{ "cells": [ { "cell_type": "code", "execution_count": 1, "metadata": {}, "outputs": [], "source": [ "import numpy as np\n", "import pandas as pd\n", "import matplotlib.pyplot as plt\n", "import seaborn as sns\n", "from scipy import linalg\n", "from scipy.integrate import odeint\n", "sns.set()\n", "%matplotlib inline" ] }, { "cell_type": "code", "execution_count": 2, "metadata": {}, "outputs": [], "source": [ "t = 0;dt = 0.005; s4 = 0;\n", "chi=2; ci=chi; s5=0.7; factive=0.2; s7=0.01; s6=1-factive-s7-s4;\n", "tnow =[]\n", "ixnow = []\n", "#S1=[]\n", "\n", "for i in range(1,150000+1):\n", " t = t + dt\n", " ni = 0\n", " if t>30 and t<80:\n", " ni = 100\n", " ci = 2\n", " if t>130 and t<180:\n", " ni = 75\n", " ci = 2\n", " if t>230 and t<280:\n", " ni = 50\n", " ci = 2\n", " if t>330 and t<380:\n", " ni = 30\n", " ci = 2\n", " if t>430 and t<480:\n", " ni = 15\n", " ci = 2\n", " if t>530 and t<580:\n", " ni = 10\n", " ci = 2\n", " if t>630 and t<680:\n", " ni = 5\n", " ci = 2\n", " if t>730 and t<780:\n", " ni = 0\n", " ci = 2\n", " #if t>280 and t<310:\n", " #ni = 100\n", " #ci = 0\n", " #if t>310 and t<340:\n", " #ni = 0\n", " #ci = 0\n", " #if t>340 and t<370:\n", " #ni = 100\n", " #ci = 0\n", " #if t>370 and t<400:\n", " #ni = 0\n", " #ci = 0\n", " #if t>400 and t<430:\n", " #ni = 100\n", " #ci = chi\n", " #if t>430 and t<460:\n", " #ni = 0\n", " #ci = 0\n", " \n", " \n", " f3n=ni**2.5/(ni**2.5+17**2.5)\n", " kcon1=0.1\n", " kcoff1=0.05\n", " kcon2=20 \n", " kcoff2=0.3\n", " #kinact=0.2 \n", " #kinact=1\n", " kinact=0 \n", " #kinact=1\n", " #kinact=0.2\n", " \n", " s5=s5+ (s6*ci*kcon1-s5*kcoff1+factive*f3n*kinact-s5*0.3) *dt\n", " factive=factive+(s7*ci*kcon2-factive*kcoff2+s5*0.15-factive*f3n*kinact)*dt\n", " s7=s7+(factive*kcoff2+s6*0.1-s7*ci*kcon2-s7*f3n*kinact*25)*dt\n", " s6=1-s5-factive-s7\n", " \n", " #S1.append(s1)\n", " \n", " incx=factive*f3n\n", " tnow.append(t)\n", " ixnow.append(incx)\n" ] }, { "cell_type": "code", "execution_count": 3, "metadata": {}, "outputs": [], "source": [ "# Data frame for the data extract\n", "df = pd.DataFrame()\n", "df['time'] = tnow\n", "df['current'] = ixnow" ] }, { "cell_type": "code", "execution_count": 4, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "(150000, 2)" ] }, "execution_count": 4, "metadata": {}, "output_type": "execute_result" } ], "source": [ "df.shape" ] }, { "cell_type": "code", "execution_count": 5, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
\n", "\n", "\n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", "
timecurrent
00.0050.0
10.0100.0
20.0150.0
30.0200.0
40.0250.0
\n", "
" ], "text/plain": [ " time current\n", "0 0.005 0.0\n", "1 0.010 0.0\n", "2 0.015 0.0\n", "3 0.020 0.0\n", "4 0.025 0.0" ] }, "execution_count": 5, "metadata": {}, "output_type": "execute_result" } ], "source": [ "df.head()" ] }, { "cell_type": "code", "execution_count": 6, "metadata": {}, "outputs": [], "source": [ "# For the data reduction \n", "k=0\n", "T =[]\n", "I =[]\n", "for t,i in zip(df['time'],df['current']):\n", " if k%100 == 0:\n", " T.append(t)\n", " I.append(i)\n", " k = k+1" ] }, { "cell_type": "code", "execution_count": 7, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "1500" ] }, "execution_count": 