Ejemplo5.3.ipynb

{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "4e76a135",
   "metadata": {},
   "outputs": [],
   "source": [
    "import Motoresdecombustioninterna as th"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "9832c543",
   "metadata": {},
   "source": [
    "## DEFINICIÓN DE VALORES"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "e61612c8",
   "metadata": {},
   "outputs": [],
   "source": [
    "t1=288 #K\n",
    "nc=0.87 #Eficiencia de compresor\n",
    "ntg=0.89 #Eficiencia de turbina de gas\n",
    "ntp=0.89 #Eficiencia de turbina de potencia\n",
    "rp=12\n",
    "t3=1400 #K\n",
    "p1=101.3 #Kpa\n",
    "p5=101.3 #Kpa"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "fb625dea",
   "metadata": {},
   "source": [
    "## VALORES A BUSCAR"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "ef7cfc66",
   "metadata": {},
   "source": [
    "a)La presión y la temperatura a la salida de la turbina generadora de gas.\n",
    "\n",
    "AKA. p4 y t4\n",
    "\n",
    "b)El trabajo neto, el calor agregado y la eficiencia térmica del ciclo, suponiendo que\n",
    "no hay caída de presión durante el proceso de adición del calor y que la presión\n",
    "en la salida de la turbina de potencia es de 101.3 kPa\n",
    "\n",
    "AKA. wneto, qsum, nt, suponer que p2=p3, p5=101.3kPa\n",
    "\n",
    "c) El trabajo neto, el calor agregado y la eficiencia térmica del ciclo, si hay una caída\n",
    "del 3% en la cámara de combustión y la presión a la salida de la turbina de poten-\n",
    "cia es del 1% por encima de la presión de entrada al compresor.\n",
    "\n",
    "AKA. wneto,qsum,nt, suponer que p3=0.97p2, p5=1.01p1"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "c8557e28",
   "metadata": {},
   "source": [
    "# Interpolaciones\n",
    "La función para interpolar puede ser escrito con\n",
    "\n",
    "th.TemperaturaSI(temperaturabuscada)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "6e6668fc",
   "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>Cp(kJ/kmol*K)</th>\n",
       "      <th>h(kJ/kmol)</th>\n",
       "      <th>s(kJ/kmol*K)</th>\n",
       "      <th>Pr</th>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Temperatura(K)</th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>280.0</th>\n",
       "      <td>29.0890</td>\n",
       "      <td>-646.10</td>\n",
       "      <td>192.1720</td>\n",
       "      <td>1.09140</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>288.0</th>\n",
       "      <td>29.0938</td>\n",
       "      <td>-413.38</td>\n",
       "      <td>192.9888</td>\n",
       "      <td>1.20548</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>290.0</th>\n",
       "      <td>29.0950</td>\n",
       "      <td>-355.20</td>\n",
       "      <td>193.1930</td>\n",
       "      <td>1.23400</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "                Cp(kJ/kmol*K)  h(kJ/kmol)  s(kJ/kmol*K)       Pr\n",
       "Temperatura(K)                                                  \n",
       "280.0                 29.0890     -646.10      192.1720  1.09140\n",
       "288.0                 29.0938     -413.38      192.9888  1.20548\n",
       "290.0                 29.0950     -355.20      193.1930  1.23400"
      ]
     },
     "execution_count": 4,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "th.TemperaturaSI(t1)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "c98672ff",
   "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>Cp(kJ/kmol*K)</th>\n",
       "      <th>h(kJ/kmol)</th>\n",
       "      <th>s(kJ/kmol*K)</th>\n",
       "      <th>Pr</th>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Temperatura(K)</th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>1390.0</th>\n",
       "      <td>34.683</td>\n",
       "      <td>34771.7</td>\n",
       "      <td>242.006</td>\n",
       "      <td>437.6</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1400.0</th>\n",
       "      <td>34.717</td>\n",
       "      <td>35128.8</td>\n",
       "      <td>242.255</td>\n",
       "      <td>450.9</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1410.0</th>\n",
       "      <td>34.751</td>\n",
       "      <td>35466.1</td>\n",
       "      <td>242.502</td>\n",
       "      <td>464.5</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "                Cp(kJ/kmol*K)  h(kJ/kmol)  s(kJ/kmol*K)     Pr\n",
       "Temperatura(K)                                                \n",
       "1390.0                 34.683     34771.7       242.006  437.6\n",
       "1400.0                 34.717     35128.8       242.255  450.9\n",
       "1410.0                 34.751     35466.1       242.502  464.5"
      ]
     },
     "execution_count": 5,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "th.TemperaturaSI(t3)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "89728f38",
   "metadata": {},
   "source": [
    "## Valores de interpolación"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "e3cd3a57",
   "metadata": {},
   "outputs": [],
   "source": [
    "#Cuando t1\n",
    "h1=-413.38 #kJ/kmol\n",
    "pr1=1.20548\n",
    "#Cuando t3\n",
    "h3=35128.8\n",
    "pr3=450.9"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "9fa5d26d",
   "metadata": {},
   "source": [
    "# Sacar valores ideales para el punto 2"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "396cb0f3",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": "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\n",
      "text/latex": [
       "$\\displaystyle 14.46576$"
      ],
      "text/plain": [
       "14.4657600000000"
      ]
     },
     "execution_count": 7,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "pr2i=th.presionRelativa(pr1=pr1,rp=rp)\n",
    "pr2i"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "e6095453",
   "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>Temperatura(K)</th>\n",
