{ "cells": [ { "cell_type": "markdown", "id": "4310dfc3-37af-4f13-95c4-bdc571d38e56", "metadata": {}, "source": [ "# Example `Dysmalpy` built-in masking routine" ] }, { "cell_type": "markdown", "id": "516010c5-07b0-4aa0-a6ff-9ea047363987", "metadata": {}, "source": [ "This notebook expands on `dysmalpy_example_fitting_wrapper_3D.ipynb` to demonstrate Dysmalpy's built-in masking function. \n", "\n", "It can mask out skylines and exclude low SNR regions. \n", "\n", "Manual inspection of the masking quality is strongly advised. \n", "\n", "For more advanced masking, users can provide their own 3D mask, which is beyond the scope of this tutorial." ] }, { "cell_type": "markdown", "id": "00a2ded7-d815-4c09-853e-74a0c75c887e", "metadata": {}, "source": [ "## 1) Setup steps ##" ] }, { "cell_type": "markdown", "id": "58fe8440-d7de-486a-9002-9e9140eaef68", "metadata": {}, "source": [ "**Import modules**" ] }, { "cell_type": "code", "execution_count": 18, "id": "62532507-38f9-41be-8108-ca4f911e63ae", "metadata": {}, "outputs": [], "source": [ "import sys,os\n", "from os.path import dirname\n", "\n", "from __future__ import (absolute_import, division, print_function,\n", " unicode_literals)\n", "\n", "from dysmalpy.fitting_wrappers import dysmalpy_fit_single\n", "from dysmalpy.fitting_wrappers import utils_io\n", "from dysmalpy import fitting, plotting\n", "\n", "\n", "import numpy as np\n", "import dysmalpy\n", "\n", "\n", "from astropy.io import fits\n", "\n", "from matplotlib.patches import Rectangle" ] }, { "cell_type": "markdown", "id": "eeda9022-04b5-497d-aaa2-14f41af5a54b", "metadata": {}, "source": [ "**Setup notebook**" ] }, { "cell_type": "code", "execution_count": 19, "id": "617d0033-e102-4f9d-a1a2-60cb63705845", "metadata": {}, "outputs": [], "source": [ "# Setup plotting\n", "import matplotlib as mpl\n", "import matplotlib.pyplot as plt\n", "%matplotlib inline\n", "\n", "mpl.rcParams['figure.dpi']= 300\n", "mpl.rc(\"savefig\", dpi=300)\n", "\n", "from IPython.core.display import Image\n" ] }, { "cell_type": "markdown", "id": "31b61f6c-c6a3-4f9b-bbba-2f1121eeb1ce", "metadata": {}, "source": [ "**Set data, output paths**" ] }, { "cell_type": "code", "execution_count": 20, "id": "5732246e-24ed-43f5-afd6-ab7c88a569e8", "metadata": {}, "outputs": [], "source": [ "# Check the location of the repository\n", "dysmalpy.__path__\n", "# Data directory (datadir = /YOUR/DATA/PATH/)\n", "filepath = os.path.abspath(fitting.__file__)\n", "datadir = os.sep.join(os.path.dirname(filepath).split(os.sep)[:-1]+[\"tests\", \"test_data\", \"\"])\n", "\n", "# Load the parameters file from the examples directory\n", "param_path = os.sep.join(os.path.dirname(filepath).split(os.sep)[:-1]+[\"examples\", \"examples_param_files\", \"\"])\n", "param_filename = param_path+'fitting_3D_mpfit.params'\n", "\n", "# Where to save output files (output = /YOUR/OUTPUTS/PATH). Below the paths of some of the maintainers of the code\n", "outdir = '/Users/lilianlee/Documents/dysmalpy_testing_output_temp/'\n", "outdir = '/Users/jespejo/Dropbox/Postdoc/Data/dysmalpy_test_examples/masking_tutorial/'\n", "\n", "outdir_mpfit = outdir + 'MPFIT/'" ] }, { "cell_type": "markdown", "id": "bc6637e3-b59c-416f-bc73-4be061285837", "metadata": {}, "source": [ "**Settings in parameter file:**\n", "\n", "Note there are many commented out options / parameters. These given an more complete overview of the settings & parameters that can be specified with the fitting wrapper parameter files." ] }, { "cell_type": "code", "execution_count": 21, "id": "50eaf8b1-bae7-4ebf-bdc7-7a2f97972c50", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "# Example parameters file for fitting a single object with 1D data\n", "# Note: DO NOT CHANGE THE NAMES IN THE 1ST COLUMN AND KEEP THE COMMAS!!\n", "# See README for a description of each parameter and its available options.\n", "\n", "# ******************************* OBJECT INFO **********************************\n", "galID, GS4_43501 # Name of your object\n", "z, 1.613 # Redshift\n", "\n", "\n", "# ****************************** DATA INFO *************************************\n", "\n", "datadir, None # Optional: Full path to data directory.\n", "\n", "fdata_cube, gs4-43501_h250_21h30.fits.gz # Full path to vel map. Alternatively, just the filename if 'datadir' is set.\n", "fdata_err, noise_gs4-43501_h250_21h30.fits.gz # Full path to vel. err map. Alternatively, just the filename if 'datadir' is set.\n", "fdata_mask, GS4_43501_mask.fits # Full path to mask, if a separate mask is to be used.\n", "# # -- strongly recommended to create a mask, or else use 'auto_gen_3D_mask, True' below\n", " # Alternatively, just the filename if 'datadir' is set.\n", "\n", "### FOR 3D, MUST SET CUBE, ETC by ** HAND **.\n", "\n", "spec_orig_type, wave\n", "spec_line_rest, 6564.\n", "spec_line_rest_unit, angstrom\n", "spec_vel_trim, -500. 500.\n", "\n", "# l r b t\n", "spatial_crop_trim, 37 68 34 65\n", "\n", "xcenter, 51.75 #None # x/ycenter in UNCROPPED PIXELS. If None, assumed to be center of cube.\n", "ycenter, 48.75 #None\n", "\n", "\n", "data_inst_corr, False\n", "\n", "auto_gen_3D_mask, \t\tTrue\n", "auto_gen_mask_apply_skymask_first, \tTrue\n", "auto_gen_mask_snr_thresh_pixel, \tNone\n", "auto_gen_mask_sig_segmap_thresh, \t3.25 \n", "auto_gen_mask_npix_segmap_min, \t5\n", "auto_gen_mask_sky_var_thresh, \t2. # H/J BAND # 3. # K/Y\n", "auto_gen_mask_snr_int_flux_thresh, \t3.