{ "cells": [ { "cell_type": "code", "execution_count": 3, "id": "53cf17de-9b71-423a-a70d-a66655b31428", "metadata": {}, "outputs": [], "source": [ "import numpy as np\n", "import struct\n", "import matplotlib.pyplot as plt" ] }, { "cell_type": "code", "execution_count": 2, "id": "67d6b3bb-b320-4f05-8f0c-0cb584314016", "metadata": {}, "outputs": [], "source": [ "def nrnMread(fileName):\n", " f = open(fileName, \"rb\")\n", " nparam = struct.unpack('i', f.read(4))[0]\n", " typeFlg = struct.unpack('i', f.read(4))[0]\n", " return np.fromfile(f,np.double)" ] }, { "cell_type": "code", "execution_count": 5, "id": "24f524c4-1ce5-4103-81e0-7c9898513f3b", "metadata": {}, "outputs": [], "source": [ "volts = nrnMread(\"../Data/VHotP0.dat\")" ] }, { "cell_type": "code", "execution_count": 10, "id": "9b0f4cd2-c3e5-407a-859d-13c446ebe8a1", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "[<matplotlib.lines.Line2D at 0x2aaade39b880>]" ] }, "execution_count": 10, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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\n", "text/plain": [ "<Figure size 432x288 with 1 Axes>" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "plt.plot(volts[:40000])" ] }, { "cell_type": "code", "execution_count": null, "id": "93b5995c-7299-45a6-b246-a05af5a00d7c", "metadata": {}, "outputs": [], "source": [] } ], "metadata": { "kernelspec": { "display_name": "dot_env", "language": "python", "name": "dot_env" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 3 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", "version": "3.8.6" } }, "nbformat": 4, "nbformat_minor": 5 }