phy设备树的疑问
本帖最后由 gpengs 于 2022-2-23 14:27 编辑LS1028设备树OK1028A-C.dts中phy的这值2是指什么，需要与设备地址保持一致吗？
&enetc_port0 {
phy-handle = <&sgmii_phy0>;
phy-connection-type = "sgmii";
mdio {
#address-cells = <1>;
#size-cells = <0>;
sgmii_phy0: ethernet-phy@2 {
reg = <0x2>;
};
};
};
本帖最后由 gpengs 于 2022-2-23 14:27 编辑
已需要与uboot中保持一致吗？ 从左往右分别分别对应GPIO位为
0 1 2 3 4 5 6 7 8 9 10 11 12 13 14 15
16-31
eg:设置GPIO3_16的数值，将对应位置1，换算成十六进制即0x8000
data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAqUAAALECAYAAAAxcEnNAAAgAElEQVR4nOzdf3BT54H/+0+6ae8mATSafBNiUX+ly9RhbbqIn5rgJFit0514IbYYb8Nag1fdJDvY/LrcmxTjrjPZTNzIznfTZYlj09mErWNimtBsLANLpoupTAgwAgr2t1bWoduxSjGhsxnVNumP7Xw39w9Gp5IlG/8+knm/ZphIz3n0nOcIYj48P865rb+//zMBAAAAJjl4uFWfM7sTAAAAAKEUAAAApiOUAgAAwHSEUgAAAJiOUAoAAADTEUoBAABgOkIpAAAATEcoBQAAgOkIpQAAADDdjIXShoaGlGU/+clPZqoLAAAASFO3jfcxoz/5yU907do1FRYWJh1rb2/XwoUL9eUvfzmhfN++ffr1r3+dUHbnnXcmld19990qKytLqr9ixQr9+te/1ocffpjw+SeeeGI8XQcAAJhRqQblUtm6des092R8Ghoa9Pjjj+vee+9NefyXv/yl3n777Snr98HDrbp9vB/68pe/rJ/97Gc6ffq0Vq9efdP6Bw4ckN1uV2FhoRoaGrR161b94he/0A9/+ENt3bpVp0+f1ocffpgUMD0ej774xS+qo6PDKMvNzVVhYaHxeQAAgHR3s+A21uA6kx5//HG9/fbbKYNpLJA+/vjjU3rOcYdSSSouLta+ffvGFErLysr0k5/8xPjC47/4+NfDQ25bW5vxesWKFZKkDz/80BgtvfPOOyfSdQAAANzEvffemzKYxgfSkUZRJ2pCoVTSuKfOY1PzqbS3t4/admy0dOvWrWpoaJDb7U5aIgAAAICpMzyYSpq2QCpNIJTG1nvefffdcjgcOn/+fMLxn//85woGg5IS131+8sknow5P33PPPZJuBND4taPxYuXBYFDBYHDUoAsAAIDJiQ+mkqYtkEoTCKVPPPGEfvGLX+j999/X6tWrE6bcR9roJI19pLSwsDBhE1VDQ4Nyc3P1y1/+UnfddZeKi4vH22UAAJDhMnXDEMZuwtP34zXWkdIDBw7ok08+Mcrj/3CdPn06oQ1GSgEAuDUQNs0xfFNTWk3fT9RYR0qH3xKqoaHB2OgUv1TgzjvvJJACAABMk1SbmkbblT9Zkw6lBw4c0MMPP6wvfvGLIx6PjXyONlL685//POHWUNwSCgAAwBwj7bIfaVf+VJhwKI1Nx69YsWLEQCopYTTzwIED+tM//dOENaf79u3Tn/3ZnyW1wS2hAADAbJCO9yG9mdFCZ3wwncplFRMKpb29veNaz9ne3q6f//zn47qVEyOlAAAg02XqWtib9fvee++d8msb92NGAQAAgKl08HCrPmd2JwAAAABCKQAAAExHKAUAAIDpCKUAAAAwHaEUAAAApiOUAgAAwHSEUgAAAJiOUAoAAADTEUoBAABgrs8+I5QCAADAfIRSAAAAmI5QCgAAANMRSgEAAGA6QikAAABMRygFAACA6QilAAAAMB