\n", "\n", "\n", "# ***************************** OUTPUT *****************************************\n", "outdir, GS4_43501_3D_out/ # Full path for output directory\n", "\n", "\n", "# ***************************** OBSERVATION SETUP ******************************\n", "\n", "# Instrument Setup\n", "# ------------------\n", "pixscale, 0.125 # Pixel scale in arcsec/pixel\n", "fov_npix, 37 # Number of pixels on a side of model cube\n", "spec_type, velocity # DON'T CHANGE!\n", "spec_start, -1000. # Starting value for spectral axis // generally don't change\n", "spec_step, 10. # Step size for spectral axis in km/s // generally don't change\n", "nspec, 201 # Number of spectral steps // generally don't change\n", "\n", "# LSF Setup\n", "# ---------\n", "use_lsf, True # True/False if using an LSF\n", "sig_inst_res, 51.0 # Instrumental dispersion in km/s\n", "\n", "\n", "# PSF Setup\n", "# ---------\n", "psf_type, Gaussian # Gaussian, Moffat, or DoubleGaussian\n", "psf_fwhm, 0.55 # PSF FWHM in arcsecs\n", "psf_beta, -99. # Beta parameter for a Moffat PSF\n", "\n", "# ## ELLIPTICAL PSF:\n", "# psf_type, Gaussian # Gaussian, Moffat, or DoubleGaussian\n", "# psf_fwhm_major, 0.55 # PSF major axis FWHM in arcsecs\n", "# psf_fwhm_minor, 0.25 # PSF minor axis FWHM in arcsecs\n", "# psf_PA, 0. # PA of PSF major axis, in deg E of N. (0=N, 90=E)\n", "# psf_beta, -99. # Beta parameter for a Moffat PSF\n", "\n", "# # DoubleGaussian: settings instead of psf_fwhm\n", "# psf_type, DoubleGaussian\n", "# psf_fwhm1, 0.16 # FWHM of PSF component 1, in arcsecs. SINFONI AO: 0.16\n", "# psf_fwhm2, 0.48 # FWHM of PSF component 1, in arcsecs. SINFONI AO: 0.48\n", "# psf_scale1, 0.368 # Flux scaling (*not* peak height) of component 1. SINFONI AO: 0.368\n", "# psf_scale2, 0.632 # Flux scaling (*not* peak height) of component 2. SINFONI AO: 0.632\n", "\n", "\n", "# **************************** SETUP MODEL *************************************\n", "\n", "# Model Settings\n", "# -------------\n", "# List of components to use: SEPARATE WITH SPACES\n", "## MUST always keep: geometry zheight_gaus\n", "## RECOMMENDED: always keep: disk+bulge const_disp_prof\n", "components_list, disk+bulge const_disp_prof geometry zheight_gaus halo\n", "\n", "# possible options:\n", "# disk+bulge, sersic, blackhole\n", "# const_disp_prof, geometry, zheight_gaus, halo,\n", "# radial_flow, uniform_planar_radial_flow, uniform_bar_flow, uniform_wedge_flow,\n", "# unresolved_outflow, biconical_outflow,\n", "# CAUTION: azimuthal_planar_radial_flow, variable_bar_flow, spiral_flow\n", "\n", "\n", "# List of components that emit light. SEPARATE WITH SPACES\n", "## Current options: disk+bulge / bulge / disk [corresponding to the mass disk+bulge component],\n", "## also: light_sersic, light_gaussian_ring\n", "light_components_list, disk\n", "# NOTE: if a separate light profile (eg light_sersic) is used,\n", "# this MUST be changed to e.g., 'light_components_list, light_sersic'\n", "\n", "adiabatic_contract, False # Apply adiabatic contraction?\n", "pressure_support, True # Apply assymmetric drift correction?\n", "noord_flat, True # Apply Noordermeer flattenning?\n", "oversample, 1 # Spatial oversample factor\n", "oversize, 1 # Oversize factor\n", "\n", "zcalc_truncate, True # Truncate in zgal direction when calculating or not\n", "n_wholepix_z_min, 3 # Minimum number of whole pixels in zgal dir, if zcalc_truncate=True\n", "\n", "\n", "# ********************************************************************************\n", "# DISK + BULGE\n", "# ------------\n", "\n", "# Initial Values\n", "total_mass, 11.0 # Total mass of disk and bulge log(Msun)\n", "bt, 0.3 # Bulge-to-Total Ratio\n", "r_eff_disk, 5.0 # Effective radius of disk in kpc\n", "n_disk, 1.0 # Sersic index for disk\n", "invq_disk, 5.0 # disk scale length to zheight ratio for disk\n", "\n", "n_bulge, 4.0 # Sersic index for bulge\n", "invq_bulge, 1.0 # disk scale length to zheight ratio for bulge\n", "r_eff_bulge, 1.0 # Effective radius of bulge in kpc\n", "\n", "# Fixed? True if its a fixed parameter, False otherwise\n", "total_mass_fixed, False\n", "r_eff_disk_fixed, False\n", "\n", "bt_fixed, True\n", "n_disk_fixed, True\n", "r_eff_bulge_fixed, True\n", "n_bulge_fixed, True\n", "\n", "# Parameter bounds. Lower and upper bounds\n", "total_mass_bounds, 10.0 13.0\n", "bt_bounds, 0.0 1.0\n", "r_eff_disk_bounds, 0.1 30.0\n", "n_disk_bounds, 1.0 8.0\n", "r_eff_bulge_bounds, 1.0 5.0\n", "n_bulge_bounds, 1.0 8.0\n", "\n", "\n", "\n", "# # ********************************************************************************\n", "# # BLACK HOLE\n", "# # ------------\n", "#\n", "# # Initial Values\n", "# BH_mass, 11. # log(Msun)\n", "#\n", "# # Fixed? True if its a fixed parameter, False otherwise\n", "# BH_mass_fixed, False\n", "#\n", "# # Parameter bounds. Lower and upper bounds\n", "# BH_mass_bounds, 6. 18.\n", "\n", "\n", "\n", "\n", "# # ********************************************************************************\n", "# # Separate light profile: (Truncated) Sersic profile\n", "# # ------------\n", "# # Initial values\n", "# L_tot_sersic, 1. # arbitrary units\n", "# lr_eff, 4. # kpc\n", "# lsersic_n, 1. # Sersic index of light profile\n", "# lsersic_rinner, 0. # [kpc] Inner truncation radius of sersic profile. 