Silaev/auto/3.3.5/335Zn.ipynb

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2022-10-22 15:03:41 +03:00
{
"cells": [
{
"cell_type": "code",
"execution_count": 5,
"id": "22af19e1",
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"-0.5099999999999999\n"
]
},
{
"data": {
"image/png": "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
"text/plain": [
"<Figure size 432x288 with 1 Axes>"
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
}
],
"source": [
"import matplotlib.pyplot as plt\n",
"import numpy as np\n",
"\n",
"#I = 0.81 A\n",
"I_Zn = [0.2, 0.4, 0.6, 0.8, 1]\n",
"U_Zn = [-0.09, -0.18, -0.30, -0.42, -0.48]\n",
"\n",
"k, b = np.polyfit(I_Zn, U_Zn, deg = 1)\n",
"\n",
"U = []\n",
"for i in range(5):\n",
" U.append(k * I_Zn[i] + b) \n",
"\n",
"#U_Zn_34 = 204 muV l = 10 mm L34 = 4 mm a = 0.08 mm\n",
"\n",
"plt.scatter(I_Zn, U_Zn)\n",
"plt.grid()\n",
"plt.plot(I_Zn, U)\n",
"plt.xlabel('B, Тл')\n",
"plt.ylabel('U, мкВ')\n",
"print(k)"
]
},
{
"cell_type": "code",
"execution_count": null,
"id": "2ae67d3e",
"metadata": {},
"outputs": [],
"source": []
}
],
"metadata": {
"kernelspec": {
"display_name": "Python 3 (ipykernel)",
"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": "3.9.12"
}
},
"nbformat": 4,
"nbformat_minor": 5
}