg6Qg0j977E4/e+xOdSwrcd+QxCEAAAvsmYJWA9Z1YHUEnKJm6RCfcWDZDJ9QfYyIQWDoCXZ2gggGd4DEIQAAC+yZglYD1nVgdQScombocRSe8+ORNzU1PvnhjwMLhi88OHCS8EwF0gsMgsPwEWp3Quapw8vVv7CyN/5/gMQhAAAK7JGCVgPWdWB3ZpU64tr7SRFvb1E6dDTZNk+Lh8OZarN40zcr6tbZJ5yXXKhp3ah3ubp9OCHl8tJTP22DTFHl+lfeHwN50gh1lnqFvPHsxzrRpyjHzkdTRjSNh6ITD/RFhNAiMQqB5+I0/riLB3n2ETvAYBCAAgX0TsErA+k6sjuxCJ4gcMHn85lqb94cDOS45f9rdXMvqIBxJB3RCobTha+srPTVy3UP0ujpBEnWTWD97sU34SzEgSXisVh66saMN1N/L0EEnJEUSJtXOybg3XnzypjjTHae2DBXQCQ6DwPITCDpBt6QWHr33J9AJHoMABCCwbwJWCVjfidWRuXVCKQa0u7asDpmA1QkmbNpfW18ZvM5gqh26W+qEgQz+xo0bIduOSXjYtYHqkFYYLHvr9wa1i+qQCVidkMM***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[/img]

下边是航顺HK32F030MF4P6的官方基本定时器例程，看到里边定义了一个time变量，但是没看到有计算过程（在整个工程中其他文件中也没有找到time变量），请问变量不计算怎么可以自增？下附部分代码： [backcolor=rgb(255, 255, 255)][font=Consolas, "][color=#008000]/**[/color] [color=#008000] ******************************************************************************[/color] [color=#008000] * [/color][color=#0000ff]@file[/color][color=#008000] main.c[/color] [color=#008000] * [/color][color=#0000ff]@author[/color][color=#008000] Alexander[/color] [color=#008000] * [/color][color=#0000ff]@version[/color][color=#008000] V1.0[/color] [color=#008000] * [/color][color=#0000ff]@date[/color][color=#008000] 2022-xx-xx[/color] [color=#008000] * [/color][color=#0000ff]@brief[/color][color=#008000] 基本定时器[/color] [color=#008000] ******************************************************************************[/color] [color=#008000] * [/color][color=#0000ff]@attention[/color] [color=#008000] *[/color] [color=#008000] * 实验平台:HK32F030M开发板[/color] [color=#008000] * 论坛 :https://bbs.21ic.com/iclist-1010-1.html[/color] [color=#008000] *[/color] [color=#008000] ******************************************************************************[/color] [color=#008000] */[/color] [color=#af00db]#include[/color][color=#0000ff] [/color][color=#a31515]"hk32f030m.h"[/color] [color=#af00db]#include[/color][color=#0000ff] [/color][color=#a31515]"bsp_led.h"[/color] [color=#af00db]#include[/color][color=#0000ff] [/color][color=#a31515]"bsp_TimBase.h"[/color] [color=#0000ff]volatile[/color] [color=#267f99]uint32_t[/color] [color=#001080]time[/color] = [color=#098658]0[/color];[color=#008000] // ms 计时变量[/color] [color=#008000]/**[/color] [color=#008000] * [/color][color=#0000ff]@brief[/color][color=#008000] 主函数[/color] [color=#008000] * [/color][color=#0000ff]@param[/color][color=#008000] [/color][color=#001080]无[/color] [color=#008000] * [/color][color=#0000ff]@retval[/color][color=#008000] 无[/color] [color=#008000] */[/color] [color=#0000ff]int[/color] [color=#795e26]main[/color]([color=#0000ff]void[/color]) { [color=#008000] /* LED 端口初始化 */[/color] [color=#795e26]LED_GPIO_Config[/color](); [color=#795e26]BASIC_TIM_Init[/color](); [color=#af00db]while[/color] ([color=#098658]1[/color]) { [color=#af00db]if[/color] ([color=#001080]time[/color] == [color=#098658]500[/color])[color=#008000] /* 1000 * 1ms = 1s 时间到 */[/color] { [color=#001080]time[/color] = [color=#098658]0[/color]; [color=#008000] /* LED1 取反 */[/color] [color=#0000ff]HandLED_TOGGLE[/color]; } } } [color=#af00db]#ifdef[/color][color=#0000ff] USE_FULL_ASSERT[/color] [color=#008000]/**[/color] [color=#008000] * [/color][color=#0000ff]@brief[/color][color=#008000] Reports the name of the source file and the source line number[/color] [color=#008000] * where the assert_param error has occurred.[/color] [color=#008000] * [/color][color=#0000ff]@param[/color][color=#008000] [/color][color=#001080]file[/color][color=#008000]: pointer to the source file name[/color] [color=#008000] * [/color][color=#0000ff]@param[/color][color=#008000] [/color][color=#001080]line[/color][color=#008000]: assert_param error line source number[/color] [color=#008000] * [/color][color=#0000ff]@retval[/color][color=#008000] None[/color] [color=#008000] */[/color] [color=#0000ff]void[/color] [color=#795e26]assert_failed[/color]([color=#0000ff]char[/color] *[color=#001080]file[/color], [color=#0000ff]uint32_t[/color] [color=#001080]line[/color]) { [color=#008000] /* User can add his own implementation to report the file name and line number,[/color] [color=#008000] tex: printf("Wrong parameters value: file %s on line %d\r\n", file, line) */[/color] [color=#008000] /* Infinite loop */[/color] [color=#af00db]while[/color] ([color=#098658]1[/color]) { } } [color=#af00db]#endif[/color][color=#008000] /* USE_FULL_ASSERT */[/color] [/font][/backcolor] 我是新人，还没有家园币，暂时还没法设置悬赏，实在不好意思，麻烦大家了，多谢赐教！

