一般来说,时钟精度、稳定性取决于所采用的时钟源,就MCU S32K来说如内部振荡器SIRC,FIRC,128KLPO,外部晶振等,跟所使用的外设(FTM, LPIT,LPT,RTC等)和哪一路输出时钟(SYS_CLK,BUS_CLK,SPLLDVI1_CLK等)没有直接关系。
由于S32K144提供的时钟源和配置方法比较多,那么如何有效配置得到自己想要的时钟呢?
下面以S32K144为例,从时钟定义图开始,逐步介绍如何寻找S32K144时钟(CORE_CLK, BUS_CLK,)合适的配置方法,并根据测试方法验证配置是否有效。
0. 目标
输出目标****
clock clock= 80MHz(以下MHz简称M)
bus clock=40MHz, Normal Mode(默认)
注意:只有支持105℃的部分S32K144型号,core clock才能支持到最高112M(HSRUN),其他型号不论HSRUN模式,还是RUN模式,最高支持80M。
测试工具
PCB: S32K144EVB-Q100
IDE: S32DS for ARM 2018.R1
1.时钟定义
配置时钟先从学会看时钟分配图开始,会看图了,配置就成功了一半。
因为能实现目标的路径可能有多种,这里先选中一条配置路径,再判断是否可行(蓝色箭头+框)。
时钟源选择外部晶振8M,即SOSC=8M => SPLL时钟源 SPLL_CLK_SOURCE = SOSC = 8M,
2.确认内部时钟要求
CORE_CLK/ SYS_CLK 最高支持112M(HSRUN) , 80M(RUN),目标@80M符合要求。
不过,BUS_CLK最高支持56M(HSRUN), 48M(RUN),目标@40M符合要求。
3.确认外部晶振 8M
查看S32KEVB-Q100评估板原理图,知外部晶振8M => System PLL输入 SPLL_SOURCE=8M
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EHoUkP//D5mKRCKbEnBlik9xYmxS12ZGq5/fhS53MGGuzfbPvn7URX84fC5woIXcWCzSGlWSnSg6oPxRg2LAkr0Vh/vC3EKK8dKkrlxjL9s3GimL0ulb63VKeDgSA2HR9OAAEfk27B/ELgwwEhEijgHGqWC3cMZdJ9KSaWKPPTBw7phKLUpKFUekiqBrVRQpEe/gLFuIlIoEBziHSR7itMHchBMSaoYtCK8Zc4KeY/oJj19eWGXMhJM815GYoxsVwvbd8mB3kKKej0CIDYKIb4hQYfDgiRQEHlkFIvjYyU6DEExXSiNCqlwvBQ7omKel4mKIJNj0CAYtxEJFAwOaS8VhrJ8V5AL4ohjb7YRDcWa9JtajtXJT0sVQO7qBRkegQEFOMmIoGCyCHSC8iNlF7jRulRMevPxCE2UAxjmbZjstdRyeTkoBwTXHoEBhTjJiKB/M8hpX4oXyxr9xBBMZY0y4VMOsD+Y1DpESBQjDvUarOlUlkkkO859Lac28L6ARYMScYnMBgJVAzrNNltEO8JKD2CBIpxyvnzza985SmROiI+/endL774Kp/Jf9CKsYa4+KO4L8ZPQqoYoQyvgy9vUN54450bbjDcFNsRJ05U+aw+A8VQ1MZdJifJNdqFVBqV8Xw2P2X1lJxPiMTgwwkgjIoxWMDr4Evtn8uXl0lThWXM/fc/TZozIoH0QfpQ/Ad+AsVQlhvy19jTSYR0tjDJXBMElcormcxOkRV8bAKAYgZXjDj5MjZ2jI0RCUSCtF/YH6QbxaaGjvgrJiwcPvzCpk1abpC4+uoH+bS4E/Z9E2buumsfyRXSUSLNGTZGn0NkkKiH/U0aOGyGcAHF+MLs7HmDX0iQMZ/4xLf4HLEGihkcliv79n2PD5sU8+KLr7K/gzzv2wUoxhf+5m8OmBVD4j3vSUR3CYrRMGRAj0G6S/z