{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "# 用示波器观测磁滞回线\n", "\n", "> by [@Maxwell Jay](https://github.com/MaxwellJay256)\n", "> \n", "> 参考了 [@longlin li](https://github.com/longlin10086) 的程序" ] }, { "cell_type": "code", "execution_count": 4, "metadata": {}, "outputs": [], "source": [ "import matplotlib.pyplot as plt" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## 样品 1:饱和磁滞回线\n", "\n", "原始数据记录" ] }, { "cell_type": "code", "execution_count": 5, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "H = [858.46, 403.85, 127.62, -33.92, -149.31, -288.46, -426.92, -671.54, -888.46, -641.54, -440.77, -210.69, -33.92, 43.15, 112.38, 204.69, 343.85, 459.23, 620.77, 851.54]\n", "B = [2.94, 2.4, 1.57, 0.71, -0.02, -0.87, -1.63, -2.46, -2.84, -2.65, -2.33, -1.76, -0.9, -0.43, -0.02, 0.56, 1.38, 1.89, 2.46, 2.94]\n" ] }, { "data": { "image/png": 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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "R_1 = 5 # Ohm\n", "R_2 = 41e3 # Ohm\n", "C = 3.6e-6 # F\n", "\n", "Ux = [3.72, 1.75, 0.553, -0.147, -0.647, -1.25, -1.85, -2.91, -3.85, -2.78, \n", " -1.91, -0.913, -0.147, 0.187, 0.487, 0.887, 1.49, 1.99, 2.69, 3.69] # V\n", "Uy = [370, 302, 198, 90, -2.0, -110, -206, -310, -358, -334, \n", " -294, -222, -114, -54.0, -2.0, 70, 174, 238, 310, 370] # mV\n", "\n", "# 样品 1 的参数(来自实验指导书)\n", "L = 0.130 # 平均磁路长度 (m)\n", "S = 1.24e-4 # 样品截面积 (m^2)\n", "N_1 = 150 # 线圈匝数\n", "N_2 = 150 # 线圈匝数\n", "\n", "# 计算磁场强度 H 和磁感应强度 B\n", "H = [] # A/m\n", "B = [] # T\n", "\n", "for i in range(0, len(Ux)):\n", " H.append(round(N_1 / L / R_1 * Ux[i], 2))\n", " B.append(round(R_2 * C / N_2 / S * Uy[i] / 1000, 2))\n", "print(\"H =\", H)\n", "print(\"B =\", B)\n", "\n", "# 绘制饱和磁滞回线\n", "plt.plot(H, B, c='b')\n", "plt.scatter(H, B, s=10, c='r')\n", "plt.xlabel('H (A/m)')\n", "plt.ylabel('B (T)')\n", "plt.grid(True)\n", "plt.title(\"table 1-1\")\n", "plt.show()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## 样品 1:基本磁化曲线" ] }, { "cell_type": "code", "execution_count": 6, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "H_m = [6576.92, 5884.62, 4084.62, 3046.15, 1806.92, 1209.23, 819.23, 496.15, 332.31, 108.69, 0.0]\n", "B_m = [4.09, 4.03, 3.97, 3.84, 3.59, 3.27, 2.84, 2.02, 1.29, 0.36, 0.0]\n" ] }, { "data": { "image/png": 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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# 原始数据记录\n", "Ux_m = [28.5, 25.5, 17.7, 13.2, 7.83, 5.24, 3.55, 2.15, 1.44, 0.471, 0] # V,其中 0 是故意加上去的\n", "Uy_m = [516, 508, 500, 484, 452, 412, 358, 254, 163, 45.2, 0] # mV,其中 0 是故意加上去的\n", "\n", "# 计算磁场强度 H 和磁感应强度 B\n", "H_m = [] # A/m\n", "B_m = [] # T\n", "\n", "for i in range(0, len(Ux_m)):\n", " H_m.append(round(N_1 / L / R_1 * Ux_m[i], 2))\n", " B_m.append(round(R_2 * C / N_2 / S * Uy_m[i] / 1000, 2))\n", "print(\"H_m =\", H_m)\n", "print(\"B_m =\", B_m)\n", "\n", "# 绘制基本磁化曲线\n", "plt.plot(H_m, B_m, c='b')\n", "plt.scatter(H_m, B_m, s=10, c='r')\n", "plt.xlabel('H (A/m)')\n", "plt.ylabel('B (T)')\n", "plt.grid(True)\n", "plt.title(\"table 