Source code for RCAIDE.Library.Plots.Aerodynamics.plot_airfoil_polars

# RCAIDE/Library/Plots/Performance/Aerodynamics/plot_airfoil_polars.py
# 
# 
# Created:  Jul 2023, M. Clarke

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#  IMPORT
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from RCAIDE.Framework.Core import Units
from RCAIDE.Library.Plots.Common import set_axes, plot_style
import matplotlib.pyplot as plt 

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#  PLOTS
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## @ingroup Library-Plots-Performance-Aerodynamics   
[docs] def plot_airfoil_polars(polar_data, save_figure = False, save_filename = "Airfoil_Polars", file_type = ".png", width = 11, height = 7): """ Generate plots of airfoil aerodynamic characteristics from analysis results. Parameters ---------- polar_data : Data Airfoil analysis results containing: - cl_invisc[0] : array Inviscid lift coefficients - cd_invisc[0] : array Inviscid drag coefficients - cm_invisc[0] : array Inviscid moment coefficients - AoA[0] : array Angles of attack [rad] - Re[0] : array Reynolds numbers save_figure : bool, optional Save figure to file if True, default False save_filename : str, optional Name for saved figure file, default "Airfoil_Polars" file_type : str, optional File extension for saved figure, default ".png" width : float, optional Figure width in inches, default 11 height : float, optional Figure height in inches, default 7 Returns ------- fig : matplotlib.figure.Figure Notes ----- Creates a 2x2 subplot figure showing inviscid airfoil characteristics: - Top left: Lift coefficient vs angle of attack - Top right: Drag coefficient vs angle of attack - Bottom left: Moment coefficient vs angle of attack - Bottom right: Lift-to-drag ratio vs angle of attack Results are plotted for a single Reynolds number case, with the Reynolds number shown in the legend (e.g., "Re=1.0e6"). See Also -------- RCAIDE.Library.Plots.Common.set_axes : Standardized axis formatting RCAIDE.Library.Plots.Common.plot_style : RCAIDE plot styling RCAIDE.Library.Analysis.Aerodynamics.compute_airfoil_inviscid : Analysis module RCAIDE.Library.Plots.Aerodynamics.plot_airfoil_polar_files : Viscous polar plotting function """ # Get raw data polars CL = polar_data.cl_invisc[0] CD = polar_data.cd_invisc[0] CM = polar_data.cm_invisc[0] alpha = polar_data.AoA[0]/Units.degrees Re_raw = polar_data.Re[0] Re_val = str(round(Re_raw[0])/1e6)+'e6' # get plotting style ps = plot_style() parameters = {'axes.labelsize': ps.axis_font_size, 'xtick.labelsize': ps.axis_font_size, 'ytick.labelsize': ps.axis_font_size, 'axes.titlesize': ps.title_font_size} plt.rcParams.update(parameters) fig = plt.figure(save_filename) fig.set_size_inches(width,height) axis_1 = plt.subplot(2,2,1) axis_1.plot(alpha, CL, color = ps.color, marker = ps.markers[0], linewidth = ps.line_width, label = 'Re = '+Re_val) axis_1.set_ylabel(r'$C_l$') set_axes(axis_1) axis_2 = plt.subplot(2,2,2) axis_2.plot(alpha, CD, color = ps.color, marker = ps.markers[0], linewidth = ps.line_width) axis_2.set_ylabel(r'$C_d$') set_axes(axis_2) axis_3 = plt.subplot(2,2,3) axis_3.plot(alpha, CM, color = ps.color, marker = ps.markers[0], linewidth = ps.line_width) axis_3.set_xlabel('AoA [deg]') axis_3.set_ylabel(r'$C_m$') set_axes(axis_3) axis_4 = plt.subplot(2,2,4) axis_4.plot(alpha, CL/CD, color = ps.color, marker = ps.markers[0], linewidth = ps.line_width) axis_4.set_xlabel('AoA [deg]') axis_4.set_ylabel(r'Cl/Cd') axis_4.set_ylim([-20,20]) set_axes(axis_4) if save_figure: plt.savefig(save_filename + file_type) return fig