0 = no truncation\n", "# lsersic_router, inf # [kpc] Outer truncation radius of sersic profile. inf = no truncation\n", "#\n", "# # Fixed? True if its a fixed parameter, False otherwise\n", "# L_tot_sersic_fixed, True\n", "# lr_eff_fixed, False\n", "# lsersic_n_fixed, True\n", "# lsersic_rinner_fixed, True\n", "# lsersic_router_fixed, True\n", "#\n", "# # Parameter bounds. Lower and upper bounds\n", "# L_tot_sersic_bounds, 0. 2. # arbitrary units\n", "# lr_eff_bounds, 0.5 15. # kpc\n", "# lsersic_n_bounds, 0.5 8.\n", "# lsersic_rinner_bounds, 0. 5.\t # kpc\n", "# lsersic_router_bounds, 4. 20. # kpc\n", "\n", "\n", "# # ********************************************************************************\n", "# # Separate light profile: Gaussian ring\n", "# # ------------\n", "# # Initial values\n", "# L_tot_gaus_ring, 1. # arbitrary units\n", "# R_peak_gaus_ring, 6. # kpc\n", "# FWHM_gaus_ring, 1. # kpc\n", "#\n", "# # Fixed? True if its a fixed parameter, False otherwise\n", "# L_tot_gaus_ring_fixed, True\n", "# R_peak_gaus_ring_fixed, True\n", "# FWHM_gaus_ring_fixed, True\n", "#\n", "# # Parameter bounds. Lower and upper bounds\n", "# L_tot_gaus_ring_bounds, 0. 2. # arbitrary units\n", "# R_peak_gaus_ring_bounds, 0. 15. # kpc\n", "# FWHM_gaus_ring_bounds, 0.1 10. # kpc\n", "\n", "\n", "\n", "\n", "# ********************************************************************************\n", "# ********************************************************************************\n", "# ********************************************************************************\n", "# DARK MATTER HALO\n", "# ----------------\n", "\n", "# Halo type: options: NFW / twopowerhalo / burkert / einasto / dekelzhao\n", "halo_profile_type, NFW\n", "\n", "# ** NOTE **: Uncomment the section below corresponding to the selected halo type.\n", "\n", "# ********************************************************************************\n", "# NFW halo\n", "\n", "# Initial Values\n", "mvirial, 11.5 # Halo virial mass in log(Msun)\n", "halo_conc, 5.0 # Halo concentration parameter\n", "fdm, 0.5 # Dark matter fraction at r_eff_disk\n", "\n", "# Fixed? True if its a fixed parameter, False otherwise. Also set False if it will be tied (below)\n", "mvirial_fixed, False\n", "halo_conc_fixed, True\n", "fdm_fixed, False\n", "\n", "# Parameter bounds. Lower and upper bounds\n", "mvirial_bounds, 10.0 13.0\n", "halo_conc_bounds, 1.0 20.0\n", "fdm_bounds, 0.0 1.0\n", "\n", "# Tie the parameters?\n", "fdm_tied, True # for NFW, fdm_tied=True determines fDM from Mvirial (+baryons)\n", "mvirial_tied, False # for NFW, mvirial_tied=True determines Mvirial from fDM (+baryons)\n", "# ********************************************************************************\n", "\n", "# # ********************************************************************************\n", "# # Two-power halo\n", "#\n", "# # Initial Values\n", "# mvirial, 11.5 # Halo virial mass in log(Msun)\n", "# halo_conc, 5.0 # Halo concentration parameter\n", "# fdm, 0.5 # Dark matter fraction at r_eff_disk\n", "# alpha, 1. # TPH: inner slope. NFW has alpha=1\n", "# beta, 3. # TPH: outer slope. NFW has beta=3\n", "#\n", "# # Fixed? True if its a fixed parameter, False otherwise. Also set False if it will be tied (below)\n", "# mvirial_fixed, False\n", "# halo_conc_fixed, True\n", "# fdm_fixed, False\n", "# alpha_fixed, False\n", "# beta_fixed, True\n", "#\n", "# # Parameter bounds. Lower and upper bounds\n", "# mvirial_bounds, 10.0 13.0\n", "# halo_conc_bounds, 1.0 20.0\n", "# fdm_bounds, 0.0 1.0\n", "# alpha_bounds, 0.0 3.0\n", "# beta_bounds, 1.0 4.0\n", "#\n", "# # Tie the parameters?\n", "# fdm_tied, True # for non-NFW, fdm_tied=True determines fDM from other halo params (+baryons)\n", "# mvirial_tied, True # for non-NFW, mvirial_tied=True determines Mvirial from SMHM+fgas + baryon total_mass\n", "# alpha_tied, False # for TPH, alpha_tied=True determines alpha from free fDM + other parameters.\n", "#\n", "# ### OTHER SETTINGS:\n", "# mhalo_relation, Moster18 ## SMHM relation to use for tying Mvir to Mbar. options: Moster18 / Behroozi13\n", "#\n", "# fgas, 0.5 # Gas fraction for SMHM inference of Mvir if 'mvirial_tied=True'\n", "# lmstar, -99. # Currently code uses fgas to infer lmstar\n", "# # from fitting baryon total_mass for SMHM relation\n", "# # ********************************************************************************\n", "\n", "# # ********************************************************************************\n", "# # Burkert halo\n", "#\n", "# # Initial Values\n", "# mvirial, 11.5 # Halo virial mass in log(Msun)\n", "# halo_conc, 5.0 # Halo concentration parameter\n", "# fdm, 0.5 # Dark matter fraction at r_eff_disk\n", "# rB, 10. # Burkert: Halo core radius, in kpc\n", "#\n", "# # Fixed? True if its a fixed parameter, False otherwise. Also set False if it will be tied (below)\n", "# mvirial_fixed, False\n", "# halo_conc_fixed, True\n", "# fdm_fixed, False\n", "# rB_fixed, False\n", "#\n", "# # Parameter bounds. Lower and upper bounds\n", "# mvirial_bounds, 10.0 13.0\n", "# halo_conc_bounds, 1.0 20.0\n", "# fdm_bounds, 0.0 1.0\n", "# rB_bounds, 1.0 20.0\n", "#\n", "# # Tie the parameters?