2hFAAAAKYjlAIAAMB0hFIAAACY7nazOzBdotGorFbrtLQdCoV07tw5SdLmzZun5RwAAAC3kowPpYFAQFeuXJEkdXd3a3BwUBcuXNDAwICOHTum9vZ2dXd337Sdmpoa5eXljel8lZWVxvuysrIxhd/GxkbV1tbetF4q/f39E/ocAABApsj4UPrWW28pGAymPHb+/Hl1d3ePeDzejh07jNfhcHjEABmNRhPee73eEUPpWIMuAADArS7jQ+m8efOSyoqLi7VkyRKtWbNGR48elSQ5HA5t3Lgxod7ly5fV3Nyc9Pnr16+PKchKUldX14jH4oNuvPr6ei1atGjUdp977rlR2wYAAJhNMj6U+v1+7d27V6FQSB6PR5L0xBNPyOVyJdRzOBxJ6z9DoVDKUBrP5/MpOzt7Qn2bP39+yvJFixYl9W+46VoPCwAAkI4yPpSONbz19fWpsbExoezy5cs3/dz69es1f/58Xbt2bVz9ysnJGbFvsfAMALOJzWZTU1OTSkpKEgYKUnG73WptbTXee71eBYNBnT59Wna7fSa6CyDNjDuU2my2SZ1wqjftxH6QxYv9IKypqTHK+vr6JrzR6MiRI+P+bFtb201HQwFgtvB6vZKkyspKXblyRZs3b0758374ZtFUblbH4XDo1KlTk+swgLQz7lCaaTvBlyxZMqZ6c+bMmdZ+rF27VitXrpzWcwCAWVpbW9XY2KjLly9P+mddSUmJSkpKEsrig2pVVdWk2geQnjJ++n7Dhg166KGHtH//fvX19Un6wzrQlStXTslo5ebNm7V582bjh2JNTU3C+tRQKKQdO3YY5y8uLlZOTo5xPBKJ6MiRIxM+/7lz57gfKoC0N5GfU7FpfofDIUlavXq1sQQgJj6Q1tTUJAVWALNDxofSkpISRaPRhOn19evXy+VyKRQKjWu5wWijwNFoVHv37pUk1dbW6tChQ3r55ZcVDAaNc1ssFjU0NKiwsDDhs9euXZvw0oEYQimAdBW/jGr4WtGbOXfunBwOhxwOh/r6+nT69GmtXr1akoy1qbFA6vP5+FkIzGIZv6ZUkg4cOJDw/rnnnlNFRYWysrKm7BxWq1VHjx5VS0uLXnzxRXV1demRRx4xjrvdbr366qvsmgdwy2ltbU25sWksf1+cPHlSGzdu1MmTJ42y2N8T8W263W75/f4p7DWAdJPxa0qj0aheeeWVhLKuri5VVlaqvr5ebW1tCcdiP+B8Pp/Wr1+fss3YI0Qlqbe3V7t37044brVaNTAwkPS5LVu2JLxPdfP84VP/0WhUly5dknTjFlLxu05TbeICgEwz2o762KhqfCiNif28djgc4xp9BZCZMn76/rvf/a4GBgaMqR9Jcjqd6urq0osvvqhTp06lHL3Mzs4e03rTefPmjSkYpqoz0s3z4504ccKYmqqvr1d5eflNPwMAs11sN7+UPBsGYPb57WB/5ofSzs5OSdLGjRuNdZvPPPOMXn/9ddXU1Gjx4sUpP1dbW5uwzjN+BDP+/qVLly5NuLVUzMmTJ40gGn+D/UOHDhlPYhrp5vnx3nrrLeP1mjVrblofAGa7QCBg/HxtampKGGWNRCJavXo19zMFZpneno8yf03pY489poGBgYRbkMydO3dSUz2RSETSjY1Ldrt9xIX1sR+asY1V8UsJiouLb/oDM/4HryRVVFTI6/Vq3bp1rE0FkLEaGxu1YMGCEY/HdtOPdD/n2D/W3W530k772INMqqurmdIHZpE/vf9/ZP6a0pUrV476w2+sa0pjo5rRaNQIisuWLRtXXw4cOGCsNX3iiSeM8pycHKMf8+fPVyQSkd/vV3t7e8Lnu7q61NXVpaqqKhUXF+vJJ5/khy6AjBIMBo0nM43kypUrkqTdu3en/BkXW4qVagnU1atXJUkPPfTQVHQXQJr47P98lvnT97F/ZYdCoYTy+