{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "# 红外波的物理特性及其研究\n", "\n", "> [@Maxwell Jay](https://github.com/MaxwellJay256), 2024.4.26\n", "\n", "## 程序说明\n", "\n", "实验报告要求绘制 3 幅曲线图:\n", "1. 红外发光二极管伏安特性和输出特性曲线\n", "2. 红外发光二极管角度特性曲线\n", "3. 光电二极管伏安特性曲线\n", "\n", "为了使 plt 能够输出带中文的图片,我在每次绘图前都加入了一行代码:\n", "```python\n", "plt.rcParams['font.sans-serif'] = ['Microsoft YaHei']\n", "```\n", "让 plt 使用支持汉字的微软雅黑字体输出,不然默认的 sans-serif 无法输出中文。你也可以根据自己的需求更改字体。\n", "\n", "## 使用方法\n", "\n", "1. 按下文说明手动修改实验数据\n", "2. Python 环境依赖:只需 `matplotlib` 库即可。\n", "3. 运行 3 段代码,即可得到 3 幅曲线图。\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### 1. 发光二极管伏安特性与输出特性\n", "\n", "需要手动编辑的参数:\n", "- `fwd_bias`:正向偏压\n", "- `power`:光功率" ] }, { "cell_type": "code", "execution_count": 26, "metadata": {}, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "from matplotlib import pyplot as plt\n", "plt.rcParams['font.sans-serif'] = ['Microsoft YaHei']\n", "\n", "# 1. 发光二极管伏安特性与输出特性\n", "fwd_bias = [0, 1.30, 1.34, 1.36, 1.38, 1.40, 1.41, 1.42] # 正向偏压(V)\n", "current = [0, 0.5, 1.0, 1.5, 2.0, 2.5, 3.0, 3.5] # 发射管电流(x10mA)\n", "power = [0, 0.51, 1.03, 1.55, 2.06, 2.58, 3.09, 3.61] # 光功率(mW)\n", "\n", "plt.figure(figsize=(12, 6))\n", "plt.subplot(121)\n", "plt.plot(fwd_bias, current, 'ro-')\n", "plt.xlabel('正向偏压 / V')\n", "plt.ylabel('发射管电流 / x10mA')\n", "plt.title('发光二极管伏安特性曲线')\n", "plt.grid(True)\n", "\n", "plt.subplot(122)\n", "plt.plot(fwd_bias, power, 'bo-')\n", "plt.xlabel('正向偏压 / V')\n", "plt.ylabel('光功率 / mW')\n", "plt.title('发光二极管输出特性曲线')\n", "plt.grid(True)\n", "\n", "plt.savefig('发光二极管伏安特性与输出特性.png')\n", "plt.show()\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### 2. 红外发光二极管角度特性\n", "\n", "需要手动编辑的参数:\n", "- `power`:光功率" ] }, { "cell_type": "code", "execution_count": 27, "metadata": {}, "outputs": [ { "data": { "image/png": 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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "from matplotlib import pyplot as plt\n", "plt.rcParams['font.sans-serif'] = ['Microsoft YaHei']\n", "\n", "# 2. 红外发光二极管角度特性\n", "angle = [-30, -25, -20, -15, -10, -5, 0, 5, 10, 15, 20, 25, 30] # 转动角度(°)\n", "power = [0.24, 0.49, 0.73, 0.98, 1.43, 2.75, 2.92, 2.44, 1.45, 1.02, 0.75, 0.49, 0.22] # 光功率(mW)\n", "\n", "plt.figure(figsize=(8, 6))\n", "plt.plot(angle, power, 'o-')\n", "plt.xlabel('转动角度 / °')\n", "plt.ylabel('光功率 / mW')\n", "plt.title('红外发光二极管角度特性曲线')\n", "plt.grid(True)\n", "\n", "plt.savefig('红外发光二极管角度特性.png')\n", "plt.show()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### 3. 光电二极管伏安特性\n", "\n", "需要手动编辑的参数:\n", "- `current`:光电流。这是一个 3x7 的二维列表,每一行分别是 P=0.25mW, 1mW, 2mW 时的光电流。" ] }, { "cell_type": "code", "execution_count": 28, "metadata": {}, "outputs": [ { "data": { "image/png": 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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "from matplotlib import pyplot as plt\n", "plt.rcParams['font.sans-serif'] = ['Microsoft YaHei']\n", "\n", "rev_bias = [0, 0.5, 1, 2, 3, 4, 5] # 反向偏置电压(V)\n", "current = [\n", " [0.45, 0.45, 0.45, 0.45, 0.45, 0.45, 0.45], # P = 0.25 mW\n", " [2.13, 2.13, 2.13, 2.13, 2.13, 2.13, 2.13], # P = 1 mW\n", " [4.38, 4.38, 4.38, 4.38, 4.38, 4.38, 4.38], # P = 2 mW\n", "] # 光电流(mA)\n", "\n", "plt.figure(figsize=(8, 6))\n", "for i, power in enumerate(current):\n", " plt.plot(rev_bias, power, 'o-', label=f'P = {0.25 * 4 ** i} mW')\n", "plt.xlabel('反向偏压 / V')\n", "plt.ylabel('光电流 / mA')\n", "plt.title('光电二极管伏安特性曲线')\n", "plt.legend(bbox_to_anchor=(1, 0.7), loc='lower right')\n", "plt.grid(True)\n", "\n", "plt.savefig('光电二极管伏安特性.png')\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": "3.12.1" } }, "nbformat": 4, "nbformat_minor": 2 }