\n", "# fdm_tied, True # for non-NFW, fdm_tied=True determines fDM from other halo params (+baryons)\n", "# mvirial_tied, True # for non-NFW, mvirial_tied=True determines Mvirial from SMHM+fgas + baryon total_mass\n", "# rB_tied, False # for Burkert, rB_tied=True determines rB from free fDM + other parameters.\n", "#\n", "# ### OTHER SETTINGS:\n", "# mhalo_relation, Moster18 ## SMHM relation to use for tying Mvir to Mbar. options: Moster18 / Behroozi13\n", "#\n", "# fgas, 0.5 # Gas fraction for SMHM inference of Mvir if 'mvirial_tied=True'\n", "# lmstar, -99. # Currently code uses fgas to infer lmstar\n", "# # from fitting baryon total_mass for SMHM relation\n", "# # ********************************************************************************\n", "\n", "# # ********************************************************************************\n", "# # Einasto halo\n", "# # Initial Values\n", "# mvirial, 11.5 # Halo virial mass in log(Msun)\n", "# halo_conc, 5.0 # Halo concentration parameter\n", "# fdm, 0.5 # Dark matter fraction at r_eff_disk\n", "# alphaEinasto, 1. # Einasto: Halo profile index\n", "#\n", "# # Fixed? True if its a fixed parameter, False otherwise. Also set False if it will be tied (below)\n", "# mvirial_fixed, False\n", "# halo_conc_fixed, True\n", "# fdm_fixed, False\n", "# alphaEinasto_fixed, False\n", "#\n", "# # Parameter bounds. Lower and upper bounds\n", "# mvirial_bounds, 10.0 13.0\n", "# halo_conc_bounds, 1.0 20.0\n", "# fdm_bounds, 0.0 1.0\n", "# alphaEinasto_bounds, 0.0 2.0\n", "#\n", "# # Tie the parameters?\n", "# fdm_tied, True # for non-NFW, fdm_tied=True determines fDM from other halo params (+baryons)\n", "# mvirial_tied, True # for non-NFW, mvirial_tied=True determines Mvirial from SMHM+fgas + baryon total_mass\n", "# alphaEinasto_tied, False # for Einasto, alphaEinasto_tied=True determines alphaEinasto from free fDM + other params.\n", "#\n", "# ### OTHER SETTINGS:\n", "# mhalo_relation, Moster18 ## SMHM relation to use for tying Mvir to Mbar. options: Moster18 / Behroozi13\n", "#\n", "# fgas, 0.5 # Gas fraction for SMHM inference of Mvir if 'mvirial_tied=True'\n", "# lmstar, -99. # Currently code uses fgas to infer lmstar\n", "# # from fitting baryon total_mass for SMHM relation\n", "# # ********************************************************************************\n", "\n", "\n", "# # ********************************************************************************\n", "# # Dekel-Zhao halo\n", "# # Initial Values\n", "# mvirial, 12.0 # Halo virial mass in log(Msun)\n", "# s1, 1.5 # Inner logarithmic slope (at resolution r1=0.01*Rvir)\n", "# c2, 25.0 # Concentration parameter (defined relative to c, a)\n", "# fdm, 0.5 # Dark matter fraction at r_eff_disk\n", "#\n", "# # Fixed? True if its a fixed parameter, False otherwise. Also set False if it will be tied (below)\n", "# mvirial_fixed, False\n", "# s1_fixed, False\n", "# c2_fixed, False\n", "# fdm_fixed, False\n", "#\n", "# # Parameter bounds. Lower and upper bounds\n", "# mvirial_bounds, 10.0 13.0 # log(Msun)\n", "# s1_bounds, 0.0 2.0\n", "# c2_bounds, 0.0 40.0\n", "# fdm_bounds, 0.0 1.0\n", "#\n", "# # Tie the parameters?\n", "# mvirial_tied, True # mvirial_tied=True determines Mvirial from fDM, s1, c2.\n", "# s1_tied, True # Tie the s1 to M*/Mvir using best-fit Freundlich+20 (Eqs 45, 47, 48, Table 1)\n", "# c2_tied, True # Tie the c2 to M*/Mvir using best-fit Freundlich+20 (Eqs 47, 49, Table 1)\n", "# fdm_tied, False # for non-NFW, fdm_tied=True determines fDM from other halo params (+baryons)\n", "#\n", "# ### OTHER SETTINGS:\n", "# lmstar, 10.5 # Used to infer s1, c2 if s1_tied or c2_tied = True\n", "#\n", "# # ********************************************************************************\n", "\n", "\n", "# ********************************************************************************\n", "# INTRINSIC DISPERSION PROFILE\n", "# ------------------\n", "\n", "# Initial Values\n", "sigma0, 39.0 # Constant intrinsic dispersion value\n", "\n", "# Fixed? True if its a fixed parameter, False otherwise\n", "sigma0_fixed, False\n", "\n", "# Parameter bounds. Lower and upper bounds\n", "sigma0_bounds, 5.0 300.0\n", "\n", "\n", "\n", "# ********************************************************************************\n", "# ********************************************************************************\n", "# ********************************************************************************\n", "# HIGHER ORDER COMPONENTS: INFLOW, OUTFLOW\n", "# ----------------------------------------\n", "\n", "# # ********************************************************************************\n", "# # UNIFORM SPHERICAL RADIAL FLOW -- in rhat direction in spherical coordinates\n", "# # radial_flow\n", "# # -------------------\n", "#\n", "# vr, -90. # Radial flow [km/s]. Positive: Outflow. Negative: Inflow.\n", "\n", "\n", "# # ********************************************************************************\n", "# # UNIFORM PLANAR RADIAL FLOW -- in Rhat direction in cylindrical coordinates\n", "# # (eg, radial in galaxy midplane)\n", "# # uniform_planar_radial_flow\n", "# # -------------------\n", "#\n", "# vr, -90. # Radial flow [km/s]. Positive: Outflow. Negative: Inflow.