A1EYxH71/fFixeNstF+6HV3dyeVrV27VgsWLNCHH36Y8K//wcFBSTc2UMVP78fU19dLujFNFfth3N7ervb2djkcDm3cuFFr165lqgpA2oqFxVRPW7p27VrCz6/YpqYNGzakbCu2R+DcuXNJI6lnzpyRJB5GAswyn/33/9Ft/f39n5ndkakQf+uQ2KjkeJ8xX1NTk7BW9NixY8bu+XA4nHALqHijPVK0urpazc3NKY85HA7t3r074bMdHR16/fXXkzZOWSwWffjhh+O6HgCYKYFAQPX19QmBdLTHhQ6/n2nsbiOxtaL5+fnGP9KH8/l83B4KmGUO7P3/CKXxampq5Ha7VVpaKqvVmvSv/VTraZ1Op44ePTpim7FF+cM/U1FRMepTScLhsFpaWoxAO/wJJwAAALPFgYb/J/On72PmzJkjt9ttvM7Ly5vw+tf33nvPmM6P19TUZKyFkqRFixYlPb1pOLvdbuzeX7Rokb70pS+NaRo+Ly9Pfr9fFRUVOnLkCIEUAADMWp/9n1k0fQ8AAIDM9ObLFfqc2Z0AAADAre2//uv3hFIAAACY67e//R2hFAAAAOa6PvQpoRQAAADm6rvyX4RSAAAAmOs/bls4e24JBQAwh23PgCnn7d9uMeW8AKbeI3++ipFSAAAAmMtu/SNCKQAAAMzH9D0AYFKYRgcwFRgpBQAAgOkIpQAAADAdoRQAAACmI5QCAADAdIRSAAAAmI5QCgAAANMRSgEAAGA6QikAAABMRygFAACA6QilAAAAMB2hFAAAAKYjlAIAAMB0hFIAAACYjlAKAAAA0xFKAQAAYDpCKQAAAExHKAUAAIDpCKUAAAAwHaEUAAAApiOUAgAAwHSEUgAAAJiOUAoAAADTEUoBAABgOkIpAAAATEcoBQAAgOkIpQAAADAdoRQAAACmI5QCAADAdIRSAAAAmI5QCgAAANMRSgEAAGA6QikAAABMRygFAACA6QilAIApFQgElJ+fP+b6jY2Nqq6uTvpMIBCQ1+tN+Znq6mrZbLaEX4FAQIFAIKm8urp61PNXV1fftM5o/b6ZSCQim81m/HekXyO1NdbvMxKJGPXivzuv16tQKCRJRj9Syc/PT6g32q9YPWAq3W52BwAAma26ulrNzc1J5TabbcTPOBwOnTp1SpJ08uRJ7dixQw888ICqq6u1fv16eTyehHZqamp0+fJlZWdna/PmzZKkmpoa43V8eHW73WptbZV0Izhevnx58hc5CRcvXpTP5zPe9/f3J9WJ7+dkvs+qqipVV1frgQceMNrasGGDXC6XQqGQ3G637Hb7mPp9+vTplHXH8w8OYDxu6+/v/8zsTgAAZodAIKD6+nojcN5MJBLR6tWrjaCWn5+v3bt3y+VyKRAI6K233lJra6sR2vx+v6TUwa2pqUmSVFlZmVDu8/mMz+Xn56uvr29MfYsPzl6vV8FgcNyfi7+m+fPnJ1xrvOHXFzOe77OxsVG1tbUpjzU1NenKlStJx2MhNf679Pl8KUNxvLa2Nrlcrpv2CRirg4feZKQUADB16uvrtXv37jHXP3LkiBwOh/E+VfiKTWsPD2yjjZRK0o4dO3Tu3LmkkdLhgSpV+6FQSDt27DDex0Ze440UJOPFprldLteI0+ajGc/3uXnzZm3evFmhUEgejydhxFi6EY5jo5+x64sd9/v9Cf8gaG5uZqQUM45QCgCYEo2NjXI4HHK5XGOeuq+trZXD4TBGImPT9KlG6pqbm43PDg+C8aOpra2tRjBra2szgqsZ4oNtzEjfTfwUvzSx7zM2ghwb7bTZbDp9+rSOHDkiSbp27ZrsdruuXr2qgoKCMV9HfGAd6yg4MF6EUgDApIVCIdXW1qqmpkZS6nWTsanzAwcOSLoRunw+nzo7O9Xa2powYun3+xWJRFRWVpYUggKBQNIUfbz4QBtbmzp81HA8