       "      <th>Cp(kJ/kmol*K)</th>\n",
       "      <th>h(kJ/kmol)</th>\n",
       "      <th>s(kJ/kmol*K)</th>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Pr</th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>14.43100</th>\n",
       "      <td>580.000000</td>\n",
       "      <td>30.311000</td>\n",
       "      <td>8219.200000</td>\n",
       "      <td>213.639000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>14.46576</th>\n",
       "      <td>580.374166</td>\n",
       "      <td>30.313432</td>\n",
       "      <td>8230.552189</td>\n",
       "      <td>213.658382</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>15.36000</th>\n",
       "      <td>590.000000</td>\n",
       "      <td>30.376000</td>\n",
       "      <td>8522.600000</td>\n",
       "      <td>214.157000</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "          Temperatura(K)  Cp(kJ/kmol*K)   h(kJ/kmol)  s(kJ/kmol*K)\n",
       "Pr                                                                \n",
       "14.43100      580.000000      30.311000  8219.200000    213.639000\n",
       "14.46576      580.374166      30.313432  8230.552189    213.658382\n",
       "15.36000      590.000000      30.376000  8522.600000    214.157000"
      ]
     },
     "execution_count": 8,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "th.PresionRelSI(pr2i)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "id": "849d9f24",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": "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\n",
      "text/latex": [
       "$\\displaystyle \\left[ \\frac{Pr_{2}}{Pr_{1}} = \\frac{P_{2}}{P_{1}}, \\  \\frac{Pr_{3}}{Pr_{4}} = \\frac{P_{3}}{P_{4}}, \\  \\frac{Pr_{2}}{Pr_{1}} = r_{p}, \\  \\frac{Pr_{3}}{Pr_{4}} = r_{p}\\right]$"
      ],
      "text/plain": [
       "⎡Pr₂   P₂  Pr₃   P₃  Pr₂       Pr₃     ⎤\n",
       "⎢─── = ──, ─── = ──, ─── = rₚ, ─── = rₚ⎥\n",
       "⎣Pr₁   P₁  Pr₄   P₄  Pr₁       Pr₄     ⎦"
      ]
     },
     "execution_count": 9,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "th.formulasRelacionPresiones()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "id": "c015768e",
   "metadata": {},
   "outputs": [],
   "source": [
    "t2i=580.374166\n",
    "h2i=8230.552189"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "7f63a508",
   "metadata": {},
   "source": [
    "# Sacar valores reales para el punto 2"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "id": "f393a693",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": "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\n",
      "text/latex": [
       "$\\displaystyle 9522.17424022988$"
      ],
      "text/plain": [
       "9522.17424022988"
      ]
     },
     "execution_count": 11,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "h2r=th.eficienciaCompresor(h1=h1,h2i=h2i, eficCompresor=nc)\n",
    "h2r #Entalpia 2 real"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "id": "908dbd8f",
   "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>Temperatura(K)</th>\n",
       "      <th>Cp(kJ/kmol*K)</th>\n",
       "      <th>s(kJ/kmol*K)</th>\n",
       "      <th>Pr</th>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>h(kJ/kmol)</th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>9436.80000</th>\n",
       "      <td>620.000000</td>\n",
       "      <td>30.575000</td>\n",
       "      <td>215.669000</td>\n",
       "      <td>18.422000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>9522.17424</th>\n",
       "      <td>622.789096</td>\n",
       "      <td>30.593966</td>\n",
       "      <td>215.805666</td>\n",
       "      <td>18.733821</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>9742.90000</th>\n",
       "      <td>630.000000</td>\n",
       "      <td>30.643000</td>\n",
       "      <td>216.159000</td>\n",
       "      <td>19.540000</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "            Temperatura(K)  Cp(kJ/kmol*K)  s(kJ/kmol*K)         Pr\n",
       "h(kJ/kmol)                                                        \n",
       "9436.80000      620.000000      30.575000    215.669000  18.422000\n",
       "9522.17424      622.789096      30.593966    215.805666  18.733821\n",
       "9742.90000      630.000000      30.643000    216.159000  19.540000"
      ]
     },
     "execution_count": 12,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "th.EntalpiaSI(h2r)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "id": "a77ae4da",
   "metadata": {},
   "outputs": [],
   "source": [
    "t2r=622.789096\n",
    "pr2r=18.733821"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "1af19627",
   "metadata": {},
   "source": [
    "# Sacar valores para el punto 4"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "id": "6d33ae70",
   "metadata": {},
   "outputs": [],
   "source": [
    "#Las relaciones de presiones ya no sirven para las turbinas, solo para la compresión\n",
    "#Para las turbinas de gas se usa que W_tgr=W_cr ya que las turbinas de gas sólo son para\n",
    "#Ofrecer su trabajo al compresor"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "id": "f2d550ee",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": "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\n",
      "text/latex": [
       "$\\displaystyle 9935.55424022988$"
      ],
      "text/plain": [
       "9935.55424022988"
      ]
     },
     "execution_count": 15,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "wtgr=th.trabajoCompresor(h1=h1,h2=h2r)\n",
    "wtgr"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "id": "d56cef59",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": "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\n",
      "text/latex": [
       "$\\displaystyle 25193.2457597701$"
      ],
      "text/plain": [
       "25193.2457597701"
      ]