\n", "\n", "\n", "# # ********************************************************************************\n", "# # UNIFORM BAR FLOW -- in xhat direction along bar in cartesian coordinates,\n", "# # with bar at an angle relative to galaxy major axis (blue)\n", "# # uniform_bar_flow\n", "# # -------------------\n", "#\n", "# vbar, -90. # Bar flow [km/s]. Positive: Outflow. Negative: Inflow.\n", "# phi, 90. # Azimuthal angle of bar [degrees], counter-clockwise from blue major axis.\n", "# # Default is 90 (eg, along galaxy minor axis)\n", "# bar_width, 2 # Width of the bar perpendicular to bar direction.\n", "# # Bar velocity only is nonzero between -bar_width/2 < ygal < bar_width/2.\n", "\n", "\n", "# # ********************************************************************************\n", "# # UNIFORM WEDGE FLOW -- in planar radial flow in cylindrical coordinates, restricted to pos, neg wedges\n", "# # uniform_wedge_flow\n", "# # -------------------\n", "#\n", "# vr, -90. # Radial flow [km/s]. Positive: Outflow. Negative: Inflow.\n", "# theta, 60. # Opening angle of wedge [deg]. (the full angular span)\n", "# phi, 90. # Angle offset relative to the galaxy angle, so the wedge center is at phi.\n", "# # Default: 90 deg, so centered along minor axis\n", "\n", "\n", "# # ********************************************************************************\n", "# # UNRESOLVED OUTFLOW -- at galaxy center (ie, AGN unresolved outflow)\n", "# # unresolved_outflow\n", "# # -------------------\n", "#\n", "# vcenter, 0. # Central velocity of the Gaussian in km/s\n", "# fwhm, 1000. # FWHM of the Gaussian in km/s\n", "# amplitude, 1.e12 # Amplitude of the Gaussian, for flux in ~M/L=1 luminosity units\n", "# # with the dimming applied ... roughly ....\n", "\n", "\n", "# # ********************************************************************************\n", "# # BICONICAL OUTFLOW\n", "# # biconical_outflow\n", "# # -------------------\n", "#\n", "# n, 0.5 # Power law index\n", "# vmax, 500. # Maximum velocity of the outflow in km/s\n", "# rturn, 5. # Turn-over radius in kpc of the velocty profile\n", "# thetain, 30. # Half inner opening angle in degrees. Measured from the bicone axis\n", "# dtheta, 20. # Difference between inner and outer opening angle in degrees\n", "# rend, 10. # Maximum radius of the outflow in kpc\n", "# norm_flux, 8. # Log flux amplitude of the outflow at r = 0.\n", "# # Need to check dimming/flux conventions\n", "# tau_flux, 1. # Exponential decay rate of the flux\n", "# biconical_profile_type, both # Type of velocity profile:\n", "# # 'both', 'increase', 'decrease', 'constant'\n", "# biconical_outflow_dispersion, 80. # Dispersion (stddev of gaussian) of biconical outflow, km/s\n", "\n", "\n", "# # ********************************************************************************\n", "# # VARIABLE BAR FLOW -- in xhat direction along bar in cartesian coordinates,\n", "# # with bar at an angle relative to galaxy major axis (blue)\n", "# # CAUTION!!!\n", "# # variable_bar_flow\n", "# # -------------------\n", "#\n", "# vbar_func_bar_flow, -90.*np.exp(-R/5.) # Bar flow FUNCTION [km/s]. Positive: Outflow. Negative: Inflow.\n", "# phi, 90. # Azimuthal angle of bar [degrees], counter-clockwise from blue major axis.\n", "# # Default is 90 (eg, along galaxy minor axis)\n", "# bar_width, 2 # Width of the bar perpendicular to bar direction.\n", "# # Bar velocity only is nonzero between -bar_width/2 < ygal < bar_width/2.\n", "\n", "\n", "# # ********************************************************************************\n", "# # AZIMUTHAL PLANAR RADIAL FLOW -- in Rhat direction in cylindrical coordinates\n", "# # (eg, radial in galaxy midplane), with an added azimuthal term\n", "# # CAUTION!!!\n", "# # azimuthal_planar_radial_flow\n", "# # -------------------\n", "#\n", "# vr_func_azimuthal_planar_flow, -90.*np.exp(-R/5.) # Radial flow [km/s].\n", "# # Positive: Outflow. Negative: Inflow.\n", "# m, 2 # Number of modes in the azimuthal pattern. m=0 gives a purely radial profile.\n", "# phi0, 0. # Angle offset relative to the galaxy angle [deg],\n", "# # so the azimuthal variation goes as cos(m(phi_gal - phi0))\n", "\n", "\n", "\n", "# # ********************************************************************************\n", "# # SPIRAL DENSIY WAVE FLOW -- as in Davies et al. 2009, ApJ, 702, 114\n", "# # Here assuming CONSTANT velocity -- try to match real Vrot...\n", "# # CAUTION!!! NO SPACES IN FUNCTION DEFINITONS!\n", "# # spiral_flow\n", "# # -------------------\n", "#\n", "# Vrot_func_spiral_flow, 150.+0.*R # Unperturbed rotation velocity of the galaxy\n", "# dVrot_dR_func_spiral_flow, 0.*R # Derivative of Vrot(R) -- ideally evaluated analytically, otherwise very slow.\n", "# rho0_func_spiral_flow, 1.e11*np.exp(-R/5.) # Unperturbed midplane density profile of the galaxy\n", "# f_func_spiral_flow, (np.sqrt(m**2-2.)*Vrot(R)/cs)*np.log(R) # Function describing the spiral shape, m*phi = f(R)\n", "# # with k = df/dR\n", "# k_func_spiral_flow, (np.sqrt(m**2-2.)*Vrot(R)/cs)/R # Function for radial wavenumber\n", "#\n", "# m, 2 # Number of photometric/density spiral arms.\n", "# cs, 10. # Sound speed of medium, in km/s.