{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "# Atmosphere Example\n", "\n", "This example demonstrates how to use flight-mech to compute the properties of an atmosphere." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Imports" ] }, { "cell_type": "code", "execution_count": 1, "metadata": {}, "outputs": [], "source": [ "# Python imports\n", "import os\n", "import sys\n", "sys.path.append(\"..\")\n", "\n", "# Flight-Mech imports\n", "from flight_mech.atmosphere import StandardAtmosphere" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Standard Atmosphere\n", "\n", "Flight-Mech implements the US Standard atmosphere model from 1976. Let us use it to plot the temperature and pressure graphs in the atmosphere." ] }, { "cell_type": "code", "execution_count": 2, "metadata": {}, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# Create an atmosphere instance\n", "atmosphere = StandardAtmosphere()\n", "\n", "# Plot the temperature graph\n", "atmosphere.plot_graph(\"temperature\",min_altitude=0.,max_altitude=86e3,nb_points=200)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Let us now plot the pressure graph." ] }, { "cell_type": "code", "execution_count": 5, "metadata": {}, "outputs": [ { "data": { "image/png": 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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# Plot the pressure graph\n", "atmosphere.plot_graph(\"pressure\",min_altitude=0.,max_altitude=86e3,nb_points=2000)" ] } ], "metadata": { "kernelspec": { "display_name": "venv", "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": "3.10.4" } }, "nbformat": 4, "nbformat_minor": 2 }