     },
     "execution_count": 16,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "#Podemos sacar entalpia 4 real mediante un despeje\n",
    "h4r=h3-wtgr\n",
    "h4r"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "id": "3641a4e6",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": "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\n",
      "text/latex": [
       "$\\displaystyle 23965.2559098541$"
      ],
      "text/plain": [
       "23965.2559098541"
      ]
     },
     "execution_count": 17,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "#Se saca la entalpia 4 ideal para poder realizar calculos de presiones\n",
    "h4i=th.eficienciaTurbinaGas(eficTurbinaGas=ntg,h3=h3,h4r=h4r)\n",
    "h4i"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "id": "e28cb74a",
   "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>Temperatura(K)</th>\n",
       "      <th>Cp(kJ/kmol*K)</th>\n",
       "      <th>s(kJ/kmol*K)</th>\n",
       "      <th>Pr</th>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>h(kJ/kmol)</th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>23869.90000</th>\n",
       "      <td>1070.000000</td>\n",
       "      <td>33.386000</td>\n",
       "      <td>233.100000</td>\n",
       "      <td>149.910000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>23965.25591</th>\n",
       "      <td>1072.854113</td>\n",
       "      <td>33.399414</td>\n",
       "      <td>233.188763</td>\n",
       "      <td>151.539698</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>24204.00000</th>\n",
       "      <td>1080.000000</td>\n",
       "      <td>33.433000</td>\n",
       "      <td>233.411000</td>\n",
       "      <td>155.620000</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "             Temperatura(K)  Cp(kJ/kmol*K)  s(kJ/kmol*K)          Pr\n",
       "h(kJ/kmol)                                                          \n",
       "23869.90000     1070.000000      33.386000    233.100000  149.910000\n",
       "23965.25591     1072.854113      33.399414    233.188763  151.539698\n",
       "24204.00000     1080.000000      33.433000    233.411000  155.620000"
      ]
     },
     "execution_count": 18,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "#Interpolación\n",
    "th.EntalpiaSI(h4i)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "id": "9ea3747a",
   "metadata": {},
   "outputs": [],
   "source": [
    "t4i=1072.854113\n",
    "pr4i=151.539698"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "id": "d4f7a323",
   "metadata": {
    "scrolled": true
   },
   "outputs": [
    {
     "data": {
      "image/png": "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\n",
      "text/latex": [
       "$\\displaystyle \\left[ r_{p} = \\frac{p_{r2i}}{p_{r1}}, \\  \\frac{p_{2}}{p_{1}} = \\frac{p_{r2i}}{p_{r1}}, \\  \\frac{p_{3}}{p_{4}} = \\frac{p_{r3}}{p_{r4i}}, \\  \\frac{p_{4}}{p_{5}} = \\frac{p_{r4r}}{p_{r5i}}\\right]$"
      ],
      "text/plain": [
       "⎡     pᵣ₂ᵢ  p₂   pᵣ₂ᵢ  p₃   pᵣ₃   p₄   pᵣ₄ᵣ⎤\n",
       "⎢rₚ = ────, ── = ────, ── = ────, ── = ────⎥\n",
       "⎣     pᵣ₁   p₁   pᵣ₁   p₄   pᵣ₄ᵢ  p₅   pᵣ₅ᵢ⎦"
      ]
     },
     "execution_count": 20,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "th.formulasFriccionPresiones() #Ayuda visual"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 21,
   "id": "09e982ac",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": "iVBORw0KGgoAAAANSUhEUgAAAEYAAAAQCAYAAACr+QluAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90bGliIHZlcnNpb24zLjcuMCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy88F64QAAAACXBIWXMAABJ0AAASdAHeZh94AAADQUlEQVR4nO3YXYhVVRQH8N+ofYhEYGFCkJlFQob20IdCmlhECOGYvoQlvQlBGAVFWMtFRPWUUZBBoGA9hPmWphCJVhRC0TcVoVMEqYka2geaTQ97j1yO907X5jz6h2Gx917rv9b5n33P3msGhoeHncOZmNA5yMxlWIA5mI2L8EZErGgGZuYlGMRiXI/LcQJfYgM2RMQ/XeL6ztERM4RpPZYPRMTUUZ6xF+etWI15mIzDtfZ1EbFtQsN/TS32OH7GzFG4l+MV/IKd+AmXYSlew12ZuTwimlvybHJ04jes6zJ/vM/408jMNXgah/C28gyX4gbchjOEebgW+4PyVneOwv897sbWzp2RmU9gD+5RRNoyhhydOBoRa/v07YnMXK6I8i6WRsSxxvp5NH5KEbGzw2HUBBHxXo/5/Zm5Hs8o6m9prPedo21k5jg8jz9wb1MUiIiTNIRpESer/btFzgsycwWuwO/4Arsj4tRZcMzDdLyFI5m5GLPwF/ZExEcjjq0Lk5kTcH8dbm+Reio2Neb2ZeYDEbGrT44bqz2AT5VD4zQyczeWRcSv48ZUanc8p7yFbRGxoyXODVikiDNJeaBXcSXeyczZffJMqXYVJuJ25VSchR2Yj820vGMy8yE8gm9xX1u8EdH8GH2FVZl5vOZbq1wd/gvjqx1Qdsbndfx1Zg4qB8qCzJzb2o7JzAfxIr7Bwog43Bb3KFhf7fw+/Y9Uu7dDFBARfyq7Bm5qRZjMXI2XlTe5MCL2t8HbBw5WO6lP/++qPdpjfUS4iWMWJjMfwwv4TBHl4OgRrWJutXv79N+tnJTXZOb5XdZnVTs0JmEy80nlY/sJFkXEobHw9chxXWZO7jI/Tdml8HpjbUZmzhy5rI2g1vcmLsZTjZg7cKdyw94+0NlEZuYSLKnDqdVxL96vc4ci4tHquxIbcQovVcImhiJiY6OAvnNU/7V4XLkh78MxzFB6tAuxDYMRcaIjZkjpraZHxFAj/xR8iKtrzj3VdxDDysVvc/NUmoOVjbmr6h/8iJGip1c7XmnGumGXIt7/zUER5Fqlj5mrfE+O4gPlXrOpSz/WExFxMDNvVnq2QdyiiL0Vz0bExzBw7t8O3fEvmsArtMe9AlEAAAAASUVORK5CYII=\n",
      "text/latex": [
       "$\\displaystyle 1215.6$"
      ],
      "text/plain": [
       "1215.6"
      ]
     },
     "execution_count": 21,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "#Se saca p2 para poder sacar p3\n",
    "p2=rp*p1\n",
    "p2 #KPA"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 22,
   "id": "fd83834f",
   "metadata": {},
   "outputs": [],
   "source": [
    "#P3 es casi igual que p2 por lo que se puede definir como este\n",
    "p3=p2"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 23,
   "id": "5eada502",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": "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\n",
      "text/latex": [
       "$\\displaystyle 408.542153224218$"
      ],
      "text/plain": [
       "408.54215322421817"
      ]
     },
     "execution_count": 23,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "#Se hace un despeje de p4\n",
    "p4=p3/(pr3/pr4i)\n",
    "p4 #KPA"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "086e376a",
   "metadata": {},
   "source": [
    "# Sacar valores reales para el punto 4"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 24,