3JsWQ1o1+TM8RLozHs++h69WGBMP+GjxY2sQbKEbDsPt7D/57k2IIrDPVZ4QOwzHvc8RVMaRpw5Ik3kAxGoYM6DH4j1XM48+fb77xxjv68b1FiDAc8P5HXBXzwQ+OsiSJN1CMhtj3fLh/RAlOCvGPiJyLEYoxjNci3OdiCL/3e8abp0gTplJ5hU+ONSHdNyKrvA6+PBWx+/lw/4gSnBTiH1CMj9xzz+PveY9Ij68mxC+EMO4bkVL+BF8qFBPW0O0p4yQeUVAMg/e0olNh50AxUEzYQ7enjJN4RFUxhrfl01fil+TZplIfL57WXjfBPwshUkv3SvbmrNz+eTp7ZMriM0HBE9J9I7LK6+DLUxF7kQ/3jyjBSSH+4apiUqm+w1CCXeh2lnESjygqhn/zZywnvcC/6kONMyPlxkjypHMzbcUo8/JkWpdX2iTl3KHidFn9rdKoFrOFVHp/qc6KChGR2Tfd0WXh4Ii9yIf7R5TgpBD/gGJ8hwsmtUXOE5WM5eXzpkfI6EcNdR6pS1tLVg+aKfPTzx/SCSW0H7eCYjSc20GU4KQQ/4BifEf1y5Wp1H30m4VaU6WT5pnC8HH1jTatemk/bcJkJqSS+NyYNVQxaMV4hy4LB8e5HUQJTgrxD88UY5hkiB5nE6HbucZJPCKmmP+RSn09ldqRky/ysUZWaodeooohruFfLlQjvbdIP5pqCZHR09ss2kTBA8VoiH3Jh/tHlOCkEP+AYnxHVcydaob0/CFNZa5y6PvsHE0qtatQucTHt1EaL5cK40O559rndMIFFKPh3A6iBCeF+AcU4zuaYtKTfb4/eKFWmqQXj3SfcqftHWmPlnXpcakauotKUIyG2FV8uH9ECU4K8Q83FCNMIcSxoTsMs234E93ONU7iEe9WjAYTivmHrUalXMjSC9u253eCIzaK4fDhgXBuB1GCk0L8w7Fi9LIQf7PBLqGfTfzNBi0jdoph52IGUAy7bGTzQ3bipu/GkedAMRrO7SBKcFKIf0AxvqMm6a+kUnl6o13hTL9vKqOK6ego6VHbOLZTAwOK0XBuB1GCk0L8A4rxHZ6mqU+ql4os74shLNTkH1ldom7VSxMjpXM2Drko576B+2K8gu84KKYvoBjf4WmaSvH7cVOFbOF5Wbvxn8jl+WKB3bPbapSnC8Uyv06kzFXGD+ak19sNHyKUHfR+GXlW/bgCmTqZzZ8K8OMKdri0b3TPShA356SZTgeTDTed41f4RzO5ad027cr8TC7Nj1ir0O4s4PsNiukLKMZ3eJryCpPjoty+Gk0jnT08yZRBUZq1su6okQ9V9DfFtBrywfYRZ/hhuHBj3yjnSvmD43z9+aW1dPZ4lVuG3hSUHz+j+rW91fq6usZEY+hkKufl/C7RLOT7DYrpCyjGd3iaRqfCznG+qsZnJdqX1tpNjPnq+KGO3qN6Vryfq2uWiiHMny6OQzEOgGJ8h6cpFOMM9myo/RNZdsqwo4f5+X6DYvoCivEdnqZQjDOYYuwv+1NlCAHx7mg6d6pee4ndPpTKTLS7XSoWirk4XarpG0F8v0ExfbGRYsSxvVGwmbXQF2IO/WzqH4bSbENfSEdETDFkXaAYR9COUpd+kPpIKLtBSLv9OX3H5KOH6vR8VfN1iYpG9yyGUTFKs3p8ON9RvrrnKHx4IJzbQZTgpBD/6KoY/bG9Yajza6Evxxz62QzldA99IR0RJcWIdUkKHuwbYoShg7LtE1kX5dxj+tsBzKdmlHp5OK0bwxSjO3pJGBTGBQPF9AUU4zu6dUkKbu8beqFnv/lh0Dathvx0tvOmRouzv0pdGtLdCm3qKCmNU9sKujcP0j3H4cMD4dwOogQnhfiHa4ph82uhL8cc+tnUPwylWYe+BGNAMSHG3X2zwUsrlPrJ/Dbj3UFWF5jU24rsFYNzMe7Qs2IMk0SYZKENdgn9bOJvNjhgQDEhxsV9Q1oozxa7+KUxUyzOmO8+tG3FCKdYKMYIFwwU0xdQjO/oNmlScGvfDOgXgoViqFN017yhGI+AYnxHt0mTgiv7xsovylx55/Fptadj5ZdWo3xcmqb35jHFaC8NbNZLubFU5khFPILAFKMfY4ILBorpCyjGMfqt5Gnw5UUQ5/um/TIuY7BmiP45i85ot0p4K+Z/Tx+l33wgkwrZwkv8EScmF/2vbF6HwQUDxawvNyrPlCYL2fRtUm2Rj7MjEYohGShLuSGeH5mcJNfcepZHv4l8CL7UqBGY/gVWp3v7hidQ0hWzWJOGs6Nfy6bJloBiKEr9UD7/RKWxTAea1RJ1zXVZacYVy+g3kQ/Blxo1oBgN53YQJTgpxDFENLdBMSpvT48f7XiMRalKQ+lUOh+2V8PFmMAVwz92lx4u2zzR1BNcMFAMBYrpwttybktPGwe4RKCKYRenxWHp4LWjohA+PBDOCxElOCnEMf4phoRQQ++yMMzWy082iH4VMyR1uToJ3CVQxbiHKwe280JECU4KcYyvihEhxLGhL3qcrY/oXTG0o/TRnPw2HwTeA8VoOC9ElOCkEMdAMXaQXvm2ofyU5f1ZwCOgGA3nhYgSnBTiGCjGGqUxlc/u7HJ3FfACKEbDeSGiBCeFOCZ4xfQYhhIGj14Uo7xWyhdkdvXaPfRbydPgy4sgUIyG80JECU4KcQwUY0Kpy8Xd0fULC77UqAHFaDgvRJTgpBDHQDGdeOMXgn4T+RB8qVEjDoo5efKsKwe280JECU4KcUwwiiFhMEj3MPzWUXRRjJVflMaJndIJJ7d6CvRbydPgy4sg0VbM3Fxz8+aHrrhCO7AfeYTk3ICIQvhw/4gSnBTiAGVeztOHBwTdbwBxWzGBhZ1i+BMDZnrwrzfoNmlSiLZirr76If1RTYLo5tixU3xyn4hC+HD/iBKcFOIfsVdM+NBt0qQQYcWQ/pG+/SLiQx96kM/RJ6IEPtw/ogQnhfgHFOM7uk2aFCKsmK985Sn9Ie1i8AX0j6EcBxEGQqQYXqNwwHf2QOg2aVKAYiyCL6B/DOUMGiEhLIrh1QkNfGcPhG6TJoUIK+bAgectO0rOgy+gfwzlDBrhIXi/kOB1CQ18Zw8EFBMx3D3dmzi6nouJUvhyLkbkGB8eCG4pXyocEqK9qnNzTWKZ976X7vhNxC/OLlonDiimH6CYwYjDqp48efYvU39K4u9T1/BRoBegmH6AYgYjJqvKd36S9pwLQDH9AMUMBhSTSFqryqs/Xv3p9618+8tLf/sXSyN/uvhnn7r86T++/PH/vnDTjQsfuf7SVZtJkD/IIBlJJpEZyGxkZvKT1WcLyqvj661/Nh7qQUX0FPNrNXm6/WWO0UxuWq4t8DkoSrM2I+XG+BIzE5I829v7zNXPqLbraQ6Hb8geDCgmGbRayskXVorfXLrrC5c/9j8vXXXtpf/y607jqs2XP3bz0l23rhS/qJwcC9I4EVPML6dS9+bHz6hvxmp/BSg9LlW5Zeh3mfPPVRotOsA+K5YqZKXXe/5qAhPNHqm2wkdQWg35YKbr9w49AoqJL2tryiuvruzbv3TnPQvX/k6HHT78m0Q0S7+YXt4+0vrO/2kdfXD1X7+hvPgPSk1aq+9fu/CP6yv/RIL8QQbJSDKJzEBmIzOTnywN30