Rlrjmep8MT6fT9nZ2Snrx74br9erDRs2qKSkJGnt60S+T6/XK7vdrv7+fgUCAUUiEfn9fq1evVoOh0NVVVU6d+6cXC6Xzpw5k7J/Ho/HOOfq1auTjsUMX6IATNbVK9cIpQCAyYlEIvJ4PAnT8PHiRy3jp80vX76s9evXq7OzM+kz8Ws4Y6OEsSBUUlKikpISo24spMaPsqYKcRMVC8nx4oNxU1NTQn/ir2H37t3GaGksMKYSP5o70e9z+Oau2PvYOSORiOrr67V582Zjel5KDN2xNmtraxP6Gj9SCkwXQikAYFKqq6vV1NSkM2fOSBp5ejrVSFuqWwvZbDb5fL6E0c34NZ7DNx35fL6EAOX3+5P6EN9WfD/iDR/xHCkUxkJfLATHrnt4MI0tI4j1P9V5g8Fgwqivw+GQw+GY0PfpcDgSvpfY9cSu3W63y+FwKD8/P2EXfix0x9aKRiIRORyOpBHi+PONtN4UmAzuUwoAmJTW1taEQNbf35/wq62tTQ6HI6FstKnf/v5+PfDAAwoGg8Z9MeMDUWtra8L6y9jayfj7lMbz+XwJU/dtbW0JffH5fEawje9zKl6vN2lzk9/v15kzZ0a9Z6nL5Upo3+FwyO12y+FwJPTn1KlTE/4+W1tb5Xa71dTUZJS73W499NBDRlsbNmxQX19fyrWuMRcvXjQCeU1NTdL5gelCKAUApJXYTnq32z1qSIwPTLEd98M/F1sfGXPq1KkxTUEP39ATC7sbNmxIudve7/frgQceGNON5WNT4ZJUVVWl3bt3T2hn/nCRSEQ7duzQW2+9ZYR5u92esDQgNio72o7+M2fOJARZYKYwfQ9gWoTDYbW3t6u7uzthStFisWjZsmUqKirSmjVrJj0FGAqFdPz48aTzOBwOLVmyREVFRSnX+41HNBrV4cOH9cEHH6i7uzvhPpdut1tLlixRWVlZRlxLuqutrTXuNxobKY0ZPp1eW1ubcN/NDRs2pPzc8F3t4xULyTcbJYytdc3Pz5fD4UjaWBW7J2uqtaD5+fnauHHjpO4UYLfbZbfbjT878fcbjT2QIHYbLa/Xq/z8/JQj1rE1udXV1UnfMTCdGCkFMKXC4bC8Xq8eeeQR7dmzJ+mG4wMDAwoGg6qqqtLq1atVV1enaDQ64fN4PJ6U5+nr61N7e7sqKysTHp84Xo2NjcrPz1dVVZXa29uTbrweDAa1Z8+ejLiWmeb1eo2p97Hcfqizs1OnT582gvd0jJRORGtr67h27sem0uM1NjYaN85PNVIbC4ej3QP0Zt9n7HhsOYDf7zeWQng8Hp0+fdoIva2trSooKFB+fr4aGxuNEP/uu+8mfGdM32Mm8UQnAFPmZrfqGYnT6dTLL7+svLy8MdUPh8MqLS3VwMDAuM4z0i7pkdzsVkCpOJ1Otba2ymq1jqn+TF0LAKSzPXu/w0gp0tvSpQ/pxxe6ze4GxqCjo2NCgVSSurq69NRTT41plHGiIU66sZ5urKOMEwmk0o1r2bJly5jqztS1AEAmIJQi7dXV/QPBNM1Fo1Ft3bo15TGfz6djx46pv79fPT09ampqSnmrnb6+Pr300ks3Pc9TTz2VMsT5fD61tbWpra1NLS0tKi4uTtnGaLuOY1paWlIG0titemLnqa+vl8ViSaoXDAYVCATS4loAIFOw0Qlp7/0T7+nhNY9q167/V8uXLTG7O0jh8OHDKcNVfX29ysvLjfdWq1UlJSVas2aNvF6vurq6Euo3Nzdr586dI059HzhwIGlNp3QjRBYWFiaUFRYWymq1JoXLvr4+BQKBEae+o9GoXnzxxaRyt9utV199NaFvLpdLK1asSDnaWV9fP+r0+kxcCwBkEkZKkRHeP/EeI6Zp7OjRo0llTqczIZDGs1qtev7551MeO3HiRMryaDSqV155Jam8pqYmKcTF+P3+hA0wMfX19SnrSzfC4vCAabFYkgJpTF5eXspR1VhgTGWmrgUAMgmhFBmDYJpZHnvssVGPu1yulNP4V65cSVn/xIkTKcNiWVnZqOd58sknk8r6+voUDodT1t+/f39S2bZt20bduORyueR0OpPKU4V1aeauBQAyCaEUGYVgOruM9BjHVFIFPJ/Pd9Nd7oWFhSOu+xwuHA6nnFK/WViU/nAvy3jt7e0p687EtQBApiGUIuMQTNPPvHnzJvS5VAFw0aJFKet2dnYmla1atWpM50l1T8eTJ08mlZ0/fz6pzOl0jun2TitWrEhZnmqH/ExcCwBkGkIpMhLBNL0UFRUllaWaBo8XCoWSQqnFYtHy5cuT6obD4ZQbqVLVTWXJkuQNcqkC8QcffJBUNpabvksa8R6rV69eTXg/U9cCAJmGUIqMdezYYYJpmigpKUlaU9nX16eWlpaU9aPRqJ577rmk8pHWbl66dCmpzGKxjPkG9StXrkwqSxXkuruT/ywtWLBgTOeQlHIj0vA1sjN1LQCQaQilyFj/1xdu1+FDPyCYpomXX345ab1jVVWVKioqjI040WhUgUBAa9euTbodVHFx8YjP/U61+WnZsmWT7vPwDULjWU4wVsOD7kxdCwBkGkIpMprFMkc/ONhCME0DeXl5euedd5I2L7W3t+uRRx6RzWbT4sWLVVlZmRT+fD6f/H7/iG0PDg5Oqm85OTkpy69fv268nsgz64dLNbU+vO8zcS0AkIkIpch48+ffozf3v6a6un8wuyu3vLy8PB05ckQ+n2/Mn2lqapLf7x91+jrVtLrdbh/zOcYyNZ5qWl2S5s+fP+bzjGXD10xcCwBkIp7ohIzy6ae/1V13/bEk6eE1j5rcGwwXjUb13e9+d1zPjI/d/H28TyXKzs4eV/2JGk9gnKiZuhYASGeEUmSMTz/9re6916G33n5T69beeOrN3/zNN/S1R8a2OxrTKxwO66mnnhpx043T6dTAwEDS8b6+PlVWVurMmTOjTuEDAGY3pu+REWKB9O2DzfrmM7skSW/uf03+F182uWeQboyQlpaWprzFU1NTk/r7+3X06FGdOnVKPT09qqmpSWqjublZ1dXVM9VlAECaIZQi7cUH0uXLluiL2V/U+++H9D//5xf1xewv6t+OJd+IHDOruro66d6bTqdTp06dSpqWt1qt2rx5s44dO5bUTnNz84jPiwcAzG6EUqS1+xflJARSSdqxo0JPPLFJkrTnH+tU5/+OmV285YXD4ZSP03z++edH3ZSTl5eXcsQ0tsb0ZlJtGJoOM3GrpZm6FgBIZ4RSpLW33/pn/fSnF4xAKknLly2R4/926MMPe5Wbu0if//znTewhUgVSt9stl8t108+WlZUl3du0r69PHR0dCWVjudXSaFI96lNKvL3SVNxqKdXjPof3fSauBQAyTdaC+YRSZKb/9dLzKi7+S/1l2ZP6+7+vNbs7t7RUo3wPPfTQmD5rtVpT3ji+t7c34X2qWy1NxX1F40dyRxrVHRoamtQ5hvd9Jq4FADIRoRQZaf78e3TixL/qH75Tqy9/+U/M7s4t7cKFC0llqR6FOZJUAXZ40E31VKXhT4QazfCQK6V+JOjwR6WO9NmRjOW7mKlrAYBMQygFMCnDNzhNheHT2V/60pdS1hvres9U9VJNoy9dujSpbKzrPSORSMrvYvi0+kxdCwBkGkIpgEkZ/lhRSTp37tyYP59qHebwG9bb7faU5zl//vyYztHZmXyHhlWrViWVPfDAA2P6bCoXL15MKnM6nUnT6jN1LQCQaQilACYlVcBKFTRTiUajCgaDSeWpnnBUUJD8kISmpqabniMUCqW8f2phYWFS3VQjpQMDA2O6TdVbb72VVOb1elPWnYlrAYBMQygFMClFRUVJZcFgcMRd4vEOHDiQsjzVGsny8vKksr6+vpsGxt27dyeV+Xy+lHXtdruKi4uTym92m6pQKJQyXK9bty5l/Zm4FgDINIRSAJOybt26pNs6SdKOHTsUiURG/FwgEFBtbfKdE9xut/Ly8pLK8/LyUobVXbt2jbges66uLiksWiwWlZWVjdivJ554Iqmsr69vxKdNRSKRlMFw+/btI+6In6lrAYBM8kdPP/3035ndCQCZ64477tDnPvc5nThxIqH8V7/6lX7wgx/oc5/7nO666y7dc889kqSOjg790z/9k7797W+nbG/37t1asGBBymO5ubl64403Esp+97vfKRAI6Pr16/rCF76gK1eu6N///d/10ksvJdWVpG9+85v62te+NuL1LFiwQJcuXUra5d7V1aXz58/r9ttv1+DgoK5cuaLjx49r06ZNSRucYo9XveOOO0Y8z0xcCwBkivBH/1u39ff3f2Z2RwBkvurqajU3N0+qjZqaGm3evHnUOo2NjSlHWMeiuLhYe/fuvWm9aDSq/Pz8Cd9Z4NixYylHe4ebiWsBgExw8NCbTN8DmBp+v39S6xvHEkglafPmzRM6j9vtlt/vH1Ndq9Wqd955J+WyhNHERkjHEkilmbkWAMgUTN8DmDKPPPKIli5dqgsXLuhXv/rVmD7jdru1e/dueTyecZ3n3nvv1dmzZ/W73/1u1LoWi0Xf/OY3VVdXN+p0+nD33HOPHnvsMf3Hf/xH0o73VNxut1599VU9/PDDYz6HNDPXAgDpjul7ANOmo6NDx44dUyQSSdigY7FYtGzZMi1ZskTFxcVjHlVMJRqN6vDhwzp69KguXLhgTLfHzlFUVKR169ZN+hGcoVBI7777ri5evJjw9CWn06mlS5dq/fr1crlckzrHTF0LAKSjg4feJJQCAADAXKwpBQAAQFoglAIAAMB0hFIAAACYjlAKAAAA0xFKAQAAYDpCKQAAAExHKAUAAIDpCKUAAAAwHaEUAAAApiOUAgAAwHSEUgAAAJiOUAoAAADTEUoBAABgOkIpAAAATEcoBQAAgOkIpQAAADAdoRQAAACmI5QCAADAdIRSAAAAmI5QCgAAANMRSgEAAGA6QikAAABMRygFAACA6QilAAAAMB2hFAAAAKYjlAIAAMB0hFIAAACYjlAKAAAA0xFKAQAAYDpCKQAAAExHKAUAAIDpCKUAAAAwHaEUAAAAprvd7A7E+x9f+5o+39NjdjcwBr9fvFj/+W//ZnY3AADALJFWofTzPT262t9vdjcwBlk2m9ldAAAAswjT9wAAADAdoRQAAACmI5QCAADAdIRSAAAAmI5QCgAAANMRSgEAAGA6QikAAABMRygFAACA6QilAAAAMB2hFAAAAKYjlAIAAMB0hFIAAACY7nbbnoGEgv7tFpO6AgAAgFsVI6UAAAAwHaEUAAAApiOUAgAAwHSEUgAAAJiOUAoAAADTTSiU2mw2NTY2JpR5vV55vV5JUigUks1mS/jV2NioSCSS9NlAICCbzaZQKDSJyxhdOBxWfn6+bDabvF6votFowvlzc3Nls9lUV1dnlEejUXm9XtlsNuXn5yscDo+pPQAAAIzftI6U1tfXq62tTW1tbVq7dq3sdrtqamr0yiuvGEGuvr5ePp9PLpdr2vpRWlqqgoIC9fT0KBqNqrq6WtKN8FxZWamGhgYdO3ZMzc3NamlpkSRt2bJFktTT06OCggKVlpZKuhFWS0tLVVxcnNQeAAAAJmZaQ+miRYvkcrnkcrlkt9slSWVlZZKkAwcOKBAIKBqNqqKiYjq7oYGBAa1fv5Lz7KAAACAASURBVF5Wq1WPPfaYBgcHJUnHjx+X0+lUYWGh8vLy5PF4dPToUUWjUQWDQT355JOyWq2qqKjQwMCAQqGQfvzjH2tgYECbNm0yjrW3t09r/wEAAGa722f6hFarVd/61rf04osvymq1atu2bUZgnS5Op1PHjx9XTk6OTp48qSVLlkiSuru7VVBQYNTLzs5WW1ubLl26JElavny5JBn96+3t1dDQkJxOp6xWqyQpKytL0o0p/by8vGm9DgAAgNlqwiOltbW1CWtGg8FgUh2Px2Mcj18zWl5eroGBAfX19Wnt2rUT7cKYVVRUaM+ePVq8eLEuXLigTZs2GcfmzZuXUHdg4A9PuIoFz5ihoaGU5ZJ0/fr1qewyAADALWXCodTn8xnrRdva2uR0OpPqxK8pzcnJMcobGxvlcDjkcDh05MiRiXZhTCKRiCorK9XU1KT+/n55PJ6EIBybyo+xWP7wmNXhG5jmzp2bslyS5syZM5XdBgAAuKVMePo+Ozs7YXNSqtHD2JrSeJFIRLW1tWpqapIkVVZWGpugpkMs9JaUlEiS1q9fr+bmZoVCIdntdnV3dxt1L1++rIKCAs2fP1+SdOnSJblcLkUiEUnSihUrdOnSJXV1dRmfuXr1qiwWC1P3AAAAkzCtG516e3sVCoUUCoWMYFddXS2Hw6GSkhKVlJTI4XDI7/dPWx9WrlwpSWppaVE0GtW7774ri8WinJwcrV+/XsFgUKFQSOFwWG1tbSoqKpLdbpfb7da+ffsUjUa1d+9eORwO5eXlac2aNbJYLGpsbDSOeTyeaes/AADArWBaQ2lVVZU8Ho88Ho+OHDmijo4OBYNBvfDCCwl12tvbp+0+pS6XS01NTWpqatLixYt18eJFvfPOO7JarXK5XKqpqZHP51Npaam2bdtmjKjW1NRocHBQixcvViQS0WuvvSbpxohwQ0OD9u/fr8WLF2vp0qXauXPntPQdAADgVnGbdn34WXxB/3bLSHWnXZbNpqv9/aadH2PH7xUAAJgqBw+9yWNGAQAAYD5CKQAAAExHKAUAAIDpCKUAAAAw3e1mbmwCAAAAJEZKAQAAkAYm/ESn6fDf8+Ypy2YzuxsYg/+eN8/sLgAAgFkkrULptX//d7O7AAAAABMwfQ8AAADTEUoBAABgOkIpAAAATEcoBQAAgOkIpQAAADAdoRQAAACmI5QCAADAdIRSAAAAmI5QCgAAANMRSgEAAGA6QikAAABMRygFAACA6SYUSm02W8KviooKhUIh43hjY2NSneHH8/PzZbPZlJubq5aWlslfySgqKiqMflRXVysajUqSIpFIwrG6urqkz4ZCoaRrib+eaDSq6upqozwQCBjlXq9XNptN+fn5CofD03qNAAAAmez2iX7Q5/Np/fr1kqR9+/bJ4/Gora1NLpfLqNPW1ma8zsnJkSRVV1erra1N3/rWt7Ro0SKdO3dOR48eVXl5+US7clNLliyR3+/XpUuX5PF4lJeXp/Lych05ckRLlixRdXW1Tpw4oaqqKuXm5qqkpCSh3/HXsW/fPnV3dxvX6fV6tXTpUp0+fTrhnLHw29PTo5deekmlpaX68MMPp+0aAQAAMtmEQ2l2drYRzFwulwYHB/Xcc8/p6NGjRp34gCpJgUBAzc3NOnbsmPLy8ow6c+fOnWg3xmTz5s3Gudxut4aGhiRJZWVlslqtkqTy8nJVVVXpypUrCZ+1Wq3GdUSjUXV2dhojqh0dHerr61Nra6vRTszg4KAee+wxWa1WrV+/Xs3NzdN6jQAAAJlsytaUbtiwQV1dXaPWOXPmjNxutxFIY6ZzlDReKBRSMBjUypUrJSkhSEYiEUnSggULRvz8iRMnJElr1qyRJPX29srhcGjLli2y2Wzyer1GO0uWLNHJkycVjUZ1/PhxOZ3OabkmAACA2WDKQmlWVlZSWfwaTOkPwW+mxda4ejwebd++PWkENxqNqqKiQk6nM2Hqfri9e/fK5/MZYfbkyZPq6urSjh07dPr0afX19cnv90uSiouLdeHCBS1evFh79uzR888/P30XCAAAkOGmLJT29vbKYrEklLW1tRm/zLR582b19PSopaVFzc3NCRuawuGw1q5dK6vVqtbW1hHbCIfD6urqUnFxcUK52+2Wy+WS3W7Xxo0b1d7eLkl66qmn5PF41N/fr6amJnk8HtNCOQAAQLqbslDa2toqj8eTUOZyuYxfklRUVKRgMGjKTnSr1arCwkJt27ZN3d3dkm6MkJaWlqqgoCDlutB4wWBQDocjYenBQw89ZOzkj3E4HAqFQurr6zM2gsVGX48cOTLVlwUAADArTDiUXr58WaFQSB0dHfJ6verr69POnTsT6oRCIeNXNBrVunXr5HQ6VVpaqkAgoFAopEAgoOrq6klfyEgikYg6OjqM/rzyyiuy2+2SpO9+97vGRqRYP0cKzCdPnlRBQUFC2dq1a9XV1aWWlhaFQiHt379fxcXFysnJkcVi0bvvvqtoNGrc8iq2lhUAAACJJrz7vrm5Wc3NzbJYLPJ4PHr11VeTRhrjR05jt4tqbW3VSy+9pF27dmlgYEAOh0OVlZUTv4IxePbZZ1VeXm70NRaeu7u71dfXl9BPt9ut1tZW2Ww2tbS0qLCwUNKNkdKampqEdu12u5qamoxr8fl82rRpk6xWq9555x09/fTTWrx4sRwOh5qampLWsgIAAOCG2/r7+z8zuxPpJhwOc19RAACAGXLw0Js8ZjSVS5cuJU3VAwAAYPowUgoAAABTMVIKAACAtEAoBQAAgOkIpQAAADAdoRQAAACmI5QCAADAdIRSAAAAmI5QCgAAANMRSgEAAGA6QikAAABMRygFAACA6QilAAAAMB2hFAAAAKYjlAIAAMB0hFIAAACYjlAKAAAA0xFKAQAAYDpCKQAAAExHKAUAAIDpCKUAAAAw3YRDaWNjo/Lz82Wz2ZSbm6vGxsakOh0dHSoqKpLNZpPNZlN1dbVCoZDxfviv6RIOh9XS0qKioqKkfgYCAeXm5spms6murs4oj0aj8nq9stlsys/PVzgcTtn2aPXC4bDxHXm9XkWjUeNYXV2d8d0FAoEpvmIAAIDMMqFQWldXp1deeUUbN25UW1ub8b66utqoEwgEVF5eroKCArW1tampqUltbW3KyclRW1ub2traJEk+ny/h/XSora1VOBxWV1dXQnkoFFJlZaUaGhp07NgxNTc3q6WlRZK0ZcsWSVJPT48KCgpUWlqasu2R6kWjUZWWlqq4uFg9PT2KRqPG99PY2Kjm5madPn1adXV1qqysHDH0AgAA3ApuH+8HIpGI9uzZo6amJpWUlBjlc+bMUXl5ucrLy3**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**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**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**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
djh 发表于 2022-2-23 14:47
从左往右分别分别对应GPIO位为
0 1 2 3 4 5 6 7 8 9 10 11 12 13 14 15
16-31
谢谢，我之前看错寄存器，这已经可以了。
还有就是设备树中phy@2 和reg = <0x2>;这里不太懂，@后面的2需要与地址2保持一致吗？比如说新加了一个phy地址为8，那这里是不是需要改为phy @8 本帖最后由 djh 于 2022-2-23 16:23 编辑
gpengs 发表于 2022-2-23 15:05
谢谢，我之前看错寄存器，这已经可以了。
还有就是设备树中phy@2 和reg = ;这里不太懂，@后面的2需要与 ...
节点地址是用来区别同名节点的，不是软件意义上的地址，但是有些情况可以用软件地址作为这个地址。比如两个I2C控制器的名字可以都是i2c，然后用控制器寄存器首地址作为这个节点地址修改成一样的
djh 发表于 2022-2-23 15:47
修改成一样的
好的，谢谢
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