7, "metadata": {}, "output_type": "execute_result" } ], "source": [ "len(T)" ] }, { "cell_type": "code", "execution_count": 8, "metadata": {}, "outputs": [], "source": [ "df = pd.DataFrame()\n", "df['time'] = T\n", "df['current'] = I" ] }, { "cell_type": "code", "execution_count": 9, "metadata": {}, "outputs": [], "source": [ "df.to_csv(\"output/current without Na regulation.csv\")" ] }, { "cell_type": "code", "execution_count": 19, "metadata": {}, "outputs": [ { "data": { "image/png": "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\n", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "plt.figure(figsize = [10,6])\n", "plt.plot(T,I)\n", "plt.xticks([i*50 for i in range(15)])\n", "plt.xlabel(\"Time(t)\")\n", "plt.ylabel(\"Current\")\n", "plt.savefig(\"plot/current_Na .png\")\n", "plt.savefig(\"plot/current_Na.pdf\")\n", "plt.show()" ] }, { "cell_type": "code", "execution_count": 20, "metadata": {}, "outputs": [ { "data": { "image/png": "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\n", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "plt.figure(figsize = [10,6])\n", "plt.plot(tnow,ixnow)\n", "plt.xticks([i*50 for i in range(15)])\n", "plt.xlabel(\"Time(t)\")\n", "plt.ylabel(\"Current\")\n", "#plt.savefig(\"plot/current.png\")\n", "#plt.savefig(\"plot/current.pdf\")\n", "plt.show()" ] }, { "cell_type": "code", "execution_count": 21, "metadata": {}, "outputs": [], "source": [ "A = [i*50 for i in range(15)]" ] }, { "cell_type": "code", "execution_count": 22, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "[0, 50, 100, 150, 200, 250, 300, 350, 400, 450, 500, 550, 600, 650, 700]" ] }, "execution_count": 22, "metadata": {}, "output_type": "execute_result" } ], "source": [ "A" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Na-dependent inactivation dictates activation by Ca" ] }, { "cell_type": "code", "execution_count": 23, "metadata": {}, "outputs": [ { "data": { "image/png": "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\n", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "ni = 40\n", "plt.figure(figsize = [10,6])\n", "for kinact in [0, 0.03,0.1,0.3,1.0]:\n", " cinow = []\n", " ixnow = []\n", " for i in range(1,1001):\n", " \n", " logci = -(8-(i/300))\n", " ci = (10**(logci))*1000000\n", " f3n = (ni**2.5)/((ni**2.5)+(17**2.5))\n", " kcon1 = 0.1\n", " kcoff1 = 0.05\n", " kcon2 = 20\n", " kcoff2 = 0.3\n", " \n", " \n", " k2 = ci*kcon1\n", " k1 = kcoff1\n", " k5 = ci*kcon2\n", " k6 = kcoff2\n", " k8 = 0.3\n", " k7 = f3n*kinact\n", " k3 = 0.1\n", " k4 = f3n*kinact*25\n", " \n", " \n", " x1 = k2*k4*(k7+k6)+k5*k7*(k2+k3)\n", " x2 = k1*k7*(k4+k5)+k4*k6*(k1+k8)\n", " x3 = k1*k3*(k7+k6)+k8*k6*(k2+k3)\n", " x4 = k2*k8*(k4+k5)+k3*k5*(k1+k8)\n", " d = x1+x2+x3+x4\n", " \n", " e1 = x1/d\n", " e2 = x2/d\n", " e3 = x3/d\n", " e4 = x4/d\n", " incx = e4*f3n\n", " \n", " cinow.append(logci)\n", " ixnow.append(incx)\n", " \n", " plt.plot(cinow,ixnow,label= \"kinact=\"+str(kinact))\n", " \n", "plt.xlabel(\"$pCa_{in}$\")\n", "plt.ylabel(\"$F_{max}$\")\n", "plt.legend()\n", "#plt.savefig(\"plot/inact.png\")\n", "#plt.savefig(\"plot/inact.pdf\")\n", "plt.show()" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] } ], "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": "3.6.5" } }, "nbformat": 4, "nbformat_minor": 2 }