rkcunD1+jLXLj2OjJ+Zd/f0QbO2mGjBTyNiCnmU6nUjfojvfMjHBenx1/q/GqC+orrPt5sbakYwkW5+DwUMyBQjJ61d95ZHtu9cPMfaQq46trLt36OtGJWjz+39kZ9fXWVzkc3l+lw7T1W/3ntJ0+sHt9BWjGXb/0E7VsJ3dx80/LYX6+985TxJx5FxBRD4cOMDT6pbKcMO/qd31ugmBhBmi3f/8HSF/5a9IMW/+SW5dHC6vf+dW3hMp9HD9lc7sXapitWf/pnl//zLy7+8ge5a37115Z+4QPKf/oZw5yehPd4rBjdR9yNqMrgAiIdq9MlaSJDGjX1+lSBfUB1LMe7XQyzYpT56RfY15/9B4qJBWtrrX86fPkPP8mP7d++cXn7Q8rZV/hU3yGLJhUg1WD1IRUj1SOV5JOjiXeKoR2lLv0g2lH6Rk7WfQCeRHpP7tEfqt9lXqhK4+nUaKZwpn2yxqSY5uvS8NNBfZ0Oiok8ytmXF2/PsoN58c+HW0eOra+EooVMqtF65iipEq/b7VlSVT4pgrRTzHXFECM8lpfP2wlmXi4N5U9pjRTzqRnlXGm4oBvDFCOOCTX6OJXjMlBMhFm7tLD8wMOXrqKnXRe33qpUfsgnhAxSMVI9KpqrriEVJtXmEyKFOFz58EBwwWiJ2mrIT2e1BogRpXEqnz3a8dUEi7O/KzVpTyq1g7V0LFoxynl521EoxhEJVIzyb9WFmzLkuF34nZtaE6V1JZgE6hVFIZUkVaUVvilDKs/HRwcvFEOvT2/TtVAMkOZJ/rDMrl4LLBTDvtpsrxici3FO0hTTOjq18BvXk8N16d4vrTV7vmEiaEhV6dloYpnfuL517Fk+NiK4rhilMVMsztj75bxcfNboF4JtK0Y4xayYIIFiokfryLFLH6Kdo+XRQtgbL2YUhVSbVJ6sQuu7x/jIKOCuYgb0C8FCMapTtGveUIwHJEcxyg8q9OTLf93ceuJJPsoprUblOdPN7Kztzbdrerhsd0G1c84uV147aD3+HbIKZEXI6vBRoYdtChJ8eCC4YFK3mPzSapSPS9NqT8fKL0qjulOq0nvzmGJShWyxqpawUCtNZlK7CpVL6owEphj9mCCBYiLF3IWFG24mTQAX/VIv7U9nJsYrc2rCG/JVnUq3q32+8ozXXzTtCbIKtMd0w81kpfiocONQMbJ8+pprHm4X8nVRmhasGcKfGDBNFa0S3op5Ujp6NJumk9LZI1P8EScmF/2vdrRP0AQGFBMllvLbyGG59IX7XLvHhObrgx1NDzWD2zezq1dMs49lbBsyZIans9nd6Z7bLxpra2RF6Orkv8rHhBtx3PLhfti377j4OYuf//n7+bR+4YoJ7CJ0v0AxkWHtjTrtIl39W2uzDT7KOUwoen3QMfxGL6aYrdLpKbuGN5l5+MhUaWIQxZA1mm2Q1SErRZ9pCD3CDny4Z1555U3xW31cf/0jfI6+gGICQew3PhxHlsd20//5X/47PuwOvCuUzk6Vaed/oSo9Oaw91MsUU2+x5/SMDRnahBkpvXWBnosZRDEEsjpkpVa+9W0+HGKEGvhwz9xxx2Pit/rYtGmgPhd7oCm9v1S3OhkcPkJxTBq3fdDBqxUyLn/ms+RoXP2X43zYNdj5F7LeO7O5w+2TMgyuGMXyDCJtwhytNFfV070DKoasDlmpy7fczodDjClNXAhedK+wi9Pi58GfZ+mF4A8nscHCE7xmIYPdt7b21jk+7CaXKoVd6qqPZnJl9ckXhlBM+4UDWkOGNWHOKfSPwRWz9uZbZKUWfvf3+XCI6cwRd4IXHWvQijEGr1P4YM9Pry93fAHeBegljMfpMzLNWfbkbjp7vMotoynGeCmUN2GofJwohqwOWSmyanwwxJgyxWn83M8NesY3UoT3iAIGvGnFqO0X7a4t1mkSV6D1itE3ZEQThs2TiFaMEz7wAXbbUUfI8mk+OdZAMZHBk3Mx6rnDzle66qXToRitIVOutpswBEeKidC5GIf8wR/8v02buFw+mvpSQvxCgGIigydXlCzet6aeU7RWjHhfSWGYN2HoOCeKidAVJVfgjon1pU8DUExk8OS+GH7RWtyNzt5WvVt3d++TQx237aoNmcwR3esFuGL6vbuXsFafVe+LuTYS98W4AhQTFsSe8Dr48iKC+3f3UhasPrjBxCG2k9ZIUWontrWbMNpL2EyzbUzU7u51BbGl+HACgGIihfvPKAVG5J5RcoWoJp4DwruqYmd4F3xJkcKDJ60DoP2k9bURetLaFSKde4ORoFWNDdr7Yh54OJLvi3ngYVL5yL0vxhWgGBAN8Na7iALFgMige3fvf2s99Y9hb84oCqkkqSqt8E0Z5UfRe3evK0AxYUfsoX6D/z5e0C8QjBboqRn1q2yh/gLBn9xCKkmqSioc0S8QuEK8E9KSKK2q2D2DBS8ldnR8R+nzd7aeORqi7ygd/i6pEq/b5/4i0t9RcoXYZ6MZKCYWmL8G+fUHAzyeyaJJBWL2NUhXSEQ2dhKxVRV7qN/gv483a2tK+eTSvV/SfdP6M8sPPEw/lW/5TWtXIYsgCyKLIwtlSyfVWPpfXyJVglwEyUpIlQStanJYe+f8yre+vXDzH/FDXT3aL9/yuZUdO1env7f2kzfWV1f5rE5YXV17/SekQFIsKVx4jQRZNKkAqQafE7SBYkCMII2aV3/cevw7S8N/tXDt74rjn8aHf/Pyxz6xdOc9pDvT2n+g9d1jq889r/zwJeXfa/RxoQvv0rfSkLjwLhkkI8kkMgOZjcxMfkJ+SH5OCtGXSRaxdNcXyOKUH7+GZosdUAyIKa1VpfLD5eI3l+6+l56y0bU4Bg/SMvrDT5ICSbH0YlbLjZZR3IFioofYZ/rg04AdxDg/fm312X9Z2SMt/e3/Xbrni4ufv/PyZz57+Y8/Re+1+cgNtIVC4iM3kEEykkwiM5DZyMzkJ+SHtKkCp/RPAlMUigHAPxKYolAMAL1iSLNgg9cp9OBoBKAnDEd4GILXLNxAMQD0hOHwDkPwmoUbKAaAXjEc4cEGr1PogWIAAB4CxQAAPASKAQB4CBQDgCMMp0i8CL6kaALFADA4Bhd4F3x5EQSKAWBwDCLwLvjyIggUAwDwECgGAOAhUAwAwEOgGACAh0AxALiM4Uxtv8FLiQtQDAAuY1BGv8FLiQtQDAAuY1BGv8FLiQtQDADAQ6AYAICHQDEAAA+BYgAAHgLFAOAHhnO6LPi0WAPFAOAHBrmw4NNiDRQDgB8Y5MKCT4s1UAwAwEOgGACAh0AxAAAPgWIAAB4CxQAAPASKAQB4CBQDAPAQKAYA4CFQDADAQ6AYAICHQDEAAA+BYgAAHgLFAAA8BIoBAHgIFAMA8BAoBgDgIVAMAMBDoBgAgIdAMQAAD4FiAAAeAsUAADwEigEAeAgUAwDwjPX1/w/XaHDrV+0QRwAAAABJRU5ErkJggg==" alt="" />
4.确认System PLL分频及倍频
这里选择PREDIV=0, MULT=0b11000 (10进制: 24)
VCO_CLK=8M/(0+1) X (24+16) = 320MHz
SPLL_CLK=(VCO_CLK)/2 = 160MHz