MSPM0的板子的CAN是CAN-FD，怎么配置成经典CAN控制3508电机

PA5触发中断时理应只有[color=#80080]BLUE_PIN ([/color][color=#80080]PA0) [/color]输出高电平，但实际情况也[color=#800080]YELLOW_PIN (PA2)[/color]有输出,有没有大佬懂，帮帮小弟 #include "SYSCFG.h" [color=#800080]//***********************宏定义****************************[/color] #define unchar unsigned char unchar FCount; unchar ReadAPin; [color=#800080]#define BLUE_PIN PA0 [/color] #define WHITE_PIN PA1[color=#800080] [/color] [color=#800080]#define YELLOW_PIN PA2[/color][color=#800080] [/color] //定义输出引脚 [color=#800080]#define turn_signal PA5 [/color] #define width_signal PA4 volatile unsigned char is_running = 0; volatile float pwm_counter = 0; #define PWM_PERIOD 10 // PWM周期，根据定时器频率调整 volatile float pwm_blue_duty = 0;//占空比 volatile float pwm_white_duty = 0;//占空比 volatile unsigned int cycle_count=0; volatile unsigned int step=10; int step1=0; [color=#808080]/*-------------------------------------------------[/color] [color=#808080]* 函数名：interrupt ISR[/color] [color=#808080]* 功能： 中断处理[/color] [color=#808080]* 输入： 无[/color] [color=#808080]* 输出： 无[/color] [color=#808080] --------------------------------------------------*/[/color] void interrupt ISR(void) { [color=#800080] if (PA5) { [/color] [color=#800080] YELLOW_PIN = 1; [/color] [color=#800080] BLUE_PIN = 0; [/color] [color=#800080] WHITE_PIN = 0;[/color] [color=#800080] }[/color] if (T0IE && T0IF) {T0IF = 0;} if(TMR2IE && TMR2IF) { TMR2IF = 0; if (pwm_counter >= PWM_PERIOD) pwm_counter = 0; else{pwm_counter+=0.1;} if (pwm_blue_duty>PWM_PERIOD){pwm_blue_duty=0;} } } [color=#808080]/*-------------------------------------------------[/color] [color=#808080]* 函数名：POWER_INITIAL[/color] [color=#808080]* 功能： 上电系统初始化[/color] [color=#808080]* 输入： 无[/color] [color=#808080]* 输出： 无[/color] [color=#808080] --------------------------------------------------*/ [/color] void POWER_INITIAL (void) { OSCCON = 0B01110001; //IRCF=111=16MHz/2=8MHz,0.125us INTCON = 0; //暂禁止所有中断 PORTA = 0B00000000; TRISA = 0B00110000; //PA输入输出 0-输出 1-输入 //PA4-OUT PORTC = 0B00000000; TRISC = 0B00000000; //PC输入输出 0-输出 1-输入 WPUA = 0B00110000; //PA端口上拉控制 1-开上拉 0-关上拉 //开PA6上拉 OPTION = 0B00000000; //Bit3=0 TMR0 MODE,PS=000=TMR0 Rate 1:2 PSRCA = 0B11111111; //源电流设置最大 PSRCC = 0B11111111; PSINKA = 0B11111111; //灌电流设置最大 PSINKC = 0B11111111; MSCON = 0B00110000; //Bit5: PSRCAH4和PSRCA[4]共同决定源电流。