\n", "# epsilon, 1. # Density contrast of perturbation (unitless).\n", "# Om_p, 0. # Angular speed of the driving force, Omega_p\n", "# phi0, 0. # Angle offset of the arm winding, in degrees. Default: 0.\n", "\n", "\n", "# ********************************************************************************\n", "# ********************************************************************************\n", "# ********************************************************************************\n", "\n", "\n", "\n", "# ********************************************************************************\n", "# ZHEIGHT PROFILE\n", "# ---------------\n", "\n", "# Initial Values\n", "sigmaz, 0.9 # Gaussian width of the galaxy in z, in kpc\n", "\n", "# Fixed? True if its a fixed parameter, False otherwise\n", "sigmaz_fixed, False\n", "\n", "# Parameter bounds. Lower and upper bounds\n", "sigmaz_bounds, 0.1 1.0\n", "\n", "\n", "# Tie the zheight to the effective radius of the disk?\n", "# If set to True, make sure sigmaz_fixed is False\n", "zheight_tied, True\n", "\n", "\n", "# GEOMETRY\n", "# --------\n", "\n", "# Initial Values\n", "inc, 62. # Inclination of galaxy, 0=face-on, 90=edge-on\n", "pa, 142.\n", "xshift, 0. # pixels\n", "yshift, 0. # pixels\n", "vel_shift, 0. # km/s\n", "\n", "# Fixed? True if its a fixed parameter, False otherwise\n", "inc_fixed, False\n", "pa_fixed, False\n", "xshift_fixed, False\n", "yshift_fixed, False\n", "vel_shift_fixed, False\n", "\n", "# Parameter bounds. Lower and upper bounds\n", "inc_bounds, 42. 82.\n", "pa_bounds, 132. 152.\n", "xshift_bounds, -1.5 1.5 # pixels\n", "yshift_bounds, -1.5 1.5 # pixels\n", "vel_shift_bounds, -100. 100. # km/s\n", "\n", "\n", "\n", "# **************************** Fitting Settings ********************************\n", "\n", "fit_method, mpfit # mcmc, nested, or mpfit\n", "do_plotting, True # Produce all output plots?\n", "\n", "# *** Note ***: fitflux and fitdispersion are not supported for 3D,\n", "# because these are implicitly included in the cube!\n", "\n", "\n", "\n", "# MPFIT Settings\n", "#----------------\n", "maxiter, 200 # Maximum number of iterations before mpfit quits\n", "\n" ] } ], "source": [ "with open(param_filename, 'r') as f:\n", " print(f.read())" ] }, { "cell_type": "markdown", "id": "20b19d0a-a1dd-408d-becb-4031087d845d", "metadata": {}, "source": [ "## Case 1: Single emission IFU data contaminated by skylines" ] }, { "cell_type": "markdown", "id": "286f1bdb-35a2-45fb-a9cd-c9e0ef9d91d2", "metadata": {}, "source": [ "## Visualise the masking regions" ] }, { "cell_type": "markdown", "id": "9f64b9d7-6b6f-49aa-a616-b82ad1d324b7", "metadata": {}, "source": [ "The skylines to be masked can be visualised by a position-velocity (PV) diagram extracted along the kinematic major axis at a PA = $142^{\\circ}$. \n", "\n", "The PV diagram here is plotted with velocity (wavelength) on the horizontal axis and position on the vertical axis. \n", "\n", "The S-shaped emission within the red rectangle that arises from the rotation of the galaxy is our region of interest. \n", "\n", "On either side of this S-shaped emission, there are vertical stripes along the velocity axis. These vertical stripes represent the unwanted skylines that we aim to mask out.\n", "\n", "We will also mask the regions where the integrated S/N is too low for robust kinematic extraction, which in general corresponds to the outskirt of the galaxies, so the regions on top and below of the \"S-shaped\" emission will also be masked." ] }, { "cell_type": "code", "execution_count": 22, "id": "e70c8050-7014-4725-b244-8cded811e8a4", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "(-0.5, 1374.5, -0.5, 90.5)" ] }, "execution_count": 22, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "pv_maj = fits.open(f\"{datadir}/../test_data_masking/gs4-43501_h250_21h30_pvmaj.fits\")\n", "\n", "fig, ax = plt.subplots(1,1,tight_layout=True,figsize = (7,1))\n", "\n", "ax.imshow(pv_maj[0].data,vmin=-3.383e-18, vmax=3.825e-18, origin=\"lower\")\n", "ha_pv_region = Rectangle((670,0), 25, 90, edgecolor=\"r\", facecolor=\"none\", lw=1)\n", "ax.add_patch(ha_pv_region)\n", "plt.axis('off')" ] }, { "cell_type": "markdown", "id": "4814ee5c-39e6-4848-8ac0-4d8228829500", "metadata": {}, "source": [ "## Setup masking parameters\n", "Setting up masking parameters is done differently here. Instead of relying on the parameters defined in the parameter file, we now specify the values as arguments when calling `utils_io.generate_3D_mask`. In our first demo, we will use the default parameters originally specified in the parameter file." ] }, { "cell_type": "markdown", "id": "acccaeb2", "metadata": {}, "source": [ "First, you need to download the test fits files from:\n", "\n", "https://www.mpe.mpg.de/resources/IR/DYSMALPY/dysmalpy_optional_extra_files/gs4-43501_h250_21h30.fits.gz\n", "\n", "and \n", "\n", "https://www.mpe.mpg.de/resources/IR/DYSMALPY/dysmalpy_optional_extra_files/noise_gs4-43501_h250_21h30.fits.gz\n", "\n", "You can either copy (or move) these files into your datadir directory, or you can create the envirnoment variables in the terminal as:\n", "\n", "export FDATA_CUBE=/YOUR/DATA/PATH/gs4-43501_h250_21h30.fits.gz\n", "\n", "export