1-2\")\n", "plt.show()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## 样品 2:饱和磁滞回线" ] }, { "cell_type": "code", "execution_count": 8, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "H = [459.74, 353.25, 257.14, 161.82, 57.92, -26.75, -132.47, -227.79, -309.09, -387.01, -477.92, -345.45, -197.4, -93.51, -8.57, 109.87, 205.19, 283.12, 381.82, 464.94]\n", "B = [0.63, 0.55, 0.47, 0.37, 0.25, 0.15, 0.0, -0.14, -0.28, -0.41, -0.63, -0.52, -0.39, -0.27, -0.17, 0.0, 0.14, 0.27, 0.45, 0.64]\n" ] }, { "data": { "image/png": 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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "Ux.clear()\n", "Uy.clear()\n", "H.clear()\n", "B.clear()\n", "\n", "# 原始数据记录\n", "R_1 = 7.7 # Ohm\n", "R_2 = 31e3 # Ohm\n", "C = 1.0e-6 # F\n", "\n", "Ux = [1.77, 1.36, 0.990, 0.623, 0.223, -0.103, -0.510, -0.877, -1.19, -1.49, \n", " -1.84, -1.33, -0.760, -0.360, -0.033, 0.423, 0.790, 1.09, 1.47, 1.79] # V\n", "Uy = [368, 320, 272, 216, 148, 88.0, 0, -80.0, -160, -240, \n", " -364, -304, -224, -156, -96.0, 0, 80.0, 156, 260, 372] # mV\n", "\n", "# 样品 2 的参数(来自实验指导书)\n", "L = 0.075 # 平均磁路长度 (m)\n", "S = 1.20e-4 # 样品截面积 (m^2)\n", "N_1 = 150 # 线圈匝数\n", "N_2 = 150 # 线圈匝数\n", "\n", "# 计算磁场强度 H 和磁感应强度 B\n", "for i in range(0, len(Ux)):\n", " H.append(round(N_1 / L / R_1 * Ux[i], 2))\n", " B.append(round(R_2 * C / N_2 / S * Uy[i] / 1000, 2))\n", "print(\"H =\", H)\n", "print(\"B =\", B)\n", "\n", "# 绘制饱和磁滞回线\n", "plt.plot(H, B, c='b')\n", "plt.scatter(H, B, s=10, c='r')\n", "plt.xlabel('H (A/m)')\n", "plt.ylabel('B (T)')\n", "plt.grid(True)\n", "plt.title(\"table 2-1\")\n", "plt.show()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## 样品 2:基本磁化曲线" ] }, { "cell_type": "code", "execution_count": 10, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "H_m = [5220.78, 3584.42, 2571.43, 1859.74, 1425.97, 1028.57, 664.94, 464.94, 185.19, 90.13, 0.0]\n", "B_m = [10.2, 8.96, 7.72, 6.2, 4.75, 3.1, 1.32, 0.69, 0.18, 0.08, 0.0]\n" ] }, { "data": { "image/png": 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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "Ux_m.clear()\n", "Uy_m.clear()\n", "H_m.clear()\n", "B_m.clear()\n", "\n", "# 原始数据记录\n", "Ux_m = [20.1, 13.8, 9.90, 7.16, 5.49, 3.96, 2.56, 1.79, 0.713, 0.347, 0] # V\n", "Uy_m = [5.92, 5.20, 4.48, 3.60, 2.76, 1.80, 0.768, 0.400, 0.106, 0.048, 0] # V\n", "\n", "# 计算磁场强度 H 和磁感应强度 B\n", "for i in range(0, len(Ux_m)):\n", " H_m.append(round(N_1 / L / R_1 * Ux_m[i], 2))\n", " B_m.append(round(R_2 * C / N_2 / S * Uy_m[i], 2))\n", "print(\"H_m =\", H_m)\n", "print(\"B_m =\", B_m)\n", "\n", "# 绘制饱和磁滞回线\n", "plt.plot(H_m, B_m, c='b')\n", "plt.scatter(H_m, B_m, s=10, c='r')\n", "plt.xlabel('H (A/m)')\n", "plt.ylabel('B (T)')\n", "plt.grid(True)\n", "plt.title(\"table 2-2\")\n", "plt.show()" ] } ], "metadata": { "kernelspec": { "display_name": "Python 3", "language": "python", "name": "python3" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 3 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", "version": "3.11.4" }, "orig_nbformat": 4 }, "nbformat": 4, "nbformat_minor": 2 }