   "id": "b57c7a23",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": "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\n",
      "text/latex": [
       "$\\displaystyle 25193.2457597701$"
      ],
      "text/plain": [
       "25193.2457597701"
      ]
     },
     "execution_count": 24,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "#Forma para poder sacar la entalpia 4 real mediante una función\n",
    "h4r=th.eficienciaTurbina(h3=h3,h4i=h4i,eficTurbina=ntg)\n",
    "h4r"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 25,
   "id": "7c955574",
   "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>Temperatura(K)</th>\n",
       "      <th>Cp(kJ/kmol*K)</th>\n",
       "      <th>s(kJ/kmol*K)</th>\n",
       "      <th>Pr</th>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>h(kJ/kmol)</th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>24873.60000</th>\n",
       "      <td>1100.000000</td>\n",
       "      <td>33.525000</td>\n",
       "      <td>234.025000</td>\n",
       "      <td>167.550000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>25193.24576</th>\n",
       "      <td>1109.527444</td>\n",
       "      <td>33.568826</td>\n",
       "      <td>234.314634</td>\n",
       "      <td>171.589636</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>25209.10000</th>\n",
       "      <td>1110.000000</td>\n",
       "      <td>33.571000</td>\n",
       "      <td>234.329000</td>\n",
       "      <td>171.790000</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "             Temperatura(K)  Cp(kJ/kmol*K)  s(kJ/kmol*K)          Pr\n",
       "h(kJ/kmol)                                                          \n",
       "24873.60000     1100.000000      33.525000    234.025000  167.550000\n",
       "25193.24576     1109.527444      33.568826    234.314634  171.589636\n",
       "25209.10000     1110.000000      33.571000    234.329000  171.790000"
      ]
     },
     "execution_count": 25,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "th.EntalpiaSI(h4r)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 26,
   "id": "bbc6af94",
   "metadata": {},
   "outputs": [],
   "source": [
    "t4r=1109.527444\n",
    "pr4r=171.589636"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "05efb6fd",
   "metadata": {},
   "source": [
    "# Trabajo Neto\n",
    "El trabajo neto es el trabajo de la turbina de potencia"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 27,
   "id": "184b4c8e",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": "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\n",
      "text/latex": [
       "$\\displaystyle \\left[ \\eta_{c} = \\frac{w_{Ci}}{w_{Cr}}, \\  \\eta_{c} = \\frac{- h_{1} + h_{2i}}{- h_{1} + h_{2r}}, \\  \\eta_{t} = \\frac{w_{TGr}}{w_{TGi}}, \\  \\eta_{t} = \\frac{h_{3} - h_{4r}}{h_{3} - h_{4i}}, \\  \\eta_{t} = \\frac{w_{TPr}}{w_{TPi}}, \\  \\eta_{t} = \\frac{h_{4r} - h_{5r}}{h_{4r} - h_{5i}}\\right]$"
      ],
      "text/plain": [
       "⎡      w_Ci        -h₁ + h₂ᵢ       w_TGr       h₃ - h₄ᵣ       w_TPr       h₄ᵣ \n",
       "⎢η_c = ────, η_c = ─────────, ηₜ = ─────, ηₜ = ────────, ηₜ = ─────, ηₜ = ────\n",
       "⎣      w_Cr        -h₁ + h₂ᵣ       w_TGi       h₃ - h₄ᵢ       w_TPi       h₄ᵣ \n",
       "\n",
       "- h₅ᵣ⎤\n",
       "─────⎥\n",
       "- h₅ᵢ⎦"
      ]
     },
     "execution_count": 27,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "th.formulasFriccion()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "ef55958a",
   "metadata": {},
   "source": [
    "Mediante la tabla de arriba se puede determinar que el trabajo de turbina de potencia real es h4r-h5r\n",
    "\n",
    "Por lo que primero es necesario conseguir la entalpia 5 ideal o real, con una relación de presiones se puede conseguir el ideal"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 28,
   "id": "1340f62e",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": "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\n",
      "text/latex": [
       "$\\displaystyle 42.5464789609123$"
      ],
      "text/plain": [
       "42.54647896091228"
      ]
     },
     "execution_count": 28,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "pr5i=pr4r/(p4/p5)\n",
    "pr5i"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 29,
   "id": "f3cace8f",
   "metadata": {
    "scrolled": true
   },
   "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>Temperatura(K)</th>\n",
       "      <th>Cp(kJ/kmol*K)</th>\n",
       "      <th>h(kJ/kmol)</th>\n",
       "      <th>s(kJ/kmol*K)</th>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Pr</th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>41.402000</th>\n",
       "      <td>770.000000</td>\n",
       "      <td>31.616000</td>\n",
       "      <td>14100.800000</td>\n",
       "      <td>222.402000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>42.546479</th>\n",
       "      <td>775.489108</td>\n",
       "      <td>31.653875</td>\n",
       "      <td>14274.585151</td>\n",
       "      <td>222.625956</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>43.487000</th>\n",
       "      <td>780.000000</td>\n",
       "      <td>31.685000</td>\n",
       "      <td>14417.400000</td>\n",
       "      <td>222.810000</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "           Temperatura(K)  Cp(kJ/kmol*K)    h(kJ/kmol)  s(kJ/kmol*K)\n",
       "Pr                                                                  \n",
       "41.402000      770.000000      31.616000  14100.800000    222.402000\n",
       "42.546479      775.489108      31.653875  14274.585151    222.625956\n",
       "43.487000      780.000000      31.685000  14417.400000    222.810000"
      ]
     },
     "execution_count": 29,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "#Se interpola con la presion relativa ideal 5\n",