FDATA_ERR=/YOUR/DATA/PATH/noise_gs4-43501_h250_21h30.fits.gz" ] }, { "cell_type": "code", "execution_count": 23, "id": "4e6a4b11", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "env: FDATA_CUBE=/Users/jespejo/Dropbox/Postdoc/dysmalpy/dysmalpy/dysmalpy/tests/test_data/gs4-43501_h250_21h30.fits.gz\n", "env: FDATA_ERR=/Users/jespejo/Dropbox/Postdoc/dysmalpy/dysmalpy/dysmalpy/tests/test_data/noise_gs4-43501_h250_21h30.fits.gz\n" ] } ], "source": [ "# You can also run the bash commands from within the notebook as (e.g. a directoy of one of the maintainers):\n", "%env FDATA_CUBE=/Users/jespejo/Dropbox/Postdoc/dysmalpy/dysmalpy/dysmalpy/tests/test_data/gs4-43501_h250_21h30.fits.gz\n", "\n", "%env FDATA_ERR=/Users/jespejo/Dropbox/Postdoc/dysmalpy/dysmalpy/dysmalpy/tests/test_data/noise_gs4-43501_h250_21h30.fits.gz" ] }, { "cell_type": "code", "execution_count": 24, "id": "ec59bef8-f010-4e33-b16a-b3e4f2bdc292", "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "INFO:DysmalPy:dysmalpy.Galaxy:\n", "********************************************************************\n", "*** INFO ***\n", "instrument.fov[0,1]=(37,37) is being reset to match 3D cube (31, 31)\n", "********************************************************************\n", "\n", "INFO:DysmalPy:dysmalpy.Galaxy:\n", "********************************************************************\n", "*** INFO ***\n", "instrument spectral settings are being reset\n", " (spec_type=velocity, spec_start=-1000.00 km / s, spec_step=10.00 km / s, nspec=201)\n", " to match 3D cube\n", " (spec_type=velocity, spec_start=-484.72 km / s, spec_step=34.08 km / s, nspec=29)\n", "********************************************************************\n", "\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "++++++++++++++++++++++++++++++++++++++++++++++++++++++\n", " Creating 3D auto mask with the following settings: \n", " sig_segmap_thresh = 3.25 \n", " npix_segmap_min = 5 \n", " snr_int_flux_thresh = 3 \n", " snr_thresh_pixel = None \n", " sky_var_thresh = 2 \n", " apply_skymask_first = True \n", "++++++++++++++++++++++++++++++++++++++++++++++++++++++\n", "\n", " Masking segmap: used exclude_percentile=15.0\n" ] } ], "source": [ "params = utils_io.read_fitting_params(fname=param_filename)\n", "\n", "# check if the files are inside the datadir, if so load them from there:\n", "if os.path.exists(datadir+\"gs4-43501_h250_21h30.fits.gz\") and os.path.exists(datadir+\"noise_gs4-43501_h250_21h30.fits.gz\"):\n", " gal = utils_io.load_galaxy(params=params, datadir=datadir, skip_mask=True, skip_automask=True)\n", "# if not, load them from the environment variables\n", "else:\n", " params[\"fdata_cube\"] = os.getenv('FDATA_CUBE')\n", " params[\"fdata_err\"] = os.getenv('FDATA_ERR')\n", " gal = utils_io.load_galaxy(params=params, datadir=None, skip_mask=True, skip_automask=True)\n", " \n", "\n", "mask_v1, mask_dict_v1 = utils_io.generate_3D_mask(obs=gal.observations['OBS'],\n", " params=params,\n", " sig_segmap_thresh = 3.25,\n", " npix_segmap_min = 5,\n", " snr_int_flux_thresh = 3,\n", " snr_thresh_pixel = None,\n", " sky_var_thresh = 2,\n", " apply_skymask_first = True \n", " )\n" ] }, { "cell_type": "markdown", "id": "109d9657-a298-472e-aa27-6d86168e1786", "metadata": {}, "source": [ "**Examine mask info**\n", "\n", "Quick look at the integrated spatial flux maps and segmaps" ] }, { "cell_type": "code", "execution_count": 8, "id": "b8592b6d-e0a3-4a0b-a349-52e6ac4ce218", "metadata": {}, "outputs": [ { "data": { "image/png": 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"text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "plotting.plot_3D_data_automask_info(gal.observations['OBS'], mask_dict_v1)" ] }, { "cell_type": "markdown", "id": "e7fb4941-677b-4717-9fe7-76ed50c8756c", "metadata": {}, "source": [ "## Save the mask" ] }, { "cell_type": "code", "execution_count": 9, "id": "45c18fd2-5ef9-45bb-ae80-b4cf15ac3cd9", "metadata": {}, "outputs": [], "source": [ "utils_io.save_3D_mask(obs=gal.observations['OBS'], mask=mask_v1, \n", " filename=datadir+params['fdata_mask'], \n", " save_uncropped_size=True, overwrite=True)" ] }, { "cell_type": "markdown", "id": "d076b827-a8a3-4130-bba6-77c3960ca9f1", "metadata": {}, "source": [ "## Mask inspection (optional)\n", "To examine the masked regions, you can multiply the 3D mask with the data cube which is already done here.\n", "\n", "By default, the mask does not contain spectral unit information in the header. However, this doesn't impact its functionality as a mask, as it matches with the cube's dimensions.\n", "\n", "We once again use PV diagram to inspect if the cubes are sufficiently masked.