From cdc5fe051a40ad45d755a6645ed4a87430e2d90e Mon Sep 17 00:00:00 2001 From: Christian Sarmiento <christian.sarmiento00@gmail.com> Date: Mon, 21 Nov 2022 16:39:45 +0000 Subject: [PATCH] =?UTF-8?q?An=C3=A1lisis=20de=20los=20datos=20de=20la=20pr?= =?UTF-8?q?=C3=A1ctica=20de=20espectroscopia.?= MIME-Version: 1.0 Content-Type: text/plain; charset=UTF-8 Content-Transfer-Encoding: 8bit --- Espectroscopia_Gamma-Copy1.ipynb | 709 +++++++++++++++++++++++++++++++ 1 file changed, 709 insertions(+) create mode 100644 Espectroscopia_Gamma-Copy1.ipynb diff --git a/Espectroscopia_Gamma-Copy1.ipynb b/Espectroscopia_Gamma-Copy1.ipynb new file mode 100644 index 0000000..16c54d3 --- /dev/null +++ b/Espectroscopia_Gamma-Copy1.ipynb @@ -0,0 +1,709 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Práctica: EspectroscopÃa gamma\n", + "\n", + "En esta práctica el estudiante tiene 3 archivos de datos, dos de los cuales se le dará la identidad del elemento quÃmico. El tercer elemento deberá ser descubierto usando la calibración de los dos primeros." + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "metadata": {}, + "outputs": [], + "source": [ + "import pandas as pd\n", + "import matplotlib.pyplot as plt\n", + "\n", + "%matplotlib inline" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": {}, + "outputs": [], + "source": [ + "plt.rc('axes', labelsize=20)\n", + "plt.rc('xtick', labelsize=20)\n", + "plt.rc('ytick', labelsize=20)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Cargar los datos" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": {}, + "outputs": [], + "source": [ + "Cs137=pd.read_excel(\"20220310 Cs-137 90min.xlsx\")\n", + "Co60=pd.read_excel(\"20220310 Co-60 90min.xlsx\")\n", + "Inc=pd.read_excel(\"20220310 Inc 30min.xlsx\")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Pre-visualización" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "<div>\n", + "<style scoped>\n", + " .dataframe tbody tr th:only-of-type {\n", + " vertical-align: middle;\n", + " }\n", + "\n", + " .dataframe tbody tr th {\n", + " vertical-align: top;\n", + " }\n", + "\n", + " .dataframe thead th {\n", + " text-align: right;\n", + " }\n", + "</style>\n", + "<table border=\"1\" class=\"dataframe\">\n", + " <thead>\n", + " <tr style=\"text-align: right;\">\n", + " <th></th>\n", + " <th>ADC Channel - Charge distribution</th>\n", + " <th>Counts - Charge distribution</th>\n", + " </tr>\n", + " </thead>\n", + " <tbody>\n", + " <tr>\n", + " <th>0</th>\n", + " <td>-99.5</td>\n", + " <td>0</td>\n", + " </tr>\n", + " <tr>\n", + " <th>1</th>\n", + " <td>-98.5</td>\n", + " <td>0</td>\n", + " </tr>\n", + " <tr>\n", + " <th>2</th>\n", + " <td>-97.5</td>\n", + " <td>0</td>\n", + " </tr>\n", + " <tr>\n", + " <th>3</th>\n", + " <td>-96.5</td>\n", + " <td>0</td>\n", + " </tr>\n", + " <tr>\n", + " <th>4</th>\n", + " <td>-95.5</td>\n", + " <td>0</td>\n", + " </tr>\n", + " </tbody>\n", + "</table>\n", + "</div>" + ], + "text/plain": [ + " ADC Channel - Charge distribution Counts - Charge distribution\n", + "0 -99.5 0\n", + "1 -98.5 0\n", + "2 -97.5 0\n", + "3 -96.5 0\n", + "4 -95.5 0" + ] + }, + "execution_count": 4, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "Cs137.