    "th.PresionRelSI(pr5i)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 30,
   "id": "880f56fd",
   "metadata": {},
   "outputs": [],
   "source": [
    "t5i=775.489108\n",
    "h5i=14274.585151"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 31,
   "id": "db65c869",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": "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\n",
      "text/latex": [
       "$\\displaystyle 15475.6378179647$"
      ],
      "text/plain": [
       "15475.6378179647"
      ]
     },
     "execution_count": 31,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "#Ahora se consigue la entalpia 5 real\n",
    "h5r=th.eficienciaTurbinaPotencia(eficTurbinaPotencia=ntp,h4r=h4r,h5i=h5i)\n",
    "h5r"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 32,
   "id": "df96b906",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": "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\n",
      "text/latex": [
       "$\\displaystyle 9717.60794180538$"
      ],
      "text/plain": [
       "9717.60794180538"
      ]
     },
     "execution_count": 32,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "#Teniendo la entalpia 5 real se puede hacer la resta y conseguir el trabajo de turbina de potencia\n",
    "wtp=th.trabajoTurbina(h3=h4r,h4=h5r)\n",
    "wtp"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 33,
   "id": "65e84c6d",
   "metadata": {},
   "outputs": [],
   "source": [
    "#Este trabajo de turbina de potencia es igual al trabajo neto\n",
    "wneto=wtp"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "2199b6ff",
   "metadata": {},
   "source": [
    "# Calor suministrado"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 34,
   "id": "1eeaab4a",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": "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\n",
      "text/latex": [
       "$\\displaystyle 25606.6257597701$"
      ],
      "text/plain": [
       "25606.6257597701"
      ]
     },
     "execution_count": 34,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "#El calor suministrado se relaciona con el punto 2 y 3\n",
    "qsum=th.calorEntrada(h2=h2r,h3=h3)\n",
    "qsum"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "96ce7311",
   "metadata": {},
   "source": [
    "# Eficiencia térmica"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 35,
   "id": "1956279b",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": "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\n",
      "text/latex": [
       "$\\displaystyle 0.379495839591347$"
      ],
      "text/plain": [
       "0.379495839591347"
      ]
     },
     "execution_count": 35,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "nt=th.eficienciaTermica(trabNeto=wtp,calEntrada=qsum)\n",
    "nt"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "0c864cee",
   "metadata": {},
   "source": [
    "# INCISO A\n",
    "Respuestas"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 36,
   "id": "8d41014c",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": "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\n",
      "text/latex": [
       "$\\displaystyle 408.542153224218$"
      ],
      "text/plain": [
       "408.54215322421817"
      ]
     },
     "execution_count": 36,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "p4"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 37,
   "id": "1528ebaa",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": "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\n",
      "text/latex": [
       "$\\displaystyle 1109.527444$"
      ],
      "text/plain": [
       "1109.527444"
      ]
     },
     "execution_count": 37,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "t4r"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "a9a4df03",
   "metadata": {},
   "source": [
    "# INCISO B\n",
    "Respuestas"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 38,
   "id": "549bd514",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": "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\n",
      "text/latex": [
       "$\\displaystyle 9717.60794180538$"
      ],
      "text/plain": [
       "9717.60794180538"
      ]
     },
     "execution_count": 38,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "#Trabajo neto\n",
    "wneto"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 39,
   "id": "21d4888e",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": "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\n",
      "text/latex": [
       "$\\displaystyle 25606.6257597701$"
      ],
      "text/plain": [
       "25606.6257597701"
      ]
     },
     "execution_count": 39,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "#Calor suministrado\n",
    "qsum"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 40,
   "id": "7f45a56a",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": "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\n",
      "text/latex": [
       "$\\displaystyle 0.379495839591347$"
      ],
      "text/plain": [
       "0.379495839591347"
      ]
     },
     "execution_count": 40,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "#Eficiencia térmica\n",
    "nt"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "e64ed0ec",
   "metadata": {},
   "outputs": [],
   "source": []
  },
  {
   "cell_type": "markdown",
   "id": "1fada69a",
   "metadata": {},
   "source": [
    "# ---------------------------------------------------------------"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "67474f4c",
   "metadata": {},
   "source": [
    "# Ahora suponer que p3=0.97p2 y p5=1.01p1"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 41,
   "id": "ae1346d1",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": "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\n",
      "text/latex": [
       "$\\displaystyle 1179.132$"