考虑:这里MULTI还可以>24 => 倍频因子>40,那么能不能配置VCO_CLK >320M,而最终CORE_CLK=80M呢?
答案是不行,因为VCO_CLK最高支持到320M,可以参考S32K-RM。
5.具体寄存器配置
可参考RM配置方法
6.设置检测方法
1)初步确定为通过IO口直接输出与总线时钟相关的时钟或者分频后的时钟
2)寻找SCH上是否有可直接利用的MCU引脚
MCU完整型号:FS32K144HRT0VLLT, 封装:LQFP100
查RM附件IO描述表,发现能作为CLKOUT pin的有PTD14, PTE10, PTB5。
如有可用CLKOUT pin,配置相应的pin为CLKOUT功能
1)配置PORT的MUX为CLKOUT对应ALT功能,并使能端口时钟;
.png)aaarticlea/png;base64,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" 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2)配置SIM_CHIPCTL选择输出的时钟,以及输出的分频系数;
输出时钟结构
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" 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CLKOUTSEL - 选择输出时钟,如选择设置CLKOUTSEL=0b1001,则CLKOUT pin输出Bus_Clock
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" alt="" />
7.时钟配置代码
main.c
int main(void)
{
volatile uint32_t cnt = ;
Clock\_Init();
Port\_Init();
Clock\_Out\_Bus();
while()
{
cnt ++;
}
return ;
}
clock.c - 时钟配置
/**
* 配置MCU时钟, 使SYS_CLK=80MHz, BUS_CLK=40MHz, FLASH_CLK=20MHz, 用外部晶振f_osc=8MHz
* SPLL_CLK=160MHz, VCO_CLK=320MHz
* @note
* 计算公式:
* BUS_CLK=SYS_CLK / DIVBUS
* SYS_CLK=SPLL_CLK / DIVCORE
* SPLL_CLK=(VCO_CLK) / 2
* VCO_CLK=SPLL_SOURCE / (PREDIV + 1) x (MULT + 16)
* 选择外部晶振作为SPLL_SOURCE, SPLL_SOURCE=8MHz
*/
void Clock_Init(void)
{
// 以下初始化顺序不可改变
Clock\_SOSC\_Init\_8M(); // SOSC&SPLL\_SOURCE初始化为输出8M
Clock\_SPLL\_Init\_160M(); // SPLL&SCG初始化为输出160M
Clock\_RUNMode\_SYS\_Init\_80M(); // sys clock = 80M, bus clock = 40M, flash = 20M
}
void Clock_ConfigureOut(SIM_CLKOUTSEL_Type clkoutsel)
{
if(clkoutsel <= RTC_CLK)
{
SIM->CHIPCTL &= ~SIM_CHIPCTL_CLKOUTEN_MASK; // disable CLKOUT
SIM->CHIPCTL &= ~SIM_CHIPCTL_CLKOUTSEL_MASK; // clear CLKOUT
SIM->CHIPCTL |= SIM\_CHIPCTL\_CLKOUTSEL(clkoutsel); // select CLKOUT source = clkoutsel
SIM->CHIPCTL |= SIM\_CHIPCTL\_CLKOUTEN\_MASK; // enable CLKOUT
}
}
/**
* CLKOUT pin输出Bus CLK