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "<class 'pandas.core.frame.DataFrame'>\n", + "RangeIndex: 4096 entries, 0 to 4095\n", + "Data columns (total 2 columns):\n", + " # Column Non-Null Count Dtype \n", + "--- ------ -------------- ----- \n", + " 0 ADC Channel - Charge distribution 4096 non-null float64\n", + " 1 Counts - Charge distribution 4096 non-null int64 \n", + "dtypes: float64(1), int64(1)\n", + "memory usage: 64.1 KB\n" + ] + } + ], + "source": [ + "Cs137.info()" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "<div>\n", + "<style scoped>\n", + " .dataframe tbody tr th:only-of-type {\n", + " vertical-align: middle;\n", + " }\n", + "\n", + " .dataframe tbody tr th {\n", + " vertical-align: top;\n", + " }\n", + "\n", + " .dataframe thead th {\n", + " text-align: right;\n", + " }\n", + "</style>\n", + "<table border=\"1\" class=\"dataframe\">\n", + " <thead>\n", + " <tr style=\"text-align: right;\">\n", + " <th></th>\n", + " <th>ADC Channel - Charge distribution</th>\n", + " <th>Counts - Charge distribution</th>\n", + " </tr>\n", + " </thead>\n", + " <tbody>\n", + " <tr>\n", + " <th>0</th>\n", + " <td>-99.5</td>\n", + " <td>0</td>\n", + " </tr>\n", + " <tr>\n", + " <th>1</th>\n", + " <td>-98.5</td>\n", + " <td>0</td>\n", + " </tr>\n", + " <tr>\n", + " <th>2</th>\n", + " <td>-97.5</td>\n", + " <td>1</td>\n", + " </tr>\n", + " <tr>\n", + " <th>3</th>\n", + " <td>-96.5</td>\n", + " <td>0</td>\n", + " </tr>\n", + " <tr>\n", + " <th>4</th>\n", + " <td>-95.5</td>\n", + " <td>0</td>\n", + " </tr>\n", + " </tbody>\n", + "</table>\n", + "</div>" + ], + "text/plain": [ + " ADC Channel - Charge distribution Counts - Charge distribution\n", + "0 -99.5 0\n", + "1 -98.5 0\n", + "2 -97.5 1\n", + "3 -96.5 0\n", + "4 -95.5 0" + ] + }, + "execution_count": 6, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "Co60.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "<class 'pandas.core.frame.DataFrame'>\n", + "RangeIndex: 4096 entries, 0 to 4095\n", + "Data columns (total 2 columns):\n", + " # Column Non-Null Count Dtype \n", + "--- ------ -------------- ----- \n", + " 0 ADC Channel - Charge distribution 4096 non-null float64\n", + " 1 Counts - Charge distribution 4096 non-null int64 \n", + "dtypes: float64(1), int64(1)\n", + "memory usage: 64.1 KB\n" + ] + } + ], + "source": [ + "Co60.info()" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "<div>\n", + "<style scoped>\n", + " .dataframe tbody tr th:only-of-type {\n", + " vertical-align: middle;\n", + " }\n", + "\n", + " .dataframe tbody tr th {\n", + " vertical-align: top;\n", + " }\n", + "\n", + " .dataframe thead th {\n", + " text-align: right;\n", + " }\n", + "</style>\n", + "<table border=\"1\" class=\"dataframe\">\n", + " <thead>\n", + " <tr style=\"text-align: right;\">\n", + " <th></th>\n", + " <th>ADC Channel - Charge distribution</th>\n", + " <th>Counts - Charge distribution</th>\n", + " </tr>\n", + " </thead>\n", + " <tbody>\n", + " <tr>\n", + " <th>0</th>\n", + " <td>-99.5</td>\n", + " <td>0</td>\n", + " </tr>\n", + " <tr>\n", + " <th>1</th>\n", + " <td>-98.5</td>\n", + " <td>0</td>\n", + " </tr>\n", + " <tr>\n", + " <th>2</th>\n", + " <td>-97.5</td>\n", + " <td>0</td>\n", + " </tr>\n", + " <tr>\n", + " <th>3</th>\n", + " <td>-96.5</td>\n", + " <td>0</td>\n", + " </tr>\n", + " <tr>\n", + " <th>4</th>\n", + " <td>-95.5</td>\n", + " <td>0</td>\n", + " </tr>\n", + " </tbody>\n", + "</table>\n", + "</div>" + ], + "text/plain": [ + " ADC Channel - Charge distribution Counts - Charge distribution\n", + "0 -99.5 0\n", + "1 -98.5 0\n", + "2 -97.5 0\n", + "3 -96.5 0\n", + "4 -95.5 0" + ] + }, + "execution_count": 8, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "Inc.