      ],
      "text/plain": [
       "1179.1319999999998"
      ]
     },
     "execution_count": 41,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "p3=0.97*p2\n",
    "p3"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 42,
   "id": "a17e8053",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": "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\n",
      "text/latex": [
       "$\\displaystyle 102.313$"
      ],
      "text/plain": [
       "102.313"
      ]
     },
     "execution_count": 42,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "p5=1.01*p1\n",
    "p5"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 43,
   "id": "e0ff874d",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": "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\n",
      "text/latex": [
       "$\\displaystyle \\left[ \\eta_{c} = \\frac{w_{Ci}}{w_{Cr}}, \\  \\eta_{c} = \\frac{- h_{1} + h_{2i}}{- h_{1} + h_{2r}}, \\  \\eta_{t} = \\frac{w_{TGr}}{w_{TGi}}, \\  \\eta_{t} = \\frac{h_{3} - h_{4r}}{h_{3} - h_{4i}}, \\  \\eta_{t} = \\frac{w_{TPr}}{w_{TPi}}, \\  \\eta_{t} = \\frac{h_{4r} - h_{5r}}{h_{4r} - h_{5i}}\\right]$"
      ],
      "text/plain": [
       "⎡      w_Ci        -h₁ + h₂ᵢ       w_TGr       h₃ - h₄ᵣ       w_TPr       h₄ᵣ \n",
       "⎢η_c = ────, η_c = ─────────, ηₜ = ─────, ηₜ = ────────, ηₜ = ─────, ηₜ = ────\n",
       "⎣      w_Cr        -h₁ + h₂ᵣ       w_TGi       h₃ - h₄ᵢ       w_TPi       h₄ᵣ \n",
       "\n",
       "- h₅ᵣ⎤\n",
       "─────⎥\n",
       "- h₅ᵢ⎦"
      ]
     },
     "execution_count": 43,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "th.formulasFriccion() #Ayuda visual"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 44,
   "id": "410e2af8",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": "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\n",
      "text/latex": [
       "$\\displaystyle \\left[ r_{p} = \\frac{p_{r2i}}{p_{r1}}, \\  \\frac{p_{2}}{p_{1}} = \\frac{p_{r2i}}{p_{r1}}, \\  \\frac{p_{3}}{p_{4}} = \\frac{p_{r3}}{p_{r4i}}, \\  \\frac{p_{4}}{p_{5}} = \\frac{p_{r4r}}{p_{r5i}}\\right]$"
      ],
      "text/plain": [
       "⎡     pᵣ₂ᵢ  p₂   pᵣ₂ᵢ  p₃   pᵣ₃   p₄   pᵣ₄ᵣ⎤\n",
       "⎢rₚ = ────, ── = ────, ── = ────, ── = ────⎥\n",
       "⎣     pᵣ₁   p₁   pᵣ₁   p₄   pᵣ₄ᵢ  p₅   pᵣ₅ᵢ⎦"
      ]
     },
     "execution_count": 44,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "th.formulasFriccionPresiones() #Ayuda visual"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "2f8be246",
   "metadata": {},
   "source": [
    "## Entalpia 2 ideal"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 45,
   "id": "b7ab4f20",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": "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\n",
      "text/latex": [
       "$\\displaystyle 8230.552189$"
      ],
      "text/plain": [
       "8230.552189"
      ]
     },
     "execution_count": 45,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "h2i"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "3490d1db",
   "metadata": {},
   "source": [
    "## Entalpia 2 real"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 46,
   "id": "ab02d7c4",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": "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\n",
      "text/latex": [
       "$\\displaystyle 9522.17424022988$"
      ],
      "text/plain": [
       "9522.17424022988"
      ]
     },
     "execution_count": 46,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "h2r"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "4c3ce3dc",
   "metadata": {},
   "source": [
    "## Entalpia 4 ideal"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 47,
   "id": "c87f0eca",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": "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\n",
      "text/latex": [
       "$\\displaystyle 156.226492783505$"
      ],
      "text/plain": [
       "156.22649278350514"
      ]
     },
     "execution_count": 47,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "pr4i=pr3/(p3/p4)\n",
    "pr4i\n",
    "#Anteriormente 171.58"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 48,
   "id": "cef7180c",
   "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>Temperatura(K)</th>\n",
       "      <th>Cp(kJ/kmol*K)</th>\n",
       "      <th>h(kJ/kmol)</th>\n",
       "      <th>s(kJ/kmol*K)</th>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Pr</th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>155.620000</th>\n",
       "      <td>1080.00000</td>\n",
       "      <td>33.433000</td>\n",
       "      <td>24204.000000</td>\n",
       "      <td>233.411000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>156.226493</th>\n",
       "      <td>1081.03145</td>\n",
       "      <td>33.437745</td>\n",
       "      <td>24238.512327</td>\n",
       "      <td>233.442769</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>161.500000</th>\n",
       "      <td>1090.00000</td>\n",
       "      <td>33.479000</td>\n",
       "      <td>24538.600000</td>\n",
       "      <td>233.719000</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "            Temperatura(K)  Cp(kJ/kmol*K)    h(kJ/kmol)  s(kJ/kmol*K)\n",
       "Pr                                                                   \n",
       "155.620000      1080.00000      33.433000  24204.000000    233.411000\n",
       "156.226493      1081.03145      33.437745  24238.512327    233.442769\n",
       "161.500000      1090.00000      33.479000  24538.600000    233.719000"
      ]
     },
     "execution_count": 48,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "th.PresionRelSI(pr4i)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 49,
   "id": "1c3d6d70",
   "metadata": {},
   "outputs": [],
   "source": [
    "t4i=1081.03145\n",
    "h4i=24238.512327"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "bc807dc2",
