KIEL C51 自带的 RTOS : RTX51_TINY2-STC单片机的配置
KIEL C51 自带的 RTOS :RTX51_TINY2@STC单片机的配置
1,RtxTiny2例程的地址:
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
里面分别是Ex1、Ex2、Banking和Traffic,他们的内容和目的如下:
Ex1:一个变量递增项目,演示了时间片调度的多任务系统。
Ex2:一个变量递增项目,演示了时间片调度、os_wait函数和信号传递的使用。
Banking:和RTX_EX2类型的项目,还演示了协助调度和os_set_ready的使用。
Traffic:一个人行道红绿灯项目,演示了RTX51 Tiny的综合使用。
这里使用Ex1例子。拷贝一份到测试目录。
2.RTX51 Tiny的OS配置文件Conf_tny.A51 简单介绍
对于传统的51单片机主要修改2个内容,一个是INT_CLOCK,另一个是TIMESHARING
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
传统的51单片机一个最小指令周期需要12个时钟,定时器配置是按照传统51单片机指令计算的。
STC对51单片机魔改后,速度提升了不少。大部分指令都可以在一个时钟周期执行完毕。
当然定时器0默认是兼容传统51定时器,定时器0时钟默认12分频。
如果用12分配,有些时钟频率计算有误差。所以改1T时钟最好。
3.新增一个AUXR寄存器
辅助寄存器1(AUXR)Bit7位可以修改定时器的工作模式,
T0x12:定时器0速度控制位
0:12T 模式,即CPU 时钟12 分频(FOSC/12)
1:1T 模式,即CPU 时钟不分频分频(FOSC/1)
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
4.定时器改成模式0,屏蔽模式1
由于传统51单片机 16位定时器不能自动重载,需要在中断里面手动加载计数器。
STC的51单片机的定时器,已经支持16位自动重载功能。
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
5.定时器中断,加载计数器的代码屏蔽。
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
6.新增2个常量,SYS_CLOCK和TICK_HZ,用于自动算定时器的定时时长INT_CLOCK
定时器工作在1T模式,定时长度=系统时钟/OS时钟节拍Hz (INT_CLOCK)
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8kbxkHHnegvuh3z+7k6aIw4btzS7eacZc72b/S+n6vp95O12FTf/A4EAfiQByIA3Hg5znwlotW2cjl6TT+vB9B3igOvN6Bky/9J1o9efXpo5zmq/mr/lWfzr+T694pX83tztZhqxnh4kAciANxIA7EgZ/lwPFFy/93S6u/EKO0HX96uUKv1vs5qq6P4l3NDNWRw+1EejSu9vlM71vxaLv5cBW/4sNfbOHRdyuvnONeq3Y7ryHdh+EdV9h356f3Mrz7wt9h1aY4ecXVwzr0OmfVp3rtYR7YNEN1j+ZXZ3Fe9yk3nXXS+Dvq3ORxIA7EgTgQB+LA93bg6KJVX+b94tRhpeEC4Pqq68Pl6TRWb3epUEzzTu98pyls+lz1d7zOcv6qrl7VaO6c7nlV3t1rFNP81/n+PMkV/6f6oqphPtCX/kT+whZo/YK/wpTTywJ4xW7WxK+0HddhvlM1musZ7uY+76rWPa5Vbsq9x+upL3gciANxIA7EgTjwfRx4y0Xr9HKFHlv9olG4Ypo719UTVrh/fDa84prDEycOnIieqPiUo3111HuL5rXXa86iuOarHnqXsYbtDFSN5gxXTPNP5DnTRawv791z0fYvuvvir5jmzFNMc3jixBWuT+lVO+XMfSTq3inv5qPtODA994R1GrSJcSAOxIE4EAfiwPd04Oii5X86VV/4HasanOiasorL02msXr1oTLajIaquw5Rf5Tu9K83EgRN3zrCjXc25y+k9RPOa5zU7FNd81UPvGBlEROi1L/nu/L/f8+TLuWu9xrqKHbeDlUYfZnqv1+i63aqdcu2/m+vsq3Owgx5i17eL6Qx6CvOH3YlxIA7EgTgQB+LA5ztw66JVX/Dr8QuUXrI8V+3p5Qq92skZFNOcSwhRucqv+l1PPc2DZ7bWmk/94ETt8bw0PM59RV33FH10Z3eHKV5xzZ3TWctch2g+DVSN5ixRTPNP5DnTRuSLeif1L/elmTDmeNS52qu5z3VumrHqW83Qebu5z7uqda5qNUczYYXrg76i93it2uRxIA7EgTgQB+LAZzpw66LFpam+7JN3Fyvn0ZYVXJ5Oo9u4unAUd/VZ9Xe9uzO73sKmfnDi1K8zdrSrOXc5tVXzX2frp6pO81VPP8lubd0AX+Ca786Pxvwm9Av8Vf6769cXfNU7VzVf+olotNZcezzX3urRB61imtP7jKhzp3zaU3r9XNWl3dEw07XgiXEgDsSBOBAH4sBnO/DQRcsvV/XFf3q4ZFU8vVyhX1nZXTo6bJqxq93RrTQTB06czlm4ajRf9TyT03uK5r/O1m9Snearnn7Svy9aNaR7poG6VHOWKKb5J/Kc6TB2X9g7bBqLlug6xTVf6a44nTPlOqM0qlPuJD+Z4VqtNdf9jnuNdsLhE+NAHIgDcSAOxIHPdeDoolVf6vXC5BetXa7s4PJ0Gqu3u1zsYif93Y+t2+MzJ43rdD49ROW8TzWae8+r6u4ewi64iuS/zo/iT9y536qDTBdNA1WjOWsU0/wTec60EfWL+pRvjPnj8qJztLdwfZTTfOovzV2O+eynvhtX5/CZrtVac+1z3Gu0Ew6fGAfiQByIA3EgDnyuA2+5aJ1ertBjY3e52MVqxomWnRq9/6r2nVf6R3k96yvyk3tIaV1/VR+f2Qf+Mvz3mJ/I/367MfMv6Ve1Diqt6h/JdW7lOmviOk2Hef/VfNfXzNOnm+EY9XRmx72ufse8ZkdiHIgDcSAOxIE48JkOHF20+BOsugjw+J9i7WjKCi5Pp7F62a3R7d3l0Hn/VU1fRf0o7vmkU5xce8EqOu61al+R1+t2j+9SjXNVX/Fdz39hOqRy/8A7Tv3N+dUX747bwUrjulXtHNau4qqnuImfcN21o1H9lJ/MmbQrvDh4cuo6k2KaT+cNHgfiQByIA3EgDnyeA8cXre5idYqdXq7Qf559OdGOA1f3mZ0Z0fy3A/rF/L/Z38gjX9SnHXdm7vRM++ptVtwO/9uR6+xql05AW/Hq0b7kcSAOxIE4EAfiwM924C0XrbKUy9NpfPWPQ/+EyPNX7878OHDiAF/wT3qijQNxIA7EgTgQB+JAHPgaB95y0Tq9XKH/GkuyJQ7EgR0HVhe9uxx7p/4Jv+or/qqXGX9jLG92H/XHPfVatV0+6SdcZ5Tm6lF98jgQB+JAHIgDX+3AWy5a9ZJcnk7jVxuUfXEgDvQOrL4M3+XYNPVP+FVf8Ve9zPgbY+fNDuYarSv3p/NWe+DBiOAaV1zprnidlTwOxIE4EAfiwCsceMtF6/Ryhf4VBmRmHIgDfzpQX1D1+ZP9Xa2+yK76pz7t2c1/n+ZXtprt2tS/Heh8u8JWP6Oa7P1an/Rq3+8T/5q/mjP16YzkcSAOxIE4EAde6cDxRcv/d0v6F2E4R62ayuvD5ek0MrOLGLXirjTaW1qv6Z+i672mT3FyuE+O/MUWHv3MyivnuNeqvcyrefVh+KR5lJ/mfgCuX0C74yhPjk6/oJKjmSK9FelxbKeXnm7GNBvc5084OnYRp53KrzTT3FU/Pcz1mt5XR/bXHj0DOftVhxbO6yut9nnuvc77rlN+Z343M1gciANxIA7EgRMHji5adSHwS5NimrtO69PLFfp6sdrBZ8o7Hqyi9oErpvmkp6+LV/1XfDfzkzD5EfznWIppXoLT+j9Dp6QG8qw0cH6AwhXTvOvpeHQfGP1L5FVdr6CaKfdXVR1ch92ZvzOHnRq9z2u0ilfOA+/R9c/kdXbN9dp3vaLudu5grtFa8+69ivcHneM+a6XTXvdqxbk2dRyIA3EgDsSBRx14y0WrDs3l6TTqC/uFRbnKO77DXKsazX3+VHuP1953xbv+3bXeOzSvc3nNWRXXfNVD7xh9EMIOV0zzrueKp+cDY/eFtI6puOa8gmJTjpaoOrCKhesDhkb7NId/JPo8r5nd4R1W+g5XTPNu/inf6Zn7qtjt3MFK4w9ndNznrWo4IjOfFV8191nny5w4EAfiQBz4GQ4cXbT0T6UqrwuCYlX7ozz56eUKvVt+dUHp+A6b5u5ovbdq7/Nae1ac6j4p13uI5r/evT+p6jRf9fSTBPVBUB2umOZdzxVPz5tj92Wxw+qYimvevULx+qDxPq/R+T6vtU9zdIXtPLqPnHke4Ynw1BU7bMJVqznzFNN8h3d91d3DrGdEdnZ7wGoPOnau6hV3NYteIvvoK/zk0X5mdJjPdA29qus0weJAHIgDcSAOlAO3Llp1OaiHixNxF6vFXJ5Oo/7Yri4pHd9hOvNfpsiF0bmdunb4M/XtnGfqfRde9xB99BzdHaV4xTV3Tmdd5j6Ihg5XTPOu54qn5wNjfQHsPo7zRfFK2/XR4xx4Ree0nnLtJ1ctWDcfrvTaQ91FeojaB1axwxXTnD7FNJ/40uiDrtvfzVP9nXx3puv0zOTs77RwFdFrhKeXCL6Kz9AywyN7wacaPDEOxIE4EAfiQDlw66K1uljBEesiQU48vVyh9x/Z1SWl4ztsmruj9d5/mWpf1Kc5E97N/CRMX0/zX+/en1R1mq96+kmC+iCoDldM867niqfnA6N/EeSIK9w5rTWvWVprrnsK14c+xTSnt4ul6z6OT/Ncx6wO77DSd7himnfzT/lO380Fe0bUnZX7ww7VFbaqfYZrp5k6d+pRzWoOnMdpLrhH+sGpE+NAHIgDcSAOrBx46KJVF6e6LHCB6mLH14G4PJ1GfZmri0rHd5jOrFw1mrtuqr3Ha/omHP5To95DNK/zes07KK75qofeMfoghB2umOZdzxVPzwfG6YvghPMKyk85WqLqwIjOaT3l9GpU7R38pP+ututTTHPeQTHNi/e66wHzWL1Tv2u11h7NS6O15s55vast3aR1fDozu5lFVL3m01xwj957NV/1yeNAHIgDceDvdeDoolUXA79MKaY5ug47vVyh9x9TzV59Or7DaobiU77apZz2+2x0rgH/DnFlO1xF8l8e/H4zxZ37rdrIfBAtHa6Y5l3PFU/PB0a+IPrRFNccnWKV64PGo/Y8i9udM+123Gvmd3iHlb7DFdO8m3/Kd/rpHOwjVu/Uj6aL2qN5abX2vOru8b5VzUyiahUrXD/Oea1azyctuEfvp0ZHnRgH4kAciANxQB14y0WrDsDl6TT+cfjuC7EIpsuM46e1rGjTq3nVtKNph38A2NmumOda/3r3P1/C+T/ZRbVqVE5zximm+S6P7gOjf/m7qusVVDPl/qqqm7hO02HeT+3aqh1DW9E5r9F2eId1+k6nmOY7/a73+uS9Oi1nmKLvq9ofel0L7rHTKdblK0w5djnmNbouTlpwj8wAn2rwxDgQB+JAHIgD5cDRRav+lKouCPrwJ1dE5SoH13h6uUKvPzLdo/i/XsrOWFr/TP2Oe+1zvHa916VXTHOf9Yl1Wdk9flbVOFf1Fd/1/AfTZvL/kJKsuJI9ysuqd6T+pU/PUByP4pWDa3TNTl3904fZHb/qc/2Jtnpdzzm6yK4Vh4bZPv9RXnfrDt2jGs11N7n2gV3Fkx7XTrXjdYYO63DVkRN5F2piNwetxtL7Aw+usxQDB6uYTxyIA3EgDsSBlQPHFy29MN3N60Bcnk7j6mXCfaYDV/eZzzz155/qXV/0dr5ors624tz1Xe10pql/wn3/d6rvvNNuT+l48GTqdZy+Hdw1tYv+aS/8KtKbGAfiQByIA3HgKx14y0Xr9HKF/iuNmXbpn0B5PvUEjwOvcKD7UvqKPZkZB+JAHIgDcSAOxIE4cO7AWy5adUwuT6fx/BXTEQfiQByIA3EgDsSBOBAH4kAc+FoH3nLROr1cof9aa7ItDsSBOBAH4kAciANxIA7EgThwz4G3XLTqqFyeTuO913xfF/+7AT/BhLvuJ9Q/8V2/+zvdPf/dvtN/jr9qz3Sud++fzvXd8V1fd3Xf0Q/erWI+cSAOxIE48LMdOL5o+f8uqfsLMdB0XGGnlyv0X/Gj0F+C5Hf36i9SzWveo7MfOZPuJvfz3Z0/9b16/rT3FFc/PNdZcIp9p/yR81fvqz+PnO8ZZ3v1fuYTuzNPHLhHn1H8J352zsW7feL5n3WmHR+etStz4kAciANx4D0OHF206gLllyfHtNZc++pVuTydxq+wyX8Ber17hrt9u/Pv6vxcXt+du+r7ih2r/bucnnPKd2e9W6fnf+ZZnjX3WXOe+W5fMat7b8e01rzO57WfuXge5z6hvjr/J5zxK84QH77C5eyIA3EgDrzXgadetKaLlV6yPv1PtOrH0f0C7LCrH92dnquZz+D9XF4/Y4fP+IodvvPR+jueWd/5Ved/1txnzdF3/g55996Kac77KKY5fBd3dV3vK7FPPdcr37mbHR86V4LFgTgQB36WA0cXLb8w+cWKuiKP91Rdn9M/yUKv9r/qF1U317Gq9fFzKbfq1b7K6dPc+53reJ+rteu99vneW3p6yKnRKk6uc8mJq35mqhY9s6nRKu4cmqs49elsn6EcuWuqhiOioa7oOjRXUWeQaw8YO5TTfNJp36TROZ5rD7lqwCr6Rzly11QNR+w0E0ZPRf/AFU7e6bxP606vmOb0KVa5P+g0ao/iq9znTjNUN82bNMxc8XA+W3Hyiv5RruNd39U6A34XK32nZQ681pprb+X+ueJdnzoOxIE4EAfe48Cti9Z0ierwwvyyxaXpNH6VRdMvNvZf8SsdXMVuDrhzWmvOvA6D81haf1Tjs7wuLf30qUbzFY+O2GnZBUesHu2bctUzi16PaIk6E0zjxIN7pBecuqJjVSumufat8queFe+c1lO+OkvH6ZwTnj6PzACnrthhynf51FO4c1538xRjBtE5rSvX+Zqj28XQryKzPNIDPtWFrzTFrfjVXGav+p2jh7k70WdorTmzHLuqV2fyXtc67zVnSowDcSAOxIH3O3DrosXFyS9RXpeuw+q1Ty9Z6L/Csu4Xl2Kac55dDH3FrmfCVas58zoMzqNrvVZ9cR3fYfR1nGLkHunXWBp0jmut+aleezXv5uzw9HmkF5y6omGWlLMAACAASURBVGNeq3Y3v5ox8RPOXngi+Gm86p94cI/sB6eu2GHKd/nU0+Ed1s0EU73mxXs9Ycya+G6O9kw5fR47fWnQwXsNTuz4XaxmXGmveM4xxa7ftarRfDqf9690Ps+1Hd/NDxYH4kAciAPvd+Chi5ZfpLpLVYdxaTqNX2VX94tMscq7x8+nPc5VPfEdrljl3dPt6DCdNZ2D+Su+m72jZ79Hnffofvo16vydnPNN2okH98icwrsHviK9ip3mVzMmfsLZXzwaItxJvOqdeHCP7C68e+B3I/Nd3+Ed5n3UnVYxzVc9cBXv9Gi/5szy6JqJB1e95h2/i9WcK23x3aNnWOXdfNerRvPpfN6/0nVn73ag62YHiwNxIA7Egc9w4Oii1V2aFNN8+lOvwutzeslC/xW2+S+12qmY5qvzXOkmvsMV03y1f+K8/7R2P3yPz+v0aIg6wzGvu3mrfuVO8m6v9k88uEd6wam7uKPp+hS7mjHxE85s5TWH341XvRMP7pG94NR34zSnwzts2ttpFdOcGYpp3vErDG4Vme+RHvDdGh3R+wvfxXa03Sx278Td/tJ12g7r9k66Ce9mFHaqn+YEjwNxIA7Egec78NSLlv8JV1cXxqXpND7/9fuJ/ovrqq4prpkw3dj1TH2q1Zx5HQbn0bWrujjnpzOyx/XdDDREen121+sa7Z24bo/3eX3VM/HgHpkPTl3RMa9Vu5vrDM3p77CJU63mpfeaGVdR+zSnr8N0Hzxx1ecatKs49XR4h02zO61jWmteM70+waYzKc58j2jA2at1p0E3cc6vdDvanfOwY4o+w2vO0eFwOrvTdVjX65j3dbVjepbkcSAOxIE48HUOHF20uDjVn1zxFOYPXPcnXKWtz+klC71a84pfJjXTH91JvtI4V7V+Vrxy9FxhPp++Lvosr+kBr7rLwSp2H+ep0dJHBCeqvsvBrvrRMXc30tfNV46cuVrTq5jrnKPWSM+dyBztBdOoPHnHO+Y1vbuRftWDaYQHq7pyIrnrVA93FenRSM8uhn6KOqfy7oNmxXUaMI3djA6jp7jKieT0uM557VOOvhWmGnLfu+r33aplzk5k99Q/4cye+hUnp4cITgSvCEZUTnnHU8eBOBAH4sDXO3B80fJL1Z2aS9NpdHvqF00+cSAOxIE4EAe+2oH8/vlqx7MvDsSBOPD9HHjLRatsOr1koVeL84tO3UgeB+JAHIgDr3Zg+pOkV+/N/DgQB+JAHPh+DrzlosWl6TR+P3tz4jgQB+LAtQPP/n8aTfO4JGis02lNfn3qc0XN5qM52E6827czu9P4vqu6m+EYM4jOP7N+9o6reSt+xfk7n2i9d6eu+fpMPd05OmzqX+GrOXe51b6v4u6efdXH2SfNhF/1FX/Vy4x3xumME65n7TQdpj1dfqenm/O3YW+5aJXJp5cs9H/bDyjvu+dA/e8B87nvwN/i3ye/5zN/iU2zHKcm8k+Q14UXtvswx6PO1dx1q/pu32rmivN9V/VqFpzO0Bz+2fGZO65mTfyEr971To/Pqxnd47qpns4w4dOcDl/NuMv5ntUc1z6rXu28y3G2qX/Cr/qKv+plxldEPctpPp1P56DpMLgp7vaUbveZdn0avvvu3bnfctHi0nQauxcIFgc++cvzd/jp/G3+vft9d38BqY5/jhRb/Yt/4hynJuoe8lX0vpW2ONVXPj3MmfgVTu+zYu3is9qrOvRTPNFOMzr86nwdzxznwD1enb3jO6yb62eYau89qXfOwrwTLT0V/dzKab6arzO0h/mOdfVqfqe/wvRMq9lXHHN839SH/iSezHbtu+ru/cE8ckZwao/wFa8e7/WaWY7v1I/07sz/Cs3ddzi+aNWXFH30L8NQXHPVVF6f00sW+urV2eSYTF3RtV6rFj1zrqL30q/4asaVTnlyP39Xr3Y+gytbu8dnq0Y5x71W7U5e3nQfPNNYuquaWaojh9uJ9Gjs9k+zvM91ypN38+EqTh/lVO85/Y5r/5VGe0vrNf1TdL3X9ClODlexsHd9Tv9lrfouL2z16Ht2uuInXHu7vPp2P6olJ96Z8UhP7Z0e5jqvOHnF7h28d6fWmXfz7iyrWarv8qtzd7N1TvFedz2u63o6bJo14d2MDpvOU9rVw16dSb7qQ9P1KzbNQOPR5xavM1zvPFp0Oo8czRTpZbbWYDu99LGXmrjCff7OXu1xPTufGbvz6xk8Z/eEK0+usdunfJff6WHOSS/vRC8R3OMuX7qplxmqUYy8+k8/Rxet+nLilybFNEfXYVyaTqO/XM3uPoUrd5p3MxXTeeCKaQ6v0fmrunpVo7lzuudVeWe7Ypr/Ot+fJ7ni/1SvK/fi177//udCdZp3euc7zepUV/0dr/Ocv6r9fDv6aZ/2Tjm9yoP5WcBVq/mkp6+LV/1X/J2d3Tnegem/5DX3s6w412p92neiVy05Uc8w5Z22w+gvjgeMqH1TPmmZ6RH9TtSdO/qv0OiZNPfdK660ymvuc7wu7e7jvTt1d5YOY5afBbziqs/5lbbjOmw1c9J7z53ae3SX5qXTT8d1WPUoPuVXs32O6sl19kqvOs1XPex4JPounVUcj+PUXb/3UHeROR517pR7T1drb8eDqU7z4r2mh3iH9x6tNd/dgU7jUy9aXK6I9YWHXGMd4PSShf6Pw/s39n+TtVe/bGm+068az3dmTZqaNXHgxNVe1WjuPa+q1XbNf71fv1V1mq96+km/0endO1wxzX/t//Ni5nyn+X2KP7Ou1/snjet0Mj1E5bxPNZp7j/c5f6d36lF8yn3/VGv/1TuseJ8z7XsVXv8Sv3p8t/6LX/OVzjmvfY7Xrtd6V1s6tMSao7nO7fJO22Hee6U54SfthPtZqE/19O3Gmn/1+Cw9k+YrnXNVr3o7PZj2ad7xYLux5nXPTv/VWe7w7O16i/OzgnV9qxnovX/Cu1mKTbnOu9pVM3hcuzvf9+3UOtv3ar/qNF/1aP+d3PfoDDiPfh54eqmJrke3wp3TWc7pvC733juaqxl3eO3RvDsf2K4O/dFFSy9LldcXFceoVxyXptPIoYnTFyVwj/QR4al34k7PSjNx4MTVWdAQV9pXcHpR0rx2ec1+xTVf9dA7xen9J1znoCF2nGK7eTfPe1eaiQMn+kyt0RCV83ylWXE1p+M7bNq5o/Xebu9qzl2u2+vY6b9svd/rnXml0YcZ3ut16bRvN2f+FLs9rkVDVL47h/Lk6KiJ3Uw44pVmxbMXjdaes4/oPDOK1xz9K+POPj8v5/Fer3kf77+qmU/UuVMv2qudqvNc9zDHNdSunfSu8/NP87wPXbdHtVO+2z/pdK5qyIvXR3Hyiqs5zmk95cwsfufRs5Az2yM8Eb5qzae6NP4wazf6HvoU95zaI71E+Kornx70GrWXfuU7bJq/wpnJPtXCsUs59Giccx4d0XlqnYNWIzrFVvmti1Z9eamHS1UXV3wd6PSShV5fZvoSBe5ReyuHd3xV7/SsNBMHTrw6Q+l2tKs5d7m6KOmjc/wSBae45sV7Tc9VXL3/lT/0En3XVb/rqad58BVXmokDJ+o8z0vD45zWV7Pu8Fc9tZ+z7Wj1vOTaTw7ncbVjxfmcr6h3/uWtGs3rfFprPp3dNV5PfYqf9HTaDtP5laPRWHn3eK/2d9wVzw50nMFnTTh9J3rXPqNenY/5qtG8eK01p1ej8pqrpstPtF3/FVbzpx0dPmHM8aj7tVfz0mitufa7zmvt05wZu5jPpe764aYd2qM5eqJzWk85vRpVu4trT+XTw7yOh6uo87patavc57h2xcMRV707Gvo7bYeVfsKZdaLxWVprzmzFNO94xSat417vvgu7Kt66aHGxqi8q5B5XHJem06gH/9fhh2/ofIHyuNvvOq2ZqZjnK83EgRN9ptZoiMp9Ra62a167veY8imu+6qF3ijvvX5pJN+G6b9WvOvLdmeg9Tv3gRO/TGg1ROc1fwV/NrP1oiHqmndz7vGbGhO/y6F4V/V/gXnd7VaN5abXW3OcUN/Erzuf4zo5XrNvZYVNPp+0w7a/8SjPx4ERmVd09vpda+1cY3DOi7/S626EazUurteZXc7y304Mxt+LqQb8bV7Oc05lXXGlLo5F+8FMOfbfbMa3ZS9T9K4x9aDQy3zFq36G15qpnJrE48i7S28XSdx/Hda7qXQenuObFe03PFae6Lp/mFt49OoNeonKVK97NAtM+7XkE3+m90kxnoe8R3nu9rh27GOfp4kMXrbpc1ZeZk0tWaetzeslCry8xfZFSvHKtd/pV4/k0S3UrzcSBE3We56rR3HWvqvWipHnt85ozKK75qofeKZ68e6ftsEd37cxcaSYOnDids3DVaO49K87neO/EX830vh297/Yer9FP+C6P7lXR/wVetT++W3s0X+ngmE29irva1Rl8fqftMO+j7rQdhp54pbnLX/Vd7d/pL82Ojl1E72GORrRE7dEcnrjiStPxHcY8omo073j2lK576Jnizvypl90aXavzNV/prjidM+XMUH6FFddp6XFetZqr3nuuOJ0z5T5jtUNnaJ/jXqNVXPM7O5l5FX2P65XXXM/kODMU1xxeZyjW5VN/p3Vsp7fTdJjOfibfzdrF9EyeH1206ovLzqWq02kfl6bT+F+H92/s/xboF6zKtdYZE64az6cexTU/7Z96FZ9y3/WqerD9X+vgKpIXMeXOnZ5ZvaD3EezXef78yzEmjH0au93eP2lc182dehWf8m6eYp7rHOeq7vgOc61qNO92dJj3eO37dmZ0mldj/i9wr7v9pdGn0xQ2zdJecvTUxGm24qXd/XRadnnsZk79nVaxru8O72fsap1LPu1XXHP6KrJDsZ3c53ndzWAXsdMUdjVr4iecPc5rrTn606gzpnxn5k5vafSZ5uos1zybm+YprjnnUaxyfdB41J5ncbtzpt2Oe818xTUv3uuuB+w0rmYrpzk7OqzjSjc96FdxtWfVV9xOb6dRTHP2Kab5K/jd92A38S0XrVp+eslCz8Erdl+wHC/Njk7nXuU+76ruzqQ7rvpPeZ39ilwvTcxXzHOtS39VM3Mnuje/5u9dlLrek/7pfD73qvadV/pHed+3+x6u83PAO35aM2eKV/Oq70rj/LTrlbj/UvC6260azV07cY5TE5njNbjHXV31ddoO8x3UnbbD0BOvNHd4eojs6mJp9FEN/UTlyFccGo/e47Xrq1aN5q5dcTqn03WY9nS7ph7XrmqfcVXrrNKq/pFc51ausyau03QY/Seca732MyqvObuJO1yn6TBmenRt1Y5pj3Neo1Vc8+K97rBOw+xVvOorftJMuJ9v0k24n3dX531+jo4H8x1aa97pH+W7c/pMrznHKh5dtOpPpeoLij76J1XkxZN3kUvTaeRFdD95xylGTqSv4p3P1K+457pHOcXJJ95xr+l/VSy7usf3qca5qq/4rmfCygP9qCfkylcO7r3OofP+q5o+n6+45zpTOcXJJ95xr6u/sKtP10ePcuRwRPCK+nHca9V2ueu9rh7FNGdeYc/43PkXLnvpJRauObq7cZrlODWRfV1d2MnDLKLPLLzD0Hvc3U1fp4cjqgbMo5/xqq5+nev6bv6kmXCfoTU9RM6jmkdyndvNKX6l6XjXu8brbu+E+ezS7WDdTu/TWvPpLI6veoqb+FNc9zK3m6Ecufbu5t1seldzV330E0+01eN6ztFF9HBd7Rjainc/Uy+z2anz6SEq5/odjfdrPfWrZspPekvL4/PAic/max6zK+rHa+VW+fFFq7s4nWJ1oNNLFvrVy4T7TAfqe+2TvtuOL/isL8/jgh9E/M1ePfPd7/5L1/uqvnp2//HTOV2P8uSlI9fY9T+C1Wz/dJhrqE+09Dwjsrciuc9dca7t6m5uh3W9inkP51pF7V/lOuNKt+Kd0zOzwzXUVzy6KdKvOyet41PPnZk7PdO+OtfETbi/y6vqV71Xd97dd53ONPVPeHeGV2C6n7P7HjREeK8LB6t49TDHo/Y5d1U/0ns1+yv5eo+7n7dctLg0nca7L3nSV1/EpudkTrQ/04Hpn41nfoH/mc7tvdV38veRf/HuuRFVHIgDcSAOxIE48J0deMtFqww7vWSh/85m5+xxIA7EgTgQB+JAHIgDcSAO/B0OvOWixaXpNP4dP5K8ZRyIA3EgDsSBOBAH4kAciAPf3YG3XLTKtNNLFvrvbnjOHwfiQByIA3EgDsSBOBAH4sDPd+D4ouX/Gwr/izCu+NJzaTqNP//HkTeMA3EgDsSBOBAH4kAciANx4Cc4cHTRqktUd7ECu+LRlXGnlyz0P8H0vEMciANxIA7EgTgQB+JAHIgDP9uBt1y0uDSdxp/9o8jbxYE4EAfiQByIA3EgDsSBOPBTHDi6aPEnUkT/EyyvS9dhZd7pJQu9Gp+/XlndSB4H4kAciANxIA7EgTgQB+LApzhw66JVl6fuAsXFCn7ScGk6jZ9iWs4RB+JAHIgDcSAOxIE4EAfiQBxYOXDrojX9iRYXrRVfXH1OL1noVy8TLg7EgTgQB+JAHIgDcSAOxIE48AkOPHTR2rlYdX+qxaXpNH6CYTlDHIgDcSAOxIE4EAfiQByIA3HgyoGji1Z3aVJM89WfatWhTi9Z6K9eKHwciANxIA7EgTgQB+JAHIgDceDdDrzlosWl6TS+26zsjwNxIA7EgTgQB+JAHIgDcSAO7DhwdNHiPxWsP7ni4U+uiOBEcI11sNNLFnp9qfytg+pG8jgQB+JAHIgDcSAOxIE4EAc+xYHji5ZemO7mXJpOo5uWi5Y7kjoOxIE4EAfiQByIA3EgDsSBT3DgLRetevHTSxZ6NS0XLXUjeRyIA3EgDsSBOBAH4kAciAOf4sBbLlpcmk7jp5iWc8SBOBAH4kAciANxIA7EgTgQB1YOvOWiVQc6vWShX71MuDgQB+JAHIgDcSAOxIE4EAfiwCc48JaLFpem0/gJhp2eof7zxu4/cZzw0/k/Qf+VXuzu2tW9yv9373/VezH3J73fT3qXn/LzufszuduHb4lxIA7EgTgQB9SB44sWf5sg0f9CDPCKzlHXAU4vWej18K/I+UWr8e6emsFH88KYD/9Vkb0av2r3ao/7M2n13OSTdsJ3dt2dPe0EZ24X0VSEV+wn5a96P+ZWVB+pX+Xhq+c/69zqj+e6A06x75Q/cv7qzScOxIE4EAfiwDMcOLpodZcnxTSvS5XXXLS4NJ3GZ7zwzgz/Rev1zozS3O3bnX9X5+fy+u7cR/pOzuBar6/Ocaq/mnfC6+4pP5n3Tq2e/53n8N1+Lq9d/4z6K3Y8+5x6Zs2fsecrZrzqzK+a+xWeZEcciANxIA58lgMvvWhNl62y4PSShf4r7Ot+0XbY1Vnu9FzNfAbv5/L6GTtOZ5ycwbVeX+0+1V/Nu8t/yjl+2vndV6/vvu+q7yt2rPbf4b7jmfU9X3X+V83VsyePA3EgDsSBv8OBo4sWfyJF9D+x8nq6aHFpOo3+I3nVL8RurmNV66NnU5x84hWvXPXkFf2jXMe7XmvXe42WHdQVrzDlySv6Rzly10y1z/Oavmkuenhq73O8eHo073TMWsWpjx0drxx5twOOuNIo1+kdo9aoM67yVR9czSCvePJxvder2b7Ta86hOLnOJSeWRj/0XOE7Op+he1b51DftrFnKkXc74IhoqCv6PDRXUWeQaw8YO5TTfNJp30ozcbojeRyIA3EgDvzdDty6aNWFaudSNenK8tNLFvqv+HHpL1r2KaZ5x68wuIrdHHDntNaceR0G57G0+jhftc7T3Dl6VcNsOO9RLRoweruoWuXBNTKvMM2pO0z70TkGvtPf9SrmM5Rjj2OK009E67X2dBrXe931Txjzd2K3h7nOeb2aX1p/VO+zvO7OoBrNmasYucdOyy44YvXS7xrFVY+OXo9oid0cOGZpTU6fR+epK6IFq1oxzdFcxaueFe+c1lPOeZQvzGt0iXEgDsSBOBAHbl20pj/R4k+w9ILVXci4NJ3Gr/pxdb84FdOcM+1i6Ct2PROuWs2Z12FwHtESJ15x1WqORjHN7/D0TJH5RNd1uGKa07uLlf5Ey/wudnNUN/HgHukFp66omOZoFNO841cY3E7s9lRfh3fYtMO1XmtfcR3fYfR1nGLkHunXWBp0jmut+aleezXv5uzw9HmkF5y6omNeq3Y3v5ox8RPOXngiOHHC4RPjQByIA3EgDuDAQxctLlZcvLrYXbRq+eklCz0Hf2XsfpEqVnn3+Jm0x7mqJ77DFau8e7odHeazXKM8nGKav4Jn5hR1v+bor7ArfjWnuN1+5kyxm6PaiQf3SG/h3aM8OZFZVWve8SsMbid2e6qvwzts2uFar9kBTtR5HQbfcYqRe6T/Gftrtj86fyfnfJN24sE9Mqfw7oGvSK9ip/nVjImfcPYXj4YIR0Qz8egS40AciANx4O924Oii1V2aOkwvXB3Ppek0ftWPqvvlqZjmqzNd6Sa+wxXTfLV/4rRfc/RX2Kt5zjFF3a85+ivsil/NKW63nzlT7OaoduLBPdILTu2x4xXTnN5dDP1O7GZWX4d32LTDtaf1dAb2+bxOj4ZI70q70uxyqrvKu7Npz8SDe6QXnLqLO5quT7GrGRM/4cxWXnN4jzsa70kdB+JAHIgDf4cDT79o6cVKc718lbWnlyz0X/Fj8V+cV3WdyTUTpufveqY+1WrOvA6D8+har/0Mzne1YpqzWzHN2eUYfV10rdfMpNd5r10/9a3wbib6KV71TDy4R/aAU1d0TGvNJ61rXNfxur/Lp54O77Bupp/rqq653ewOY59z3Qw0RHr9PF2va7R34ro93uf1Vc/Eg3tkPjh1Rce8Vu1urjM0p7/DJk61mpf+Tu097E2MA3EgDsSBv8uBo4tWXZbq8qSPXqDI4ak9cmk6jf6jecUvs5rpj++teqVxrmr9rHjl6LnCfD59XVzNcj1ax6uGY7fW5PRRo1310zPF1SzvQTvh8Hqu0ipOzgxq7ekw9FNc9ShHzhytK6+PYq7rONdQa6RvtaP06LT3KqdHIz27GHqP3u81evCquxysYvdxnhotfURwouq7HOyqHx1zdyN93XzlyJmrNb2Kuc45ao303InM0V4wjcqTd7xjXlevYpX7B97x1HEgDsSBOPD3OXB80fJL0526bD69ZKHXH1H3S0755HEgDsSBOBAH4kAciANxIA7EgXc48JaLFpem0+gG5aLljqSOA3EgDsSBOBAH4kAciANx4BMceMtFq1789JKF/hNMyxniQByIA3EgDsSBOBAH4kAciAMrB95y0eLSdBpXLxIuDsSBOBAH4kAciANxIA7EgTjwKQ685aJVL396yUL/KcblHHHgpzjwyP94/5HeyT9mvvI/DWbHdIa/Cf+JXnz3d7p7/rt9f9M/73nXOBAH4sBXOvDQRWv669tf+bcOMruLGLfLlV61XjvH/EnneFf7DK1dz/4TDT0VfZ7OUR1a5ae8xnaP61WjnONeq/Zjcz205h974OuD1Re004/2aH46Z9K/Yia7avar5jPbI7tXUXtK5/Wq9xGu9nyHj/rhuZ4fTrHvlD9y/urNJw7EgTgQBz7DgdsXLb6o+986WDiY5mAV68OfUJ1GvRRMOdYqD1axcDjN0cBR00N9ynd6n8nsDr/Trz2an8zXM2ledwv/KKZ56U5rn/1xtb/Qxx3w/EB3vpzd6Tk52dX8K/5k1zO1j57L+71+5lmZ9RU72PVI1HNO+SPzv7JXz//Mva+a+8wzZlYciANx4G9x4KkXrfpCrxeqyjvs9HKF3n8ofoHY5auPXs3ph6ta847vMO/xWueuuG42mM5QDFznTjl9yoOtot4zNP+1u+9Unearnn7SB6D+Ah9wpEePcOfL2Z2ek3Nezb/iT3Y9U/voubzf62eelVlfsYNdz4rf8cz67q86/6vm6tmTx4E4EAfiwJ4Dty5a9cW8u0SB62Wrw+poXJ5Oo77W1QVh4guH05zZcFVr3vFgGr3Ha5274pjZaXQGOiJ6j6seenei3jM0/zW/n6A6zVc9/aQPQOsF/HnDsR75QlW9/ugrnHDdObS/m3uFFd/NBdf5k053aK69imuumkfmM0dnX+W+z+vqZ65zjnvNbsXJdS45sTT6oecK39H5DN2zyqe+aWfNUo682wFHRENd0eehuYo6g1x7wNihnOaTTvtWmonTHcnjQByIA3HgMQeOL1r15Z2LlObdxWvCTi9X6P1VuUg4Tj3xhcNprn3g6OCI8NQa4TQqXzlzicprX8ejnThwj7qXGXfi6o7hlyjmK675rzOh+ibRX+CbvYR+EcNxxTTv+BVWnPdf1V3PhLF7h1dtl/u50DjuNbopdvoOW/WXXh/V+iyvS0svfarRfMWjI3ZadsERq0f7plz1zKLXI1qizgTTOPHgHukFp67oWNWKaa59q/yqZ8U7p/WUcxblu3dDlxgH4kAciAOPO3B00aov7lyyukuU852msPpweTqN+spcJBTTfOLBPdILXrXm8BqLd81VrXNde8X5bq3JmelRZ6O9E/Weofmv+f1E1Wm+6uknfSjqL/Whx6xj+Rctx654Xq3TwRFL4zqvfb/2knexm9PpJmzqn/Bpzg5+MtO1Xuu+4jq+w+jrOMXIPdKvsTToHNda81O99mrezdnh6fNILzh1Rce8Vu1ufjVj4iecvfBEcOKEwyfGgTgQB+LA8xw4vmjVl/fumS5VpS1On9PLFXp/bS4SjlNPPLjHrg8N3BRVp3npu7owfXSu6jVXTTcXXnvY0XHMcA3aKeqdQvNf8/ou1Wm+6uknfSjqL/Whx6xjdV+0FKu8e/yVtKfj4IlovN45E70auznKX+Wr/uJ4rubs8Ktd3u9ar0uvZ5t4n0t9pYf3SP8z9tdsf3T+Ts75Ju3Eg3tkTuHdA1+RXsVO86sZEz/h7C8eDRGOiGbi0SXGgTgQB+LAYw4cXbT0stRdlHwIAAAACPhJREFUrOoL+5Wm+PpweTqN+rp6oVCcfOLBPV71rXhmlUbzR2ufxRm6uXDaU7nX6IjKg63i6k4BV5G8Zk25c6u9H8Ppy3CoDoP7sNh9uVJM89XRJ53jV3XtcM2E6Xm6HuWv8t3+XR37On2Hoffo2tO65nmP7ug4x6iJq/4dzapfuZO826v9Ew/ukV5w6i7uaLo+xa5mTPyEM1t5zeE97mi8J3UciANxIA7sOfDUi5ZfvuoLvF+8qj69XKH3V7q6IEw8uEfmg1NXVExzNIpp7r3PqLudYD6/znJ6Hp3V5d2dQjHPtf51vj+nOv8n+4FVd+AO+8Cj15H8i1XVimnOK+xiPt9nO099Mr87U9ePbopTj+NeT/PAO32Hoffo2lVdnPM1r8PY41w3Aw2RXp/d9bpGeyeu2+N9Xl/1TDy4R+aDU1d0zGvV7uY6Q3P6O2ziVKt56e/U3sPexDgQB+JAHDhz4NZFiy/vRL9