00：4mA; 11: 33mA; 01、10:8mA //Bit4: PSRCAH3和PSRCA[3]共同决定源电流。00：4mA; 11: 33mA; 01、10:8mA //Bit3: UCFG1<1:0>为01时此位有意义。0：禁止LVR；1：打开LVR //Bit2: 快时钟测量慢周期的平均模式。0：关闭平均模式；1：打开平均模式 //Bit1: 0：关闭快时钟测量慢周期；1：打开快时钟测量慢周期 //Bit0: 当T2时钟不是选择指令时钟的时候 // 0：睡眠时停止工作：1： 睡眠时保持工作。 } [color=#808080]/*----------------------------------------------------[/color] [color=#808080]* 函数名称：TIMER0_INITIAL[/color] [color=#808080]* 功能：初始化设置定时器[/color] [color=#808080]* 相关寄存器：T0CS T0SE PSA [/color] [color=#808080]* 设置TMR0定时时长=(1/系统时钟频率)*指令周期*预分频值*255[/color] [color=#808080]* =(1/16000000)*2*256*255=8.192ms[/color] [color=#808080] ----------------------------------------------------*/[/color] void TIMER0_INITIAL (void) { OPTION = 0B00000000; //Bit5 T0CS Timer0时钟源选择 // 1-外部引脚电平变化T0CKI 0-内部时钟(FOSC/2) //Bit4 T0CKI引脚触发方式 1-下降沿 0-上升沿 //Bit3 PSA 预分频器分配位 0-Timer0 1-WDT //Bit[2:0] PS 8个预分频比 111 - 1:256 T0IF = 0; //清空T0软件中断 } void TIMER2_INITIAL (void) { T2CON0 = 0B00000001; //T2预分频1:4，后分频1：1 //Bit[6:3]: 定时器2输出后分频比 0000-1:1 //Bit2: 定时器2输出是能位 0-关闭 1-使能 //Bit[1:0]: 定时器2预分频比 01-1:4 T2CON1 = 0B00000000; //T2时钟来自系统时钟,PWM1连续模式 //Bit4: PWM单脉冲模式选择 0-连续 1-单脉冲 //Bit3: PWM蜂鸣器模式选择 0-PWM模式 1：蜂鸣器模式 //Bit[2:0]:Timer2时钟源选择 000-指令时钟 TMR2H = 0; //TMR2赋值 TMR2L = 0; PR2H = 0; //PR赋值 PR2L = 200; TMR2IF = 0; //清TMER2中断标志 TMR2IE = 1; //使能TMER2的中断（配置成timer定时器时不注释） TMR2ON = 1; //使能TMER2启动 PEIE = 1; //使能外设中断 GIE = 1; //使能全局中断 } [color=#800080]void B_UP (void){[/color] [color=#800080] switch(step1)[/color] [color=#800080] { case 0:{pwm_blue_duty+=0.001;step1=1;}[/color] [color=#800080] break;[/color] [color=#800080] case 1:{if (pwm_counter < pwm_blue_duty) BLUE_PIN = 1; [/color] [color=#800080] else BLUE_PIN = 0; step1=0;}[/color] [color=#800080] break;[/color] [color=#800080] pwm_counter=0;[/color] [color=#800080] }[/color] [color=#800080]}[/color] [color=#808080]/*-------------------------------------------------[/color] [color=#808080]* 函数名: main [/color] [color=#808080]* 功能： 主函数[/color] [color=#808080]* 输入： 无[/color] [color=#808080]* 输出： 无[/color] [color=#808080] --------------------------------------------------*/[/color] void main(void) { POWER_INITIAL(); //系统初始化 TIMER0_INITIAL(); TIMER2_INITIAL(); GIE = 1; //开中断 T0IE = 1; //开定时器/计数器0中断 TMR2IE = 1; while(1) { [color=#800080] B_UP ();[/color] } }

