diff --git a/codigo/.gitignore b/codigo/.gitignore
new file mode 100644
index 0000000000000000000000000000000000000000..763513e910f7036a1a3cdb21dce8e57da2451891
--- /dev/null
+++ b/codigo/.gitignore
@@ -0,0 +1 @@
+.ipynb_checkpoints
diff --git a/codigo/vc-cmv.ipynb b/codigo/vc-cmv.ipynb
new file mode 100644
index 0000000000000000000000000000000000000000..7077b3f4897429086e6fd1ed1f4a787824155c3f
--- /dev/null
+++ b/codigo/vc-cmv.ipynb
@@ -0,0 +1,146 @@
+{
+ "cells": [
+ {
+ "cell_type": "code",
+ "execution_count": 2,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "import numpy as np\n",
+ "from matplotlib import pyplot as plt"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 3,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "data = np.loadtxt(\"../data-used/vc_cmv_vm_test2.txt\",skiprows=4)\n",
+ "\n",
+ "ni = 54\n",
+ "nf = 500\n",
+ "time = data[ni:nf,0]/1000\n",
+ "time = time - time[0]\n",
+ "press = data[ni:nf,1]\n",
+ "flow = data[ni:nf,2]\n",
+ "vol = data[ni:nf,3]"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 4,
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "image/png": 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\n",
+ "text/plain": [
+ "<Figure size 720x720 with 3 Axes>"
+ ]
+ },
+ "metadata": {
+ "needs_background": "light"
+ },
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "fig, axs = plt.subplots(3,1,constrained_layout=True)\n",
+ "# PRESSURE\n",
+ "axs[0].plot(time,press)\n",
+ "axs[0].set_title(\"Pressure\")\n",
+ "axs[0].set_xlabel(\"t (s)\")\n",
+ "axs[0].set_ylabel(\"P ($cmH_2O$)\")\n",
+ "axs[0].grid()\n",
+ "plt.sca(axs[0])\n",
+ "plt.yticks([0,10,20,30,40,50,60])\n",
+ "t_scale = np.array(range(23))*0.4\n",
+ "plt.xticks(t_scale.tolist())\n",
+ "\n",
+ "# FLOW\n",
+ "axs[1].plot(time,flow)\n",
+ "\n",
+ "# VOLUMEN\n",
+ "axs[2].plot(time,vol)\n",
+ "\n",
+ "#plt.grid(b=True,which='both')\n",
+ "fig.set_figheight(10)\n",
+ "fig.set_figwidth(10)\n",
+ "plt.show()"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 4,
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "text/plain": [
+ "0.0"
+ ]
+ },
+ "execution_count": 4,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "time[0]"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 126,
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "text/plain": [
+ "array([1.266, 1.306, 1.346, 1.386, 1.426, 1.466, 1.506, 1.546, 1.586,\n",
+ " 1.626, 1.666, 1.706, 1.746, 1.786, 1.826, 1.866, 1.906, 1.946,\n",
+ " 1.986, 2.026, 2.066, 2.106, 2.146, 2.186, 2.226, 2.266, 2.306,\n",
+ " 2.346, 2.386, 2.426, 2.466, 2.506, 2.546, 2.586, 2.626, 2.666,\n",
+ " 2.706, 2.746, 2.786, 2.826, 2.866, 2.906, 2.946, 2.986, 3.026,\n",
+ " 3.066, 3.106, 3.146, 3.186, 3.226, 3.266, 3.306, 3.346, 3.386,\n",
+ " 3.426])"
+ ]
+ },
+ "execution_count": 126,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "time +1"
+ ]
+ },
+ {
+ "cell_type": "raw",
+ "metadata": {},
+ "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": "3.7.3"
+ }
+ },
+ "nbformat": 4,
+ "nbformat_minor": 4
+}
diff --git a/data-used/vc_cmv_vm_test2.txt b/data-used/vc_cmv_vm_test2.txt
new file mode 100644
index 0000000000000000000000000000000000000000..aa63c538a69d2b8bdd6ab240e52b471506cbbc3e
--- /dev/null
+++ b/data-used/vc_cmv_vm_test2.txt
@@ -0,0 +1,2014 @@
+CODESYS V3.5 SP15 Patch 1 Trace: Trace_data
+C:\Users\USUARIO\Downloads\Interfaz_59.project
+Marca de hora(ms) SENSOR.PRESSURE_VALUE SENSOR.FLOW_VALUE_TOTAL SENSOR.VOLUME_VALUE_IN
+13 13.501602172851563 0 -5.603917121887207
+33 13.042800903320313 0 -5.603917121887207
+53 13.183403015136719 0 -5.603917121887207
+73 13.25 0 -5.603917121887207
+93 13.042800903320313 0 -5.603917121887207
+113 13.235198974609375 0 -5.603917121887207
+133 12.968803405761719 0 -5.603917121887207
+153 12.805999755859375 0 -5.603917121887207
+173 12.902198791503906 0 -5.603917121887207
+193 12.857803344726563 0 -5.603917121887207
+213 13.06500244140625 0 -5.603917121887207
+233 12.887397766113281 0 -5.603917121887207
+253 12.916999816894531 0 -5.603917121887207
+273 13.079803466796875 0 -5.603917121887207
+293 12.828201293945313 0 -5.603917121887207
+313 12.983604431152344 0 -5.603917121887207
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+413 12.857803344726563 0 -5.603917121887207
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+453 13.013198852539063 0 -5.603917121887207
+473 13.035400390625 0 -5.603917121887207
+493 12.843002319335938 0 -5.603917121887207
+513 13.06500244140625 0 -5.603917121887207
+533 12.902198791503906 0 -5.603917121887207
+553 12.887397766113281 0 -5.603917121887207
+573 12.857803344726563 0 -5.603917121887207
+593 12.63580322265625 0 -5.603917121887207
+613 12.739402770996094 0 -5.603917121887207
+633 12.628402709960938 0 -5.603917121887207
+653 12.583999633789063 0 -5.603917121887207
+673 12.813400268554688 0 -5.603917121887207
+693 12.768997192382813 0 -5.603917121887207
+713 12.569198608398438 0 -5.603917121887207
+733 12.85040283203125 0 -5.603917121887207
+753 12.732002258300781 0 -5.603917121887207
+773 12.887397766113281 0 -5.603917121887207
+793 12.613601684570313 0 -5.603917121887207
+813 12.746803283691406 0 -5.603917121887207
+833 13.06500244140625 0 -5.603917121887207
+853 12.85040283203125 0 -5.603917121887207
+873 13.020599365234375 0 -5.603917121887207
+893 12.983604431152344 0 -5.603917121887207
+913 12.613601684570313 0 -5.603917121887207
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