MTTi6OiKXp9PI67Gjon+UI0ejNb2OUWukv6Li5PDUFV17p9aefw083E8/vUQ/J/hVrNfqHu9TjXNVX/Fdz0dh+gKVv+HzyJeh6uWpo2uuteMdVxr/aJ/m6MDopd6d73OodyK7NGqf4pXf+dydoX2112vOAq4azeErdh/nqdHSRwQnqr7Lwa760TF3N9LXzVeOnLla06uY65yj1kjPncgc7QXTqDx5xzvmdfUqVrl/4B1PHQfiQByIA+cO3LpocWG6G08vV+jPXy8dn+AAd5JPOMtPOkP3JeknvV/eJQ7EgTgQB+JAHIgD39mBt1y0yjAuT6fxO5uds8eBZzqQi9Yz3cysOBAH4kAciANxIA4814G3XLROL1fon/vqmRYH4kAciANxIA7EgTgQB+JAHHiNA2+5aNWrcHk6ja+xIVPjQByIA3EgDsSBOBAH4kAciAPPc+AtF63TyxX65712JsWBOPAsB7r/8XyHPWPfzlw0FfP5/ZcffIUXeH+1a1d3Neer+U8596vOsTt3V/fVP5/siwNxIA58mgMPXbTqb67r/kKMCUdbJnB5Oo2fZmDOEwe+qwPP/LJUs/TzzNk6t3Lf5Tz1rg79MyLvrfEZcx+dseuFnpv8dPfOrruzr87C3C5e9e7yO+93NevR89F/tecOv/N+r9x/58zpiQNxIA58qgO3L1r89eBcniqCXV20Ti9X6D/VxJwrDnw3B/TLlOZ33+MZM3Z37+7a1e3u3dX5Xq935zxTd3IG13p9da5T/dW8E153T/nJvE6rczv+Cuv6O+xqzhV/d+bdvqvzhI8DcSAO/I0OPPWixaXr6qJVRnN5Oo1/4w8p7xwHnulA90Wqw052Ptr/il1feSY9v+/1WrVflZ+cwbVeX535VH817y7/qnM8Orfr77C7703f3Zl3+9ibGAfiQByIA78duHXR4iJF5IJFnHD408sV+t/H/pXlF4I7kvpvcuDuP/9dX4etvCy9P+gVB/Oomsr9o3zHFbbSwHsvtfZe7e945nTR9V7TU7hzV5jy5D6j5itHzt6r6PO8pn+aix6e2vscL54ezTsds1Zx1ceeSaO8a7RW3eosymm/4pUzj5yoPWgU0znKkytPDudzqFc8HLOIipNX9I9y5K5JHQfiQBz4CQ4cX7T0EqU5l6iKE46mjOPydBp/gul5hzjwTgemLz67Z9rt73S1w/E79VVPt4f3817XOu81c6ZYen06nc7U3M9Cr2qYDec9qkUDRm8XVas8uEbmFaY5dYdpPzrHwHf6u17FfAac44/U3suOq1h9Uy+4R58J7zj1indO68q1rnleTxi467XWHH3FfOJAHIgDP9GBo4uWX6C85iI14fCnlyv0P/EHkHeKA1/tgH/Rqf0dNp2r0+5id3b5bK+nmZ1uRzv1TX44Tj9x4hVXreZoFNP8Dk/PFJlPdF2HK6Y5vbtY6U+0zO9iN8d1pXGd111PYVc67+vq1X7mE71/wtFN/ISv+rqeDqsZHa6Y5pOesyTGgTgQB767A8cXrbpEdQ+XqIpXF60yjcvTafzuhuf8ceDdDvgXnTpPh03n7LS7GDNLzwOmUTmf7XX17WJoma+x29/NVV2Xa4/maK+wV/OcY4q6X3P0V9gVv5pT3G4/c6bYzUFbHDwRriL8ikOnfXdz3UPu0WfDO0498RO+6ut6OqxmdLhjVfOwNzEOxIE48BMdOLpo6WVqdaG6umidXq7Q/8QfQN4pDny1A/6lp/Z32HSuTruLdTO997Sezu9z2D3h8B4f0Xe9V9ireX8/r3W/5uiusCt+Nae43X7mTLGb082fdMx1XmvN0V/FrscxamI3c8WVfuInnB0dv4tNe7Vfc3YmxoE4EAd+qgNvuWiVmVyeTuNP/UHkveLAVzqgX3Y03zmD66t2rOZ0WIe7TuvKte76T7Ad7c6+mjN9dvpVo3nN7GrFNOcMimnOPMfo66JrvWYmvc577fqpb4V3M9FPcepRvHKta9aj9XQecJ+/2tlpV3PgfKbPWdXO+Sx2dLpdbfXqw8zEOBAH4sBPc+DWRcv/00H+pMvx6U+2Ti9X6N386V/0rksdB36iA4/+888XnTve0MsZqGsWuUbdoXjl3QeNzkMHpxFO9RPfaVb9yl3l3U4w753w0sFV9BqOedRoXa81PVNczfIetBMOr+cqreLkzKDWng5DP8WrHng9D7PgiOCqLa6rVTvlzNXoWp3fcdqL1nVVo1tx2o9+hamGnPnUV/3oiaoHS4wDcSAO/AQHbl20uFjdjWUcl6fTqKbnX87qRvK/zYH88/+3/cTzvnHg+zvQ/Xurw77/m+YN4kAciAP//OdbLlqnlyv0/gPLv5zdkdR/kwP55/9v+mnnXePAz3Gg/t2lz895s7xJHIgDceBPB95y0aojcHk6jX8eP1UciANxIA7EgTgQB+JAHIgDceDzHHjLRev0coX+8+zLieJAHIgDcSAOxIE4EAfiQByIA//twFsuWnUMLk+n8b9fIUgciANxIA7EgTgQB+JAHIgDceCzHHjootX9rYL+Nw92f2HG6eUK/WdZl9PEgTgQB+JAHIgDcSAOxIE4EAd6B/4fHlfFMNahqSMAAAAASUVORK5CYII=
注意:INT_CLOCK 数值小于65536。
7.TIMESHARING 配置调度器算法
当TIMESHARING == 0的时候,选择协议调度,任务的切换需要主动进行,如果一个任务不进行任务的切换动作(wait / switch……),那么这个任务将一直运行,其它任务得不到运行。
当TIMESHARING > 0的时候,选择时间片调度,也是就是分配给每一个任务固定的时间片TIMESHARING * Tick (ms),如果在此时间内任务没有主动切换,则由调度器挂起任务,切换到下一个可执行的任务中。。
默认值5,就是任务最多只能独占5个Tick ,之后调度器挂起任务,切换到下一个可执行的任务。
本例子运行截图
data:image/png;base64,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
任务1,运行5个tick后挂起,然后任务2运行,
任务2,运行5个tick后挂起,然后任务3运行,
任务3,运行5个tick后挂起,然后任务1运行,
一直循环
本例在定时器中断增加P20翻转的代码,这样可以测试滴答时钟信号。
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
提供的例子屏蔽了这条代码,需要测试的话,去掉前面的 “;”
本案例适合定时器0有自动16位重载功能的STC 51单片机。
系统时钟工作在40MHz,测量数据如下:
没有任务切换,中断时间2.3us
data:image/png;base64,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
任务0到任务1用时7.875us,
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
任务1到任务2用时7.75us
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
任务1到任务2用时12.2us
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tXzpw9u7amxmAwEK5Emh3+MgAzlEIns+B709ZYLNk9f+PxeCQS0W5VN5vWXZ9vsd5aNNF35K2hob6J4Lxn6GBu1bJr2P75Tgf5un4xfY62te56vMU6sejZgdZ0yoSv69RJ72wN3tFnXHQ9PT01qf/zZ0okEj09PaU+JqGtKrLbbP/rtdf+/Ze+pCjKjLXTDMP4fL6T7723iufNZnPJPqMPAErQcu1kXn/99crKytdff1174teiSqcRt59mMvWeOjJERLb6bZ11w12nhoJEFAwSBWc9tWYKenOqNpuJiQlHfQN5p1IJW30dLdkCfV/XES1dsbU+3vn4dvrFbIMOd/gZF5ckSW63O/OSPY3b7ZYkqdQzCSLS6XRms1lRlIO/+tVnP/vZqCynj3OGYUbHxt45dqzabuc4TqfT6XS60j/IAaBELNdORlvMke+SjttvdTXvSosc0wgioqD2fbt+6rV20rS17nq8JdT1i5O0/fOdVT4fORxWoglfV1+wvqXFYaUJX9dbJ70zqvWFqqbf03azfZtW4gtVOahv5tnaGgr5plMJW30dDQ+HWupSb9satm/rdFiJpnfZkI4n1NWV3k86Du/UsEZ6k8z6M1uf+rDB3r4WR4sWRZYWs/wpbt9VMXk8nsbGRrvdni4JBAIej4eISvqZmUyKTqfjOC4SDh8/dozR6Sg1GBgMBo8ePVpZUWGxWLTDuyy+LgBAiUAnk6mnp2fekhkkSaqsrJw/jciJtSrYd+TIkb4Jq6Oz0zZ06siRPp/V0dJqm1mNUu91bm8gIlvrthYH9XUdOXIqWOWwZt330JDPUT/17DKbjYYnKD1YY2vd1ukIdR05cqSrj6Z2qTXkoOGurun5D1vrthbrRF+vl6hh++Mt1Nd15MiRjE1m1p/VrC1Of8Zcd7WEVFU9d+5c5tNh0r+WQSahS7FYLNeuXfvwwgWVSK/Xx2Kxw2+9ZTaZKisr03WW8UEOAAsOnUwmr9fr9/vTv/r9fq93/q/EC7cUY2J4yBsMBoeGJ4h8Q95gMNg75COrzZa1Wu+Qb6rAZrOSr6/XGwwGe/t8t+1W4x3yVVltREQN9VXDQxnn6GDvW7/4xUlvMBj0ToSIpmoR0URfb6/Xm1660NDaYp3oO9UbJGqod2RGO5WjzKifZtM0tLZYyTfknaPF6c84y66KLBAI9Pf3a6/7+/sDgYD2uqRnNyhj7FF7bbFY+vv7k4rSUF//zrFjep3OarWmO4JlfIQDwCJBJ5Pp/Pnzq1atMpvN0Wj0/Pnz89a3WCzhcNhiscz7aJ7FY7NWEYXmreYdCu2qt/UGbfVVw71BbZZlagfpqQYiouzrJ6wtj3cSTfQNBVMtWlse/3zquU9zte7ofHxq0eWEr+vI1GxMDi2WqIsXLzocDu1FutAw435EpUbNoD18UjvOz509a7XZ1q5dqx3bmaOOy/s4v0Ml/p8bYOmVQiezsAfmjHvEzbg+c+4hBEmSuru7Ozs7z58/L0nSvG3p9fqKiorJycnckwmV1MwoVCKVVK0wVT5VNvWSUu9lqUakqrfUTxWqt7RIRKo6ODSxq75hwlo57A6oVJ+Kw76xs9Oh9h157cMANW7/QmeVtvmMhoJ9XRetnZ0troYPTw4GJiaIJrpeOzmYbqNxe+etnyvd9PAt9YiIZmkx62csOfF4XJvzylxDY8i8mUkZ+frXv/7yyy+PXLtW7EDKSZn+twYoiiXrZBb2wOzu7r7DRMfn81E+z+zQkgnt2SRFGZkIDPmCLS33bbQHh8hWV0c0W+SDw6Fd991Hvq4Akf3Wt0JEdntj/X11RLNepTl4sqvuC52d2xsHTw4OD3d23rexMTgUJLLV24If5h11Di2WqswpMI2hurq6KKHciWg0WlVVZbFYcI9FAFgMZdrJTExMbNq0acaDdZLJpNvtXtR2DQaDNjJhm7mmYUkEPuzqs3a2PP54S3DuBGhwONR530RXYMbWF4cdnS2P17UEh/uGg7Y5LpvNyCVOHrFu7+x8vIWIgsN9XXnNUOTRYplgXP9Yfg+LC5z+33/y5Sf/6acH7Q/8u2LHAgDLUJl2Mpe/5WxtbY3H42rGg0KMRqPb7X766aeJ6J133lmzZs28+3nqqadef/31fFufmJiwWrNfObFk7Bt3Pd4Sum0+ARZXqa+4zIrRG/QGI6Mvy+ABoPSt8E6mgDSiuOyNjbZgMEg2l8NGQV+5TReUvfI8ThhGpzcQVlYCwCJBJ1NO7La6+zo7bUREweGurg8D820AC6s8MwkihinpO2EAQLlDJ1M+AoMn38J0RhGV6aHCZPwLALDg0MkA5KpMMwkAAAAoCeU6uwEAAABLLJlMTkxMxGIxm83GsqxWiDEJAAAAmIeiKIFA4Nq1a0TEcdzExMTY2Jgsy4QxCQAAAJiDoiiTk5OhUIjjuNWrV2uFJpMpGo0Gg8HJyUlkEgAAAJCFqqpaDmE2m3men3EjdrPZbDabZVk2XPqL9cUKsWCKotys9137n/959P/902LHAgDLUJl2Mrk8cSP3B2oUYGKirJ5ruUAYIl5R+GTSoqrpH1ZRtBdmVY0yTIRhIgwj63SR1OsIw4h6vajTleSDuqYwDMOyrN1u1x6WmxXLsgaXy7WUYS2IQCBQU1NTX19vt9vnrw0AkKcy7WT6+vrmrZMenYYCmBSlMRp1xGLaj5B6zSlKYTuUdDqfyeQzmfxms/bCZzINms2x2c/cJcgQCs3/WPdSI0lSNBqVJGnGg2oAABYEOhlIWxOPbwqH28LhzZHIfZGIYUGf9s0pSrMsN8tyZmGcYT6yWM5bLBcqKnoqKq4X4wmrecE6CQAAgFtUJxKPBYMPTE62hcPrYrF56980Gm8YDJJOJ+t0sk4X1ekkhtFex3U6o6KwisIqCqeq5vRrRVmdSKyKx2/fm1FVN4bDG8Nhun6diK6ZTBcqKk5XVr5jswUMpXjWLsWYcrF169bdu3e3t7cXOxAAWIa6u7vLsZPZt29fsUMob7Zkcmcg8Hgg8ODkpC7b2ENYp/vIYhkym/1G44jJNGIyXTMax0ymWKGPaDGpak0sti4er43FamMxIR6vj0bvjUQqMqZL1sVi62Kxx8fH/3J4+P3Kyt/Y7cft9mApjZaVayZBRIcPHz5x4kSxowCAZWhycrKlpQWdzAphVNVPjo/vDgQ6QyH9rQlETKf7mOPcFksvx7ktFi/LFrggYhYxhhk2m4fN5sxCHVGDLLsikVZJckUi90QiJlUlIp2qbguFtoVCLwwPn6qqestu/011dbwEnjNXxpkEAADAnTCq6qdF8dnR0dpbpzB8JtMxm+243f6hxZJY8lO1QnSVZa+y7BtERGRQ1Y2RyM5A4LFg0BGLEZFeVR+emHh4YuIbIyOvrF37a54vbj6BTAIAAFacrDnEZY47ZrMds9kuc1zpXJyZYJjuioruiop/dDg2SNJjweBjweAGSSKi2ljshaGhZ0dHi5tPIJMAAICV5bFgcJ/Pl84hVKJ37Pb/UVPjtliKG9jcVKJLHHeJ435QW9saifyHsbHHAgEmI5/4e4fjuM229IEhkwAAgJWiKpn81vDwp8bHtV9jDPNrnv9/amq8t65UKH29Fsv/edddDdHol8fG9oiiSVVrY7H/cuXKG9XVf1dXF1ra9ZjIJAAAYB6qqvr9flEUk8nkvJX1ej3P84Ig5HLPzaVspT4a3e/x3BWNar8et9n+tq7uRsnfrWEOXrP5u/X1P6it/cvh4Z3BIBF9anzcFYn8idM5vIS5ETIJAACYh9/vN5tMnVu3GnO4n0Eikbg6OHjt2jVBEEqnlXsk6Yf9/bZkkogiOt3f19X9mudLZzHEnbhhNP75+vWfEcV9w8MWRbkrGv3Z5cvPNzVd4rilCQCZBAAAzEMUxS3t7fF4PJbDbZoYhhHWrTvb3Z1vJrF4rdTGYi95PFoa0Wux/F933TVsMuUVW4lTiQ7y/JnKyv909WprJGJLJF7yeL58990jSzLiUk539k5TFCUYDCqF3uccAGBuiqKEw2F0MmnJZFIhUlRVJZr3R1FVhSiXGYqlaUVH9PeDg6vjcSL60GL5WnPzMksj0oZNpq81N/daLES0Jh7/u6tXl+YcX5aZBMMwZrM53xk4AIAcMQxjMpnQySwPT924sTEcJiLRYPhTpzNcVg/HyldYp9vrdI4bDETUFg5/7saNJWi0LGc3GIYxGAw4yAFgkTAMo9PpVl4n49z5dOPgq8c9Wd9M3fzRYDD8209+MpFIvH30qJoq1Ol0TqfTUVfX++GHN27cKPxPN2crDodjS0eH0WicnJw8ffr0zVlPk9MfhCH68vXrWuk/OBzjeTy3gne2NzY2NgbePdgtpot2PrKjwUZEQe+Fd4+ny+d6l2/f+Uhbg40o6D3x7nGPOBXgk7fVTFfMrFlY4av/X+j/cA8S0VeCk4lvftPGMLe0vtDKNTXDA/oAYFHplvU31zuxatUqItLr9XI0qi1oMBgMj+/atWnz5urq6pHR0clwWL3jB2be3sratWs7t207/cEHP/rhD69fv75x40ZJkubdT0skUheNEtGY0Xg0j2fEO3c+vWdHm3Zmni7bs6MheOLQoUOHLlBD2yPtPM37rnPnnjbb4IlDhw5dCDbsSBfuaCDviVtqOnfuaZvefMedFeqe+r2bRiMRCaGA7dDPb6m5CMr1UFl53xUAYEmhk5lBUVXtR3A4PB7PpUuXmpqaIpKUVJRYPH7w4MFXXnlFlmVZlpPJpFJoJjFHK5zFMjY2duJ3v4snEpcuXbJarROh0Lw7bEo9sPt0ZWUyj/+mnuOvvvrqoQvBjCLeRsHghR6PKIpi9wUv2W5JTLK/62xsoODgoEcUxe5BL9kaG3ki3maj4GCP55aagZ4TJw5pmw8OBu+wUKnm3ZWVWmCxgbFbak5H3P7k00/vdKZfP6klGnz7zieffvrpp59+cmeumUe5ZhIAALD0DAZDbW3tyMhIMBhsbm6OxWLa8IPRaBQEQafTLciAcdZWBgYGDhw4oNPp7Hb7hg0bwuFwOByed1fpx3ZfT13FwN8ij6jE7uMHUxMdzsYGCgYCOb0bDGqlgcBUXiIGg6mcYrqmKHo8ojZNYbfb7rzwWurzsvH4LTXnxrc/0mYbPPHqq4dOBG0zh11mU5brJAAAYKmpKhGtWrXKaDRevHhxzerVDz74oM1qTcTjJpOJiKbXlagqFTy7MWcr1Xa7zWoVBMHpdB49ejSXCzdupk6oa7SUgm9/ZE/b9JRF8MKhg915Lx6Ymp2YZcO53yUi8hw/ZHtyz56n24jIe+LQdE3nzqd3NGhh3WnhhlQKpdv4e0/vfnBGzVnZ7TYiO/Ekeo4fzL5g5nbIJAAAYH5aalBXVxcOh41Go6WiQlGU5g0bLly4YDAaGYYhhlFTNWfLI/j2J7Xz+Gxn8HlbsVdXb3vood7e3lOnTq1Zs2ZiYmLusAdYVnvx4OSkXlWTYvfBV7sL+Pi3fIYdDcELh7IvTJ373XSdPW3BC4feHST7pkd2PLKTDk5V9xw/FODJvmnPjkfaB1N/oAIKH314U+cJt9Za19XL1w6Nzqg5K8/xQ7adj+zY8/SOrItKs0MmAQAAOVBVo9FYu3atpaLia1/7mlbmdDrPnD6tVlQwOl16HIIhmm1MQux+99Cg9mqWM9ScrZjM5kd27BgbGzt48KDVarXbbN75ou6zWIbN5rpodE08/m8DgbeaHnvyjsYknDv3tNm8J17NvlHWd202nkic+rpPRHxjo428F7pFkUjsGWzb02jjicjptAc8HlEUSRz07tjR2Mh3i4UWPlcxqU3rjFRyfZaEKorTNef5tDwNHj/YTcQ7d+7ZsWdncLZLeTIhkwAAgPmpRPyqVUaT6fvf//7Nmzf1er3T6fziF79YZbXGEwmTyaRm1Jx9bkOc+0w2RytJRXlo+/bQ5OSbb74pCEJNTc3k5GQuYf90zZq/HB4mor/w+d6vOp3KZVLxzP/R0/j2J3c0eC8c6gloKyxEUSTinU57IOARxWzverQTuHOQAo2NDRS8MJXvsxgAABfpSURBVCiSaA8SNTS284FBsjc2TqU19sYdO3Y00qGeANkbG4i8QZHIWUhhQw3/6M9+oO21b/fv/17y5i01b9XQ6OQDgekwnJv27LBdOHSwWwwEgtSQ298FmQQAAOSkvr5+dHR0YmJi/fr1JpPJYDDIsnz33Xd/+OGHxoW7K/NsrYiiuHbtWiJ67rnntJrvvfdeT0/PvDt8ffXq3x8fbwuHqxOJ73s8f6zTFXhzKuemNhuRrW1PQ5tW4D3x6vFAY9uOtuAJz3F7tnc9qdmCNu3eD90ipWYQ2vbsaaPpUnGq4h6tTJse8eRd+JQsf+6l73OTEhFdqKj42wrHjk0P3VJzhoYdexqIgqmLVDzHTzQ+uUNbwhH0nshhQIKQSQAAwLz0en0ykXi/q+v69escy5pNJr1eryrKwQMHhoaGKisrKyyWYCDw2muv+f3+tTU1yUSigIs45mjFOzRUWVExPDTkv3ZNURQmJZdWFKJvNTb+9PLlNfH4xkjkB/39uT53Y8aiCs/xV7OcWNN1sr6rXdQxc2VGtrIFKDzTFf1Pg4O1kQgRXTcav3XXXTfP/+vB89miSvGemDl9kcdKyxRkEgAAMA+e50dGRmpra9esWUOp23YxDGM0GhsbG7VbghIRazbf1dioquro6Kh2a6mFauWuxkYtddhQUaFdd6ooytjYWFVVVS57HjGZ/sTp/OHAgC2RaI1EXvvoo3+oq/vVcnkWKBExRJ+5eXOfz2dRFCIKGgzfcDqX5vFdRGTYu3fv0rS0gLq772zlLQAAZJH9SzcRCYLg9/v7Ll7M5cJLvV7P8/y6devybX7hWsnyQT7muH+/YcN+j+euaNSiKC96vY8Eg39bV3djqU63i2d1PP6Xw8M7UzMUV1n2T9avHzablywAw/79+5essYUyOTnZ0tJS7CgAAFYKhmEcDofD4SjrVobM5i/fffe3fL5PiSIR7QwGt09MHOL5n9bUeJfwvLuAGqPRL4+N7RFFY+pimTd4/u8cjlAuU0t3fkFsCmY3AABgpQjp9S80NByz2fb5fLWxmElVn7p583M3bx6z2/9HTY32PO6y0BqJ/IfR0ceCwfQNwEdMpr93OI7bbHNttjgMVqt16Vu9Q8lk0mw2cxxXjsEDQOlDJ7O8HbPZTlitnxbFZ0dHa2MxhujfBAL/JhC4zLLH7fZjNtsljivBJRQM0d2S9FgwuDMQ2JB6nggRjZhMr6xd+2uejxfpYTGG3t7eojR8J7SFNkNDQz6fr9ixAMAyVKadDJ46lrs4w7y+atWveT6dTxDRBlneMDLy/MiIz2Q6brMdt9svWCyJYv9VDaraFonsDAR2BoOOWCzzraLnEBpDZepxYWUkFouZTCaWZU25XMYDAJCnMu1kcnmiFWRK5xOfDAR2jY9vC4X0qkpEjljsS9evf+n69RjDfMxxbotF+xlkWWXxo9IRNcqyKxLRfu6RJNOt9wxNMMypqqoj1dW/sduLm0NoDNrFNuUlFApVVFRYrdYcr/8BAMhLAZ2M8Y+PLWpIubj8LWexQyhLcYZ5o7r6jepqWzK5Mxj85Pj41slJnaoSkUlVN0YiGyMRrWZYp/vYYvGaTNdMphGTacRkumY0jhqNscJudUVkUpS18fi6eLw2FquNxdbFYg2x2L2RiHYx5wwKw3RVVh6trj5ms00sxDNXF4ohGo0WO4a8xePxRCIRj8fLMXgAKH0FdDJlfykhEAX1+oM8f5Dn7YnEY8HgA5OTbeGwkDGhUKEo909O3n/bhjcNhptGo6TTydoPw8ip1zGGMakqqyhTP6nXnKKsisdXJRLzRuU3mS5UVJyurDxmswUMpXidRCnGBAAAUEQBg+GXq1b9ctUqIloTj7eFw5vC4U2RyH2RiDHbw8lWJRK55AQ5ijPMRYulp6Kix2K5UFFxveTveIFMAgAAYFbXjcZ37PZ37HYiMilKYywmRKOOWEz70V5nnYzIRUSn85lMfrPZZzJpP36zedBkKni6pCiQSQAAQCa+ucNpl/3uXr80XcjxQjXP85GBW0oXBSc0Nwl2lkgOeAb6xZnNZYuEb2512lkikgP+gf5UedaYsxSmG7y1RY5vbpraa+qPEdNV3Gxts9nZS0QXUoUWvnmTwK6WZXN4POQdDEsKpyir1jTWGePmRMKYTMbV8NWxyQmdTtbppIyfcYMhaDCU4OWm+SrLTEJV1XA4rGYbYgIAuHMrupPhebssyyxfzfmlqXMq39zhtBMRyZE8dsTxzU2CnWWJiEiWA/4saUGW5ptdAuv3uMelaofL2SRIt6QuWSPhm512CnjcPqm6ySU0CeO9fmm2mrcX8s0uwR7wuAckqm6abpFvdjlZrZiI0n+I2wr55han/brHfV6i6iaXsMqs5Rd84waBPAM+ifR6oqS0ms3jL1duyjKTYBjGZDLhymkAWCQruZPhebssuv0WlzCdSoj9Z0TihFYXn/tumludrOwZODOVPHB8c5OrlXXPN6TB83aS/eOiJJEkBgRnZkIzSyQcy5Is+kRJIskfEJwWjkjKHnO2Qsnn8fgkUZKISJQFwcIRSZwg2CnguTX1yVbIsSTLfp8oSZTZOseyRKIkSdk/bcawS8YYStkqy0yCUs+IAwBYJCu1k+F5O8miJNGtoxL57qXZyYruXj/xza0uO6udMHs9zR0O3t8vzre1LGutShGZcvgqL8kyacFO5SH5xSxJ6ekMzsKSLEpExFlYkolv7XBmnO6zFUr+/l5/6lNPt85ZWGL5pg6BzZgbSeGEJoEVPWf8Et/c5JwaQylnyCQAALJYoZ0Mz9sp4BFJ4kRZKDSV4ATBHvD3S5zQ6mRF9xk/19zBc0Sizy84eBLnTSXyJPa72VaXq0MgooDHXchpOTXtIfunN2fliHvAR5SeMslamLFWw2mngCdVIMsB/4BPomqHS3A1y2cyEijOwhJZiCNJ7O9d6D9GMZTrobIyRx0BYMmszE6G5+0kRySO42jqi34he+EsbEAUiavm2YDfPzXUP4VlC9rlnM0JrS5B9rvdbrcnwDqbmnOfg0kT+6c2F5qEVIByZFySJEny+wPEWrg5Cok4odVpl/3uVL4g9vf29ouSJEl+n1+e8anFfrdfZp2ujo6O1mZhwf8eS8/g9/vnr1ViFEUJhULj4+PB1OPYAQAWUCGdzF+sX8yIcnLH2Q/P24lIcLmEVEEhoxIcy8oRiYizaP9LRJR+kQuW5Yikqe/u8zdXzbMU8PsliUjyiYKLn9o813B5npNEUdJWZjinVmZkm1iZdbaFb3YJbMBzZnqAIrXTWZqk8f5ePxHHN7ucMwYsypHB5XIVO4a8BQKBmpqa+vp6u91e7FgAYBkq006mr6/vjrbXpjbSpzW+uWPmgsd8ad/aOQtLESLiqnkSB+bem6idzPlxkqq1xZcSTZ2Yp1ZFziTJMpGdFzhpXMsq8sTxTqedJ7dPIo63EwVkiYjGRVkQmoTxgXGuWtBmfGYp5IRWpz3gd/skjuOISJIk4qoFp0AsDYxLnENgp/aZwjtcTtbv7tUSlnL6f9gsDKFQqNgx5E2SpGg0KkmSvpRuPA4Ay8bK7GRSayRSxOlv6HntR5JlNrUswuXs6JD9fj8JrlZelv0D/fPtS+x3s81NTpeg3d3BLxFpJ2bZI2bfWNtiaiQlvU3OUg26tK2nJigk/4DH0uR0TcUxeyHvEFgiVnDZpwZyAp4z/aK/12NpdU59iulJj1SLHr7Vqa3rSO+7nJXriksAAFhYYv8ZcY4Cyd97JrfZcFEMOAWBE/3TW+QzkZ55OUTWpm+L5PYt5oo5x82zLoe8vfC2v1q6fI7FlMtkpWUKMgkAgCy2bt26e/fu9vb2HOvv378/x5p79+7NN5jcd14axH4P3+FqJc+AX1sqwHHcbLdWgPKHTAIAILvDhw+fOHEil5r5Jgd5ZQYFZB7FJ/afkYTmJleH9pxzOeAf6EcqsVwhkwAAgEUw65QDLDflej8JAAAAKAXIJAAAAKBwyCQAAACgcMgkAAAAoHDIJAAAAKBwyCQAAACgcMgkAAAAoHDIJAAAAKBwuDMVAABk4ps7nHbZ7+7NfEh2c5PTztLU3Srze0RWvjihuUmws9rTuPpvezI3xwvVPM9HBjLi45tbs4SXrWb2wqmd3PK5s+4zW2E63syAcy9cBpBJAABABp63y7LMZjwElG92Oe0Bj3tAouoml9AkjN92Fs6G45ubBDurPeZblgP+nM6dfLNLYP0e97hU7XA5mwTplrb45g6nnYhIjmQWOu0U8Lh9UkZ4s9TMUjgVrSBkPt97ln3eXsg3u4TpP85UwLkXzv9nLAPIJAAAYBrP22XR7be4hFQqwbEky36fKElEkj8gOC0c0XynQL651cnKnoEzU8kDxzc3uVpZ93wnT563k+wfFyWJJDEgzHyqudh/RiROaHXx05twLEuy6BMlKTO8bDWzFxIRcUKTQLJM7Fz7zFoo+TwenyRKEhGJsiDkWXhLDOmxmEUf91lYWCcBAABpPG8nWZakiMzy1RwRaQ/QSCUAPG8nOTLvSY5vdrKiu7df4ppbOzo6Olqbq6X+Xo8sOGaewrORZa0BKSLnErIky6QFy+UY3u3xOgTyD/inm8u6z+yFkqglB8RxFjbvwjROaBJY0XPmjNsjs0KTwOX9IYqnLMckFEUJh8OKohQ7EABYnhRFCQaDK7GT4Xk7BTwiSZwoCzPGA9JD/vN9XeYEwR7w90uc0OpkRfcZP9fcwXNEos8vOHgSxQUOWux3s60uV4dARAGPO+9v83yz0x7w9EvUPM8+Z20oNWsi+wsqJCLiLCyRhTiSxP7ehf4LLbKyHJNgGMZkMjEMU+xAAGB5YhjGbDavwE5m6qs2x3GU/v6dwgmtTrvsd/fPe5rjLGxAFImr5tmA3y8Rx7Lp91h2wb9sc0KrS5D9brfb7QmwzqbmXMY9MjcX7AHPjE+VdZ+zNyT2TxVmDibkXjj1hl9mna6Ojo7W5rIakSjfTEKn063AgxwAlgbDMAaDYeV1MjxvJ2IFl8vlcjntlJlK8M0ugQ14clkjyLGsHJGIOAubHsHPa8ohlW1wFnaemkREXDXPUkD0S5IkiT5RZvNLVniHwJLd2dHR0eHUPn2rwGXdZ/aGOJ7nOSJJkiRRDEzPfuRYmPE5aLy/98yZM26PbBdceaZDxVWWsxtEpNOVZQ4EAOVCr9cXO4Qlp01tnEl9PeebO6YWPHJCq9Me8Lt9EsdxRCRJOeYFrIUjLSOIEBFXzZM4MPemohhwOvlqfpykam3xpUREHM9z0tRixZkkWSay8wInjWsn+/yI/W5p6ozOOVxO1u8Z8EsSn2Wf2RvieKfTzpPbJxHH24kCskTE51yYxjtcTtbv7vVLUkQmO5WTcs0kVt53BQBYUiuwk0mtkUiZOqlzfs4hsESs4LIL2jsZ6UYWkiyzqWURLmdHh+z3+0lwtfKy7B/ony8HEfvdbHOT0yVoN13wS0TEVQtOQfaI2TfWthBcLoEytsldOi+aWmAqzbZPafZCp8ullWmTP2LOhRmfwsO3OrU1GPJtsy2lrVwzCQAAWFhi/xkxe8HMN+bbkRhwCgIn+v29Z/xakd/vz3lzyd/f659Rkt5Rll+zbTFbzVkLiWb8AbLuczEKM5ovt5WWKZgjAACAhSX2e2TB1SrwqYUA2qQILFOGvXv3FjuGvHV3d2/dunX37t3t7e3FjgUAlqHu7u58N1nUvjTHne/bt2/xYsiP2H9GEpqbXB1OIpq611Kuiyug3Bj2799f7BjyNjk52dLScvjw4RMnThQ7FgBYhrROJvf6i9qRlmMvTTTfUD4sI5jdAAAAgMIZrFZrsWPIWzKZNJvNHMeVY/AAUPrQyQDkztDb21vsGPKmKMrY2NjQ0JDP5yt2LACwDJVpJ7MCr1yFUmCorKwsdgx5i8ViJpOJZVmTyVTsWABgGSrTTiYcDhc7BFiJDGvWrCl2DHkLhUIVFRVWq7WqqqrYsQDAMlSmnQwyCSgKQzQaLXYMeYvH44lEIh6Pl2PwAFD60MkA5A7XbgAAAEDhkEkAAABA4ZBJAAAAQOHwBC8AgBUkFAoVOwRYbjAmAQAAAIVDJgEAAACFQyYBAAAAhUMmAQAAAIUz+P3l99RXRVFCodD4+HgwGCx2LACwDJVpJ4PnbkBRGFwuV7FjyNvNmzctFosgCKtWrSp2LACwDJVpJ9PX11fsEGAlMpTjFUHa/Wuj0Wg5Bg8ApQ+dDEDuynKdBMMwOp0O43gAsEjQyQDkriwzCSLS6co1cgAoC+hkAHJUrocKvisAwKJCJwOQo3LNJAAAAKAUIJMAAACAwiGTAAAAgMIhkwAAAIDCIZMAAACAwiGTAAAAgMIhkwAAAIDCIZMAAACAwiGTAAAAgMIhkwAAAIDCIZMAAACAwiGTAAAAgMIhkwAAAIDCIZMAAACAwiGTAAAAgMIhkwAAAIDCIZMAAACAwiGTAAAAgMIhkwAAAIDClWUmoShKOBxWFKXYgQDA8oROBiB3hr179xY7hrydPn36oYceGhgYeOCBB4odCwAsQ2Xayezbt6/YIcBKZNi/f3+xY8jb5OSky+U6evToqVOnih0LACxD6GQAcleWsxtEpNOVa+QAUBbQyQDkyGC1WosdQ96SySTLshzHlWPwAFD60MkA5M7Q29tb7BjypijK2NjY0NCQz+crdiwAsAyVaSfDMEyxQ4CVyFBZWVnsGPIWi8VMJhPLsiaTqdixAMAyVKadTDgcLnYIsBIZ1qxZU+wY8hYKhSoqKqxWa1VVVbFjAYBlqEw7GWQSUBSGaDRa7BjyFo/HE4lEPB4vx+ABoPShkwHIHRYnAwAAQOGQSQAAAEDhkEkAAABA4ZBJAAAAQOGQSQAAAEDhkEkAAABA4ZBJAAAAQOGQSQAAAEDhDH6/v9gx5E1RlFAoND4+HgwGix0LACxDZdrJ4LkbUBQGl8tV7BjyFggEampq6uvr7XZ7sWMBgGWoTDuZvr6+YocAK5EhFAoVO4a8SZIUjUYlSdLr9cWOBQCWIXQyALnDOgkAAAAonGHv3r05Vt2/f3/u+819twXsHAAAAEqEIcdTeL6ZAeWTHBSwcwAAACgFmN0AAACAwpVlJqEoSjgcVhSl2IEAwPKETgYgd2WZSTAMYzKZcOU0ACwSdDIAuSvXTEKn0+EgB4BFgk4GIHdlmUkQkU5XrpEDQFlAJwOQo3I9VPBdAQAWFToZgByVayYBAAAApQCZBAAAABQOmQQAAAAUDpkEAAAAFA6ZBAAAABQOmQQAAAAUDpkEAAAAFA6ZBAAAABQOmQQAAAAUDpkEAAAAFA6ZBAAAABQOmQQAAAAUDpkEAAAAFA6ZBAAAABTOkHvVvXv3Ll4cee28u7t769atu3fvbm9vX7yQAGDFKtNOZt++fcUOAVaiXDOJ/fv3L14Q+e58cnKypaXl8OHDJ06cWKSQAGAlQycDkDvMbgAAAEDhDFartdgx5C2ZTJrNZo7jyjF4ACh96GQAcmfo7e0tdgx5UxRlbGxsaGjI5/MVOxYAWIbKtJNhGKbYIcBKZKisrCx2DHmLRqOJRMJsNpvN5mLHAgDLUJl2MuFwuNghwEpkWLNmTbFjyNvExITNZrNarRh4BIDFUKadDDIJKApDNBotdgx5SyQSqqomEolyDB4ASh86GYDcleu1GzpduUYOAGUBnQxAjsr1UMHCIgBYVOhkAHJUrpkEAAAAlAJkEgAAAFA4ZBIAAABQOGQSAAAAUDhkEgAAAFA4ZBIAAABQOIPf7y92DHlTFCUUCo2PjweDwWLHAgDLUJl2MrhyFYrC4HK5ih1D3gKBQE1NTX19vd1uL3YsALAMlWkn09fXV+wQYCUyhEKhYseQN0mSotGoJEl6vb7YsQDAMoROBiB3WCcBAAAAhTPs3bu32DHkrbu7e+vWrbt3725vby92LACwDJVpJ7Nv375ihwArkWH//v3FjiFvk5OTLS0thw8fPnHiRLFjAYBlCJ0MQO4wuwEAAACFQyYBAAAAhUMmAQAAAIVDJgEAAACFQyYBAAAAhUMmAQAAAIVDJgEAAACFK8tMQlGUcDisKEqxAwGA5QmdDEDuyjKTYBjGZDLhqXcAsEjQyQDkrlwzCZ1Oh4McABYJOhmA3JVlJkFEOl25Rg4AZQGdDECOyvVQwXcFAFhU6GQAcvT/AxHGJAm6JQCMAAAAAElFTkSuQmCC
这个RTX系统运行速度还是很快。
本帖最后由 熊仔 于 2023-7-23 19:41 编辑
测试的时候应该屏蔽count++代码这样更准确。
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
没有任务切换中断耗时 1.917us
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
任务0到任务1耗时7.583us,
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
任务1到任务2耗时7.583us
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
任务2到任务1耗时11.875us
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
这个好 我一直觉得rtx tiny是个好东西,就是跟stc深入结合,我搞不定,希望熊仔大神把这个事情做好,非常感谢。 能用在stc32上面吗 我又来麻烦大佬了,我今天用实际的打狗棒实验板测试了,不知道什么原因,p2.0波形不对。不知道大佬能不能在实际的板子上测试一下,谢谢。 这个除了占定时器0,还要占哪些中断硬件 我来继续更新吧,这两天有时间又仔细看了上面的程序,也折腾了好久。
现在整理如下:
1.需要增加P2M0和P2M1的定义,否则没法看P20的波形。
2.通过SYS_CLOCK和TICK_HZ定义以及用SYS_CLOCK/TICK_HZ公式来计算INT_CLOCK的方式不行,很奇怪,用直接定义的方式可以,但缺少灵活性。我自己测试的原因可能是EQU后面的数值不能超过65536所致。
为了说明结果,补一张图片。 为了大家学习方便,把最后的程序上传供参考。
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