*/
void Clock_Out_Bus(void)
{
Clock_ConfigureOut(BUS_CLK);
}
/**
* 配置SOSC_CLK=8M
* @output SOSCDIV1_CLK
* @output SOSCDIV2_CLK
* @note
* 外部晶振8M
* 计算公式
* SOSCDIV1_CLK=SOSC_CLK / SOSCDIV1
* SOSCDIV2_CLK=SOSC_CLK / SOSCDIV2
*/
void Clock_SOSC_Init_8M(void)
{
// Frequency division for SOSCDIV1_CLK, SOSCDIV2_CLK
SCG->SOSCDIV=SCG_SOSCDIV_SOSCDIV1() // SOSCDIV1=1 : Divide by 1
| SCG_SOSCDIV_SOSCDIV2(); // SOSCDIV2=1 : Divide by 1
SCG->SOSCCFG=SCG\_SOSCCFG\_RANGE(0b11) // RANGE=3: 8-40 MHz SOSC
// RANGE=3: 8-40 MHz SOSC
| SCG\_SOSCCFG\_HGO() // HGO=0: Configure crystal oscillator for high-gain operation
| SCG\_SOSCCFG\_EREFS(); // EREFS=1: Internal crystal oscillator of OSC selected
while(SCG->SOSCCSR & SCG\_SOSCCSR\_LK\_MASK); /\* Ensure SOSCCSR unlocked \*/
SCG->SOSCCSR = SCG\_SOSCCSR\_SOSCEN(); // SOSC Enable
}
/**
* 配置MCU时钟SPLL_CLK=160M
* @require SOSC_CLK = 8M
* @output SPLL_CLK
*/
void Clock_SPLL_Init_160M(void)
{
while(SCG->SPLLCSR & SCG_SPLLCSR_LK_MASK); /* Ensure SPLLCSR unlocked */
// 关闭SPLL
SCG->SPLLCSR = ; /\* SPLLEN=0: SPLL is disabled (default) \*/
// 配置SCG\_SPLLCFG, 使VCO\_CLK=320MHz, SPLL\_CLK=160MHz
SCG->SPLLCFG = SCG\_SPLLCFG\_PREDIV() | SCG\_SPLLCFG\_MULT(0b11000);
SCG->RCCR = SCG\_RCCR\_SCS(0b0110) // System Clock Source: System PLL (SPLL\_CLK)
| SCG\_RCCR\_DIVCORE() // DIVCORE=0
| SCG\_RCCR\_DIVBUS() // DIVBUS=1
| SCG\_RCCR\_DIVSLOW(); // DVISLOW=1
// 使能SPLL
SCG->SPLLCSR |= SCG\_SPLLCSR\_SPLLEN\_MASK;
// Lock SPLL
SCG->SPLLCSR |= SCG\_SPLLCSR\_LK\_MASK;
}
/**
* SYS_CLK = 80M, BUS_CLK = 40M, FLASH_CLK=20M
* @require SPLL_CLK=160M
* @note SYS_CLK=80MHz,BUS_CLK=40MHz, 使用外部晶振f_osc=8MHz
* 前提条件使用SPLL_SOURCE=160M作为system clock
* 计算公式:
* SYS_CLK=SPLL_CLK / DIVCORE
* BUS_CLK=SYS_CLK / DIVBUS
* FLASH_CLK=SYS_CLK / DIVSLOW
* SPLL_CLK=(VCO_CLK) / 2
* VCO_CLK=SPLL_SOURCE / (PREDIV + 1) x (MULT + 16)