   "metadata": {},
   "source": [
    "## Entalpia 4 real"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 50,
   "id": "841dfb49",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": "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\n",
      "text/latex": [
       "$\\displaystyle 25436.44397103$"
      ],
      "text/plain": [
       "25436.4439710300"
      ]
     },
     "execution_count": 50,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "h4r=th.eficienciaTurbinaGas(eficTurbinaGas=ntg,h3=h3,h4i=h4i)\n",
    "h4r"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "49440910",
   "metadata": {},
   "source": [
    "## Entalpia 5 real"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 51,
   "id": "70ffc757",
   "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>Temperatura(K)</th>\n",
       "      <th>Cp(kJ/kmol*K)</th>\n",
       "      <th>s(kJ/kmol*K)</th>\n",
       "      <th>Pr</th>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>h(kJ/kmol)</th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>25209.100000</th>\n",
       "      <td>1110.000000</td>\n",
       "      <td>33.571000</td>\n",
       "      <td>234.329000</td>\n",
       "      <td>171.79000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>25436.443971</th>\n",
       "      <td>1116.768204</td>\n",
       "      <td>33.601457</td>\n",
       "      <td>234.532723</td>\n",
       "      <td>177.48206</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>25545.000000</th>\n",
       "      <td>1120.000000</td>\n",
       "      <td>33.616000</td>\n",
       "      <td>234.630000</td>\n",
       "      <td>180.20000</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "              Temperatura(K)  Cp(kJ/kmol*K)  s(kJ/kmol*K)         Pr\n",
       "h(kJ/kmol)                                                          \n",
       "25209.100000     1110.000000      33.571000    234.329000  171.79000\n",
       "25436.443971     1116.768204      33.601457    234.532723  177.48206\n",
       "25545.000000     1120.000000      33.616000    234.630000  180.20000"
      ]
     },
     "execution_count": 51,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "th.EntalpiaSI(h4r)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 52,
   "id": "3b0418d9",
   "metadata": {},
   "outputs": [],
   "source": [
    "t4r=1116.768204\n",
    "pr4r=177.48206"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 53,
   "id": "b9f59a30",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": "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\n",
      "text/latex": [
       "$\\displaystyle 408.542153224218$"
      ],
      "text/plain": [
       "408.5421532242181"
      ]
     },
     "execution_count": 53,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "p4=p3/(pr3/pr4i)\n",
    "p4"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 54,
   "id": "a3ca9c05",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": "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\n",
      "text/latex": [
       "$\\displaystyle 44.4476092894484$"
      ],
      "text/plain": [
       "44.44760928944838"
      ]
     },
     "execution_count": 54,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "pr5i=pr4r/(p4/p5)\n",
    "pr5i\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 55,
   "id": "01fb2dda",
   "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>Temperatura(K)</th>\n",
       "      <th>Cp(kJ/kmol*K)</th>\n",
       "      <th>h(kJ/kmol)</th>\n",
       "      <th>s(kJ/kmol*K)</th>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Pr</th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>43.487000</th>\n",
       "      <td>780.000000</td>\n",
       "      <td>31.685000</td>\n",
       "      <td>14417.400000</td>\n",
       "      <td>222.810000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>44.447609</th>\n",
       "      <td>784.436994</td>\n",
       "      <td>31.715615</td>\n",
       "      <td>14558.097093</td>\n",
       "      <td>222.989255</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>45.652000</th>\n",
       "      <td>790.000000</td>\n",
       "      <td>31.754000</td>\n",
       "      <td>14734.500000</td>\n",
       "      <td>223.214000</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "           Temperatura(K)  Cp(kJ/kmol*K)    h(kJ/kmol)  s(kJ/kmol*K)\n",
       "Pr                                                                  \n",
       "43.487000      780.000000      31.685000  14417.400000    222.810000\n",
       "44.447609      784.436994      31.715615  14558.097093    222.989255\n",
       "45.652000      790.000000      31.754000  14734.500000    223.214000"
      ]
     },
     "execution_count": 55,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "th.PresionRelSI(pr5i)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 56,
   "id": "9252dea3",
   "metadata": {},
   "outputs": [],
   "source": [
    "h5i=14558.097093\n",
    "t5i=784.436994"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 57,
   "id": "3f7a90b8",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": "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\n",
      "text/latex": [
       "$\\displaystyle 15754.7152495833$"
      ],
      "text/plain": [
       "15754.7152495833"
      ]
     },
     "execution_count": 57,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "h5r=th.eficienciaTurbinaPotencia(eficTurbinaPotencia=ntp,h4r=h4r,h5i=h5i)\n",
    "h5r"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "031f4200",
   "metadata": {},
   "source": [
    "## Conseguir trabajo de turbina de potencia"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 58,
   "id": "a94e9fe1",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": "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\n",
      "text/latex": [