\n" ] }, { "cell_type": "code", "execution_count": 10, "id": "53d0e663-10a9-46c4-b33f-b6be8fa296f2", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "(-0.5, 1374.5, -0.5, 90.5)" ] }, "execution_count": 10, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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"text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "pv_maj_masked = fits.open(f\"{datadir}/../test_data_masking/gs4-43501_h250_21h30_pvmaj_masked.fits\") \n", "fig, ax = plt.subplots(1,1,tight_layout=True,figsize = (7,1))\n", "plt.imshow(pv_maj_masked[0].data,vmin=-3.383e-18, vmax=3.825e-18,origin=\"lower\")\n", "ha_pv_region = Rectangle((670,0), 25, 90, edgecolor=\"r\", facecolor=\"none\", lw=1)\n", "ax.add_patch(ha_pv_region)\n", "plt.axis('off')" ] }, { "cell_type": "markdown", "id": "d99236b0-b2a7-4b07-8372-b69c19de80e6", "metadata": {}, "source": [ "## Case 2: Data cube free from skylines contamination\n", "In this case only spatial masking is necessasry. To demonstrate it, we use a mock data cube that simulates a low SNR IFU data. The spectral axis in this case represents velocity." ] }, { "cell_type": "code", "execution_count": 11, "id": "a5bebf8e-0754-4272-99ba-13dd6e448fa3", "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "INFO:DysmalPy:dysmalpy.Galaxy:\n", "********************************************************************\n", "*** INFO ***\n", "instrument spectral settings are being reset\n", " (spec_type=velocity, spec_start=-500.00 km / s, spec_step=10.00 km / s, nspec=101)\n", " to match 3D cube\n", " (spec_type=velocity, spec_start=-1000.00 km / s, spec_step=10.00 km / s, nspec=201)\n", "********************************************************************\n", "\n" ] } ], "source": [ "param_filename = datadir+ \"../test_data_masking/lowsn_mock.params\"\n", "datadir = os.sep.join(os.path.dirname(filepath).split(os.sep)[:-1]+[\"tests\", \"test_data_masking\", \"\"])\n", "\n", "params = utils_io.read_fitting_params(fname=param_filename)\n", "gal = utils_io.load_galaxy(params=params, \n", " datadir=datadir, \n", " skip_mask=True, \n", " skip_automask=True,\n", " skip_auto_truncate_crop=True\n", " )" ] }, { "cell_type": "markdown", "id": "de9cdea5-1568-4d80-bb22-15888a739ebd", "metadata": {}, "source": [ "## PV diagram\n", "As previously, the horizontal axis represents the velocity, while the vertical axis represents position. \n", "\n", "In contrast to Case 1, this cube is clearly free from skylines contamination, so no spectral masking is necessary." ] }, { "cell_type": "code", "execution_count": 12, "id": "014e8a6e-a745-4ca8-8afa-d74d054040dc", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "(-0.5, 200.5, -0.5, 50.5)" ] }, "execution_count": 12, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "pv_maj = fits.open(datadir+\"../test_data_masking/lowsn_mock_pvmaj.fits\")\n", "\n", "fig, ax = plt.subplots(1,1,tight_layout=True,figsize = (7,1))\n", "\n", "ax.imshow(pv_maj[0].data,vmin=-0.2, vmax=0.45, origin=\"lower\")\n", "mock_pv_region = Rectangle((80,0), 40, 50, edgecolor=\"r\", facecolor=\"none\", lw=1)\n", "ax.add_patch(mock_pv_region)\n", "plt.axis('off')" ] }, { "cell_type": "code", "execution_count": 13, "id": "5c445b01-967a-45f0-a5ea-3f0d2a039fd7", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "++++++++++++++++++++++++++++++++++++++++++++++++++++++\n", " Creating 3D auto mask with the following settings: \n", " sig_segmap_thresh = 1.5 \n", " npix_segmap_min = 5 \n", " snr_int_flux_thresh = 3 \n", " snr_thresh_pixel = None \n", " sky_var_thresh = 2 \n", " apply_skymask_first = True \n", "++++++++++++++++++++++++++++++++++++++++++++++++++++++\n", "\n" ] } ], "source": [ "mask_v3, mask_dict_v3 = utils_io.generate_3D_mask(obs=gal.observations['OBS'],\n", " params=params,\n", " sig_segmap_thresh = 1.5, #lower than before as the cube is more noisy\n", " npix_segmap_min = 5,\n", " snr_int_flux_thresh = 3,\n", " snr_thresh_pixel = None,\n", " sky_var_thresh = None, #None because this cube doesn't contain skylines\n", " apply_skymask_first = True\n", " )" ] }, { "cell_type": "markdown", "id": "b76e40be-671f-45cd-a95a-8dc43ae19d67", "metadata": {}, "source": [ "**Examine mask info**\n", "\n", "Quick look at the integrated spatial flux maps and segmaps" ] }, { "cell_type": "code", "execution_count": 14, "id": "71a8ee90-5a5b-4d47-8b7d-1bf645f4da46", "metadata": {}, "outputs": [ { "data": { "image/png": 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"text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "plotting.plot_3D_data_automask_info(gal.observations['OBS'], mask_dict_v3)" ] }, { "cell_type": "markdown", "id": "3a669ffc-5e85-44e9-850e-45f69788d2e9", "metadata": {}, "source": [ "## Save the mask" ] }, { "cell_type": "code", "execution_count": 15, "id": "194d0fd6-5416-4ba5-a5d8-2afe57916858", "metadata": {}, "outputs": [], "source": [ "utils_io.save_3D_mask(obs=gal.observations['OBS'], mask=mask_v3, \n", " filename=datadir+params['fdata_mask'], \n", " save_uncropped_size=True, overwrite=True)" ] }, { "cell_type": "markdown", "id": "8d4b4983-7fa7-4a58-a28e-159974b486e3", "metadata": {}, "source": [ "## Mask inspection (optional)" ] }, { "cell_type": "code", "execution_count": 76, "id": "62efdc81-8b81-41a3-8697-19d946b5f04b", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "(-0.5, 200.5, -0.5, 50.5)" ] }, "execution_count": 76, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "pv_maj = fits.open(datadir+\"../test_data_masking/lowsn_mock_pvmaj_masked.fits\")\n", "\n", "fig, ax = plt.subplots(1,1,tight_layout=True,figsize = (7,1))\n", "\n", "ax.imshow(pv_maj[0].data,vmin=-0.2, vmax=0.45, origin=\"lower\")\n", "mock_pv_region = Rectangle((80,0), 40, 50, edgecolor=\"r\", facecolor=\"none\", lw=1)\n", "ax.add_patch(mock_pv_region)\n", "plt.axis('off')" ] } ], "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": "3.11.6" } }, "nbformat": 4, "nbformat_minor": 5 }