各位大佬好，请问STM8可以实现“定时器输出比较翻转模式”吗？ 即比如TIM2 CC1 通道，CCR累计至设定值时， 进入中断反转引脚，重新填写CCR值至下次中断发生 这样便于实现加减速曲线的实现 [img]https://bbs.21ic.com/static/image/smiley/comcom/2.gif[/img]

int main(void) { Clock_Init(); SystemInit(); Gpio_Init(); UTimer_Init(); //SoftDelay(); while(1){ GPIO_SetBits(GPIO0,GPIO_Pin_3); SoftDelay(1000000); GPIO_ResetBits(GPIO0,GPIO_Pin_3); SoftDelay(1000000); } } void UTimer_Init(void){ TIM_TimerInitTypeDef TIM_InitStruct; TIM_TimerStrutInit(&TIM_InitStruct); SYS_WR_PROTECT = 0x7a83; // 关闭写保护 SYS_CLK_FEN = BIT4;//Timer0时钟使能 SYS_WR_PROTECT = 0; //开启写保护 TIM_InitStruct.Timer_EN = ENABLE; TIM_InitStruct.Timer_CH0_WorkMode = TIMER_OPMode_CMP;//输出比较模式 TIM_InitStruct.Timer_CH0Output = 0;/**< Timer 通道0在比较模式下的输出极性控制，当计数器 CNT

[i=s] 本帖最后由 tyw 于 2024-7-3 20:40 编辑 [/i] TIRTOS如何接入OV7670摄像头模块，RTOS上哪些io可以用作[color=#333333][font="][size=28px]DCMI[/size][/font][/color][color=#333333][font="][size=28px] [/size][/font][/color] [attach]2271188[/attach] [attach]2271190[/attach] [attach]2271192[/attach] [attach]2271194[/attach] [size=2][color=#ffffff][backcolor=purple] tyw 注 [/backcolor][/color][/size] [color=#333333][font="][size=28px] [/size][/font][/color] [color=#333333][font="][size=28px] [/size][/font][/color] [color=#333333][font="][size=28px] [/size][/font][/color]

问题背景是这样的： 配置了一个20Khz的定时器溢出中断，System_cnt_add()函数是对一个变量++，就是创建了一个时间基准。然后在Task_time_slice_function()函数里面实现了一个led每0.5s翻转的任务。 于是遇到了这样一个问题： 当我把这个Task_time_slice_function()函数放在中断的时候，led能够正常实现每0.5s翻转的操作，也就是输出一个1Hz的方波。但是当我把Task_time_slice_function()函数放在main函数的while循环里面时，功能就失效了，变成输出32Hz的方波。有没有人知道怎么回事，希望能指点一下，谢谢！

有没有方法在不破坏MCU的情况下，**flash中的程序。想要实现一种简单的防盗模式翻译 [align=left]搜索[/align][align=left]复制[/align]

[color=#444444][backcolor=rgb(255, 255, 255)][font=Tahoma, "][size=15px]一款简易触摸开关[/size][/font][/backcolor][/color] [color=#444444][backcolor=rgb(255, 255, 255)][font=Tahoma, "][size=15px]当人体触碰到不锈钢挡板（100mm*100mm）触发，驱动220V继电器，继电器点动传送信号给PLC，PLC收到信号停止供电给触摸开关，触摸开关停止工作。[/size][/font][/backcolor][/color] [color=#444444][backcolor=rgb(255, 255, 255)][font=Tahoma, "][size=15px]简单来说就是人体触碰不锈钢片就灯亮，手放开就灯灭，不需要延时。[/size][/font][/backcolor][/color]我用市面上买的触摸开关拆掉电容也不行。 [color=#444444][backcolor=rgb(255, 255, 255)][font=Tahoma, "][size=15px]哪位大神能做，酬谢。[/size][/font][/backcolor][/color]

LM25116在输入电压范围31-42间，输入32V-33V啸叫，怎样可以改善呢？或者参数哪有需要修改的吗？参数根据TI的EXCEL匹配的。有人遇到过吗？

急需，联系我wx 17346966158

TSC2007IPWR TLE4275QKVURQ1库存物料，客户改板，留下这两颗库存，有需要的话来联系哦