LS1046中GPIO复用问题
LS1046的dts关于uart的配置如下:serial@21c0500 {
compatible = "fsl,ns16550", "ns16550a";
reg = <0x0 0x21c0500 0x0 0x100>;
interrupts = <0x0 0x36 0x4>;
clocks = <0x2 0x4 0x1>;
status = "okay";
};
serial@21c0600 {
compatible = "fsl,ns16550", "ns16550a";
reg = <0x0 0x21c0600 0x0 0x100>;
interrupts = <0x0 0x36 0x4>;
clocks = <0x2 0x4 0x1>;
status = "okay";
};
serial@21d0500 {
compatible = "fsl,ns16550", "ns16550a";
reg = <0x0 0x21d0500 0x0 0x100>;
interrupts = <0x0 0x37 0x4>;
clocks = <0x2 0x4 0x1>;
status = "okay";
};
serial@21d0600 {
compatible = "fsl,ns16550", "ns16550a";
reg = <0x0 0x21d0600 0x0 0x100>;
interrupts = <0x0 0x37 0x4>;
clocks = <0x2 0x4 0x1>;
status = "okay";
};
现在需要把如下的4个GPIO模式调成GPIO模式,不在用作UART的tx rx。这个在Ubunt系统和Vxworks下面哪里修改这个默认的模式?
data:image/png;base64,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**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**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**Q4toy4xOCnlfUjmxwwiXKwcR2VYDDmUV3VxcGYgiKYWDsY8wOMx4f6n8+a4T9jcEJ7ZI1/ePNw9hlOOj/ev/qs8Ugyygx2MvRDgQ7TRUSCMdOP8bGiixvU3SJw0iYuHozJycJn/+Psv323qr5/dvsfJBRg4lSsYmV6d3+7APqFHDJ4Hi2a9fhqBROW7x2f/TOsxD7e337WrJJZLHUei1winy**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**HVGvrFlgbeh2+FStWK5hTMydqkyC2sX6ljgoqtReMnd3+X4PS5plGvQ1GSWDGk6HDYEy9Mxad2gFC+962EX9b53c579t0CW2BDtPVUsGYlTOs2Fa2IV4UgZM2cUH/zJmAx+3L1JgEJo4MxozDhaxtYya0SRNpZl6t1I7/6HEF9jPWFfYlcvield/zyw3QMM50fPQRE8zq+kYuCihNuuY5jUxoAmwKMHa9ekKnQh26ZkmP4FaC3sa/JDgGb+mWU3cLpOM/rnX1g/Nl5MQN/0l5sqJ83dQ5W0Ud40GMaM2UInGfrGBcN4sEkeB7bIP6JCx/bEx5d3+LJ3aGgnZwh2B/l/cK2biIs7XWFjA2zdfgkOpu3aL3JjQgtG**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**0/PPvV+fG3q3F+VdzGYhNXJZRGxjr7UtxmeqOmlLoOsN0HvGtP6K2+M2YWnx5lzdyhNM6Mxuf47addYtu/Bq7ypUP591Bo5CfMsTx/tl9V1DBE+WHyKfCbhS43c+TxSZ9AB8dyO18QokdS1jtr+WNjCs6akWzBV8WMNw9xoQx2PYyFL9tvZwljpUsWdiaJPREwGxtYcYJFM0OO8RcioqwALL1hxcA4YuIiPxkFuMlyRwW1PhGMmZsVf7o4/6CqqoKB0W3m9K87D8aAaj7oaaKA/+3t+JdjZNDcry+kAh0Gwto6HB68sU07E4wBFFbshCCs8LRTCz3gQ3C3D1hA8zseIAS1cKQrMI9nDbRBf3DXiahlKeB8u/sNRMFh781qgHcBw61/XrbM+XbZfCDRMPGeXx50atWck5yh8+fyvcbwjdWqQN+F3OW33SJBiPqYh7FoLznqm78g/p7QRU6wosGVqIflYvZMnB8YixXbB2Nqtv7ZbLE0NwwHeyN/CPI29lyBdEIjRWyTvKpaOk/uFmgh8PpcYErPnsinfnD+6ovZvrm1WBU7nUSBILR5DFhdao/3pCw/jEnkmKJmzXw9RY/cGf7wWHBiGJoOv7rvSQljMbKiLSe10w8cAM8vxX4An835nTVZgSXGj7ZvZf1UFUai2FHJD8a0CkhPpWBgNBq4I8lOgzF1gIfJSwASZ5rpF8ZkJpwZOnyxqPFbMeB2EGNnewmV6DDOf6iD9fCYx8DgLVu3M8GYOj9HnAW/uNVnD767v5Xf8FGvckpkwCUyPrjkytO3cdFgTO2DrapQ3B43kcr5ni3qB/iQ7+P9q8/SXq/bcrxWIZP4fIdx0OPjQ/3VZXNGaGVNgnp+ecypxeFcGDkOxhDy6N8SfRcF4YsfVXU4O1+Yp6K9ra9/gxKsKtNeSY4VjDme0GUXHn5/fvyekK049uMrRcjVQ32tTuZMvL7VNhjD7gf87AjUMd4GHyuRDjVSqLN8yIUIo1rcHmZGmOrQhVBnpS7v//XhX+9bOmuUO5VkiSCEluBHinbS8sfHlBXO8VXmRCSylyISkrMXh2cqDHX7UcZYtSbZeCow0hufFbUHZZQgPUfTtASiNWPr8jqsMDsVWxnTrxqa40629TOrwbRS4UxHpSQY0/ZBjGYFAyM2bnf+rh2MyUCX/J9cCsjb6/X4zfULMTvp/AvOELcTVJEOo5V0mhacL2matjvBmDgrUy71OADBpeM4wmYA8lxNJVQMgDGABxNHr4yJp1BGgZEsYSIN59vuQwv64bEHdoFw5R7D7fnlcacWBxUOxhRj4okifZdFqWicFCDxGTrJsYI**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**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**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UZiCC4GZkIMGMzgeJsQ0aAg7EhS2ebbWMDt030ue4eEGBK9wBqZ0VyMNYZlO0KYjVphx8/vWkEmLGbRpzr6wEBDsZ6AHUSRbKBm4QYuRMaAaa0xmJ4KQ7GBiITVpOBCIKbkYkAMzYTKM42ZAQ4GBuydLbZNjZw20Sf6+4BAaZ0D6B2ViQHY51B2a4gVpN2+PHTm0aAGbtpxLm+HhD4/1WaQwZXOmg2AAAAAElFTkSuQmCC
LS1046 修改GPIO复用的方法是修改对应的GPIO的寄存器里面的值吗?
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