*
* =>DIVCORE=1, DIVBUS=1,DIVSLOW=3
*/
void Clock_RUNMode_SYS_Init_80M(void)
{
// 配置system clock源, DIVCORE, DIVBUS, DIVFLASH
SCG->RCCR = SCG_RCCR_SCS(0b0110)// Select System Clock Source: System PLL (SPLL_CLK)
| SCG_RCCR_DIVCORE()
| SCG_RCCR_DIVBUS()
| SCG_RCCR_DIVSLOW();
// 检查Clock Status(SCG\_CSR) 是否为RCCR配置
while(0b0110 != (SCG->CSR & SCG\_CSR\_SCS\_MASK) >> SCG\_CSR\_SCS\_SHIFT) { }
}
Port.c
#define PORTD14_IDX 14
#define PORTD16_IDX 16
#define PORT_CLKOUT_IDX PORTD14_IDX
#define PORT_LED_GREEN_IDX PORTD16_IDX
/*
* PTD14 - CLKOUT
* PTD16 - GPO for LED
*/
void Port_Init(void)
{
// Enable clock to PORTD
if(PCC->PCCn[PCC_PORTD_INDEX] & PCC_PCCn_PR_MASK)
{
PCC->PCCn[PCC_PORTD_INDEX] |= PCC_PCCn_CGC(); // Clock enabled to PORTD
}
// Set Port Data Direction
PTD->PDDR |= << PORT\_LED\_GREEN\_IDX; // Port Data Direction: output
// set/clear PortD's value
// PTD->PTSO |= 1 << PORT_LED_GREEN_IDX; // Port Set Output PTD->PCOR |= << PORT_LED_GREEN_IDX; // Port Clear Output
// PTD16 - GPO
PORTD->PCR\[PORT\_LED\_GREEN\_IDX\] = PORT\_PCR\_MUX(0b0000001); // Port D16: MUX=ALT1, GPIO(to green LED on EVB/PCB)
// PTD14 - CLKOUT
PORTD->PCR\[PORT\_CLKOUT\_IDX\] = PORT\_PCR\_MUX(0b00000111); // Port D14: MUX=ALT4, CLKOUT
}
clock.c - CLKOUT 输出选择
/**
* CLKOUT pin输出Bus CLK
*/
void Clock_Out_Bus(void)
{
Clock_ConfigureOut(0b1001);
}
void Clock_ConfigureOut(SIM_CLKOUTSEL_Type clkoutsel)
{
if(clkoutsel <= 0b1110)
{
SIM->CHIPCTL &= ~SIM_CHIPCTL_CLKOUTEN_MASK; // disable CLKOUT
SIM->CHIPCTL &= ~SIM_CHIPCTL_CLKOUTSEL_MASK; // clear CLKOUT
SIM->CHIPCTL |= SIM\_CHIPCTL\_CLKOUTSEL(clkoutsel); // select CLKOUT source = clkoutsel
SIM->CHIPCTL |= SIM\_CHIPCTL\_CLKOUTEN\_MASK; // enable CLKOUT
}
}
8. 观察CLKPUT pin 输出
需要用示波器观测PTD14,截图略。
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