       "$\\displaystyle 9681.72872144674$"
      ],
      "text/plain": [
       "9681.72872144674"
      ]
     },
     "execution_count": 58,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "wtp=th.trabajoTurbina(h3=h4r,h4=h5r)\n",
    "wneto=wtp\n",
    "wtp"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "4a9533f6",
   "metadata": {},
   "source": [
    "## Conseguir el calor de entrada"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 59,
   "id": "051da4bf",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": "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\n",
      "text/latex": [
       "$\\displaystyle 25606.6257597701$"
      ],
      "text/plain": [
       "25606.6257597701"
      ]
     },
     "execution_count": 59,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "qsum=th.calorEntrada(h2=h2r,h3=h3)\n",
    "qsum"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "e6965111",
   "metadata": {},
   "source": [
    "## Conseguir eficiencia termica"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 60,
   "id": "5d5f1a02",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": "iVBORw0KGgoAAAANSUhEUgAAANIAAAAQCAYAAABjuSH9AAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90bGliIHZlcnNpb24zLjcuMCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy88F64QAAAACXBIWXMAABJ0AAASdAHeZh94AAAH1ElEQVR4nO2bb7BWVRXGf/cKJqmgQsQ0OQ0wkgoWUmIYKpqhZSkS9KFgxCbQsVL+lZbU49JxRm0g0GwGyQkrZgKZdAoRFGKG8k/MpGSJowRp6iSGSIGAZpc+rH0um/2e877vOZf7frrPzJ39nnP23mutZ++z99prndt28OBBetCDHnQNvdIbZvZh4BbgEqA/8E/gIcAkvdVsx2Z2B/BJYBgwANgPvBz6+rGkN6O604CfNeiyQ9JROXIuBa4HTo/0/ROwQNKTBbo1baOZtQFXATOA4cBRwAtB33sk/a+B3pjZVODn4XK6pJ/WqXsuMBM4BzgJ2AX8BVgoaXVUbxoVOCs7vmY2CTgfGAl8HDgeWCZpSh0bup2zqjLKzJcyHLcnDYeGTq8CNgE/ArYHwU+aWf8GncaYBRwLPAYsApYB7wE3A8+a2clR3c2AFfz9LtR5JBUQXtZVwChgTZDzNHA58LiZ1Qx2BRvvB+4DBgPLgSXA0UHW8jCghQh23g3srVcv1J0HbATOC/bMB34LnAiMS6pvpiRnFcd3HvBN/EV6rZENAa3grLSMCvNlM01ynO5IPwEGAtdJujtSYAH+YtwGXFPHuBh9JR3IMeY24HvAd4FrASRtDkrXwMyyVeLe5P4gYC6wA/iYpDeiZxfght4C/LKqjWY2AZgK/B0YLWlnuN8bWAF8CbgSWFqgexu+or0J/DromwszmwzcCqwDJkrakzzvHV9X4Yxq4zsLeBX4G74zbSiyIfQ1gW7mrIqMKvOlDMft0YMhwHjgJeCepJ2At4GpZnZsXscp8l6igBWhPKVRH2Y2AvgUvhI+nDz+CK7/H2NSguwNwB7gA0l/ZW2cGMr52WCF/v8LfD9cfquOCdcBF+I7wNtFlcysHbgD2Ad8JX2JIpkNUcRZ1fGVtEHSVknNHqZbwVkVGaXnSxHyOI5duwtD+aikjkTQHuBx4P2hg67gi6F8tom6V4fyvhyfdyvwLjDazAbED8zsPNyXX5e0KWvjoFBuz9EtuzfKzE5IH5rZacDtwCJJG3PaxzgHd1FWA2+Z2aVmdoOZXW9mYxq0TVHEWavGtxWcVZFRZb4UoYbj2LX7aChfLGi8FV/RhgHrmxSImc0FjgP64cGHsfhLdHuDdn2AKUAHUHM4l7TLzG4AFgBbzOwh3B0YClyGn82uTpqVtTFb7Qbn1B0S/T4VeCrSvRfwC+AfuBvbCGeFcgfus58RPzSzjcAkSf+q10kDzrplfHPQCs5Ky6g4X2pQxHG8I/UL5b8L+sjun9BIWIK5uOswE3+J1gDjG00K4MtB1iOSXsmrIGkhvs33AqYDNwKTgVeApekWTnkbV4VytpmdlFUKg25RuxOTfn4AnAlMk7S/QFaMgaG8BugDXISvkCOAtXjw4YEm+qnHWXeNb4pWcFZJRoX5kodcjtsLq9cii4KUSjxJGiSpDd+OJ+IrxjNmNqpB0xmhXFxUwcy+A6zED5VD8SjhJ/DtfZmZ3VlGV2pt/BUelRmKr2L3mtlC/AD6eXwVB+h0ocxsNL6izi8Kv+cgC1G34TvPekl7JT0HXIEf9s9vws1ryFkdVBrfHLSCs9IygpwjMV9yOY5fpGxF6kc++ib1SkHSDkkP4u5Dfw7lCGpgZqfj54ZX8XNDXp1x+AH9N5JmS9ouaZ+kp/HJ9xowJxyyM5SyMZwlLsN31dfxSNHXgl5jcdcA4I2gU+aevMihQ28zyPI32yX9OX4QVue14XJ0UQdNcNat45uhFZyVlRHkjKP8fDkM9TiOz0gvhHJYQT9ZlK3Ix24Kkl42sy3ASDMbEEddItQLMmT4QihrwrGS9pnZJpygMzl0AC1to6T38HzO/Lhi8JVH4onm58Lt46K+D5jFXkYnlpjZEvxAPTPRa3eBXtmL1qfgOTTmrCXjC63hrKQMqDZfUhRyHO9ImYDxIRwbK3c88Omg3FN0HR8KZc2Am9kx+ArTgSfcivC+UBaFLLP770b3jqSNU4FjgBVRaPqdoHPe3zOhzh/CdezCbMST1aeY2dE5skaE8qU8RZrkrJXjW4QjyVkZGVBtvnSiEcedO5KkbWb2KO56fQPPLHf2g/uTiyV1xvZDprw3sC1W2sxOBXZLej1Rph1POg4Enij45GgyfkhcVRRkCPg9nnGfYWaLJXVm3c3sc/jEOAA80UUb+0r6T2LHWXjUcS+exMv63w98PU9ZM7sZX+3uTz93kbTTzJYDX8UP3fOidp8FLsZdrjUFXDTkrIrtVdEKzsrICCg9XxLU5Tj9suHa0NFdZvYZ4HngbOACfMu/Kam/Hk90Debw1fIS4IchbLsN91k/iGfGh+B+7fQChbPDXJqVT7ESj/tfBDxvZg+Gfk/Dt/E24Mb4m76KNj5mZvuBv+JJu+H4gfYd/AuEIjegLGYHPW4KeY1NOLdX4Dv3dEm7C9o2y1lZ27OvCCaEyyx/M8bMlobfOyWlXx+0grOyMqrOlwx1OT5si5e0Dc/1LMUJnoNHN+4CxtQRkmJdENgfj9R9G/9sYxe++g2XtCVtFBJyY6kTZIh07cCJmwVswSfcHDyhuBq4WNKinHZlbVyJh6Kn4JP9DDx/MFzSWo4QQuj1bPz7t5M5lOF/GDhXUm74uyRnVcZ3JP65zZX4zgi+GGb3JuW0aQVnpWRUnS/QHMdtPf9G0YMedB3/B+6kqevS1Y3nAAAAAElFTkSuQmCC\n",
      "text/latex": [
       "$\\displaystyle 0.378094670194987$"
      ],
      "text/plain": [
       "0.378094670194987"
      ]
     },
     "execution_count": 60,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "nt=th.eficienciaTermica(trabNeto=wtp,calEntrada=qsum)\n",
    "nt"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "412a3342",
   "metadata": {},
   "source": [
    "# INCISO C\n",
    "RESPUESTAS"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 61,
   "id": "6c1ef6bc",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": "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\n",
      "text/latex": [
       "$\\displaystyle 9681.72872144674$"
      ],
      "text/plain": [
       "9681.72872144674"
      ]
     },
     "execution_count": 61,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "wneto #Trabajo neto"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 62,
   "id": "5dd2b6ab",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": "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\n",
      "text/latex": [
       "$\\displaystyle 25606.6257597701$"
      ],
      "text/plain": [
       "25606.6257597701"
      ]
     },
     "execution_count": 62,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "qsum #Calor suministrado"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 63,
   "id": "3353c612",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": "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\n",
      "text/latex": [
       "$\\displaystyle 0.378094670194987$"
      ],
      "text/plain": [
       "0.378094670194987"
      ]
     },
     "execution_count": 63,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "nt #Eficiencia térmica"
   ]
  }
 ],
 "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": "3.10.9"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 5
}