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "<class 'pandas.core.frame.DataFrame'>\n", + "RangeIndex: 4096 entries, 0 to 4095\n", + "Data columns (total 2 columns):\n", + " # Column Non-Null Count Dtype \n", + "--- ------ -------------- ----- \n", + " 0 ADC Channel - Charge distribution 4096 non-null float64\n", + " 1 Counts - Charge distribution 4096 non-null int64 \n", + "dtypes: float64(1), int64(1)\n", + "memory usage: 64.1 KB\n" + ] + } + ], + "source": [ + "Inc.info()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Espectros" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "metadata": {}, + "outputs": [], + "source": [ + "import numpy as np\n", + "x=np.linspace(1, 4096, 4096)" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "Text(0, 0.5, 'Cuentas')" + ] + }, + "execution_count": 11, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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\n", + "text/plain": [ + "<Figure size 576x864 with 3 Axes>" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "plt.figure(figsize = (8,12))\n", + "plt.subplot(311)\n", + "plt.plot(x, Cs137[\"Counts - Charge distribution\"], color=\"r\", linewidth=3)\n", + "plt.title(\"Espectro del Cesio\", fontsize = 15)\n", + "plt.ylabel(\"Cuentas\", fontsize = 15)\n", + "\n", + "plt.subplot(312)\n", + "plt.plot(x, Co60[\"Counts - Charge distribution\"], color=\"b\", linewidth=3)\n", + "plt.title(\"Espectro Cobalto\", fontsize = 15)\n", + "plt.ylabel(\"Cuentas\", fontsize = 15)\n", + "\n", + "\n", + "plt.subplot(313)\n", + "plt.plot(x, Inc[\"Counts - Charge distribution\"], color=\"g\", linewidth=3)\n", + "plt.title(\"Espectro Incognita\", fontsize = 15)\n", + "plt.ylabel(\"Cuentas\", fontsize = 15)" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "<Figure size 720x576 with 1 Axes>" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "plt.figure(figsize = (10,8))\n", + "plt.plot(x, Cs137[\"Counts - Charge distribution\"], color=\"r\", linewidth=3)\n", + "plt.title(\"Espectro del Cesio-137\", fontsize = 25)\n", + "plt.ylabel(\"Cuentas\", fontsize = 22)\n", + "plt.grid()\n", + "plt.savefig(\"Espectro_Cs137\", dpi=300)" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "<Figure size 720x576 with 1 Axes>" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "plt.figure(figsize = (10,8))\n", + "plt.plot(x, Co60[\"Counts - Charge distribution\"], color=\"b\", linewidth=3)\n", + "plt.title(\"Espectro Cobalto-60\", fontsize = 25)\n", + "plt.ylabel(\"Cuentas\", fontsize = 22)\n", + "plt.grid()\n", + "plt.savefig(\"Espectro_Co60\", dpi=300)" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "metadata": {}, + "outputs": [], + "source": [ + "Ba133=pd.read_excel(\"../Espectros_oscar/Data/Ba-133_02min.xlsx\")\n", + "Co60=pd.read_excel(\"../Espectros_oscar/Data/Co-60_10min.xlsx\")\n", + "Cs137=pd.read_excel(\"../Espectros_oscar/Data/Cs-137_10min.xlsx\")\n", + "Mn54=pd.read_excel(\"../Espectros_oscar/Data/Mn-54_20min.xlsx\")\n", + "Na22=pd.read_excel(\"../Espectros_oscar/Data/Na-22_10min.xlsx\")\n", + "Zn65=pd.read_excel(\"../Espectros_oscar/Data/Zn-65_32min.xlsx\")" + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "metadata": {}, + "outputs": [], + "source": [ + "import numpy as np" + ] + }, + { + "cell_type": "code", + "execution_count": 16, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "<Figure size 720x576 with 1 Axes>" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "x=np.linspace(1, 657, 657)\n", + "plt.figure(figsize = (10,8))\n", + "plt.plot(x, Ba133[\"Counts - Charge distribution\"], color=\"g\", linewidth=3)\n", + "plt.title(\"Espectro Bario-133\", fontsize = 25)\n", + "plt.ylabel(\"Cuentas\", fontsize = 22)\n", + "plt.xlim(0,300)\n", + "plt.grid()\n", + "plt.savefig(\"Espectro_Ba133\", dpi=300)" + ] + }, + { + "cell_type": "code", + "execution_count": 17, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "<Figure size 720x576 with 1 Axes>" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "x=np.linspace(1, 657, 657)\n", + "plt.figure(figsize = (10,8))\n", + "plt.plot(x, Co60[\"Counts - Charge distribution\"], color=\"b\", linewidth=3)\n", + "plt.title(\"Espectro Cobalto-60\", fontsize = 25)\n", + "plt.ylabel(\"Cuentas\", fontsize = 22)\n", + "plt.grid()\n", + "plt.savefig(\"Espectro_Co60\", dpi=300)" + ] + }, + { + "cell_type": "code", + "execution_count": 18, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "<Figure size 720x576 with 1 Axes>" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "#x=np.linspace(1, 657, 657)\n", + "plt.figure(figsize = (10,8))\n", + "plt.plot(x, Cs137[\"Counts - Charge distribution\"], color=\"r\", linewidth=3)\n", + "plt.title(\"Espectro Cesio-137\", fontsize = 25)\n", + "plt.ylabel(\"Cuentas\", fontsize = 22)\n", + "plt.xlim(0,400)\n", + "plt.grid()\n", + "plt.savefig(\"Espectro_Cs137\", dpi=300)" + ] + }, + { + "cell_type": "code", + "execution_count": 19, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "<Figure size 720x576 with 1 Axes>" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "plt.figure(figsize = (10,8))\n", + "plt.plot(x, Mn54[\"Counts - Charge distribution\"], color=\"m\", linewidth=3)\n", + "plt.title(\"Espectro Manganeso-54\", fontsize = 25)\n", + "plt.ylabel(\"Cuentas\", fontsize = 22)\n", + "plt.xlim(0,450)\n", + "plt.grid()\n", + "plt.savefig(\"Espectro_Mn54\", dpi=300)" + ] + }, + { + "cell_type": "code", + "execution_count": 20, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "<Figure size 720x576 with 1 Axes>" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "plt.figure(figsize = (10,8))\n", + "plt.plot(x, Na22[\"Counts - Charge distribution\"], color=\"y\", linewidth=4)\n", + "plt.title(\"Espectro Sodio_22\", fontsize = 25)\n", + "plt.ylabel(\"Cuentas\", fontsize = 22)\n", + "plt.xlim(0,300)\n", + "plt.grid()\n", + "plt.savefig(\"Espectro_Na22\", dpi=300)" + ] + }, + { + "cell_type": "code", + "execution_count": 21, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "<Figure size 720x576 with 1 Axes>" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "plt.figure(figsize = (10,8))\n", + "plt.plot(x, Zn65[\"Counts - Charge distribution\"], color=\"gray\", linewidth=3)\n", + "plt.title(\"Espectro Zinc-65\", fontsize = 25)\n", + "plt.ylabel(\"Cuentas\", fontsize = 22)\n", + "plt.xlim(0,550)\n", + "plt.grid()\n", + "plt.savefig(\"Espectro_Zn65\", dpi=300)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "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": "3.8.10" + } + }, + "nbformat": 4, + "nbformat_minor": 1 +} -- GitLab