Cantera matlab help12/28/2023 ![]() savefig ( output_path / "figure_T_max_a_max. unlink ( missing_ok = True ) def names ( test ): if hdf_output : # use internal container structure for HDF file_name = output_path / "flame_data.h5" return file_name, test # use separate files for YAML file_name = output_path / f " $ ' ) plt. hdf_support () if hdf_output : file_name = output_path / "flame_data.h5" file_name. mkdir ( parents = True, exist_ok = True ) hdf_output = "native" in ct. When using Cantera, the first thing you usually need is an object representing some phase of matter. ![]() We have instructions for many platforms in our Installation section. 1 Link Answered: Edric Ellis on I have been trying recently to make use of Cantera in a batch job. solve ( loglevel = 0, auto = True ) # Define output locations output_path = Path () / "diffusion_flame_extinction_data" output_path. First, you'll need to install Cantera on your computer. T ) # Initialize and solve print ( 'Creating the initial solution' ) f. ![]() set_refine_criteria ( ratio = 3.0, slope = 0.1, curve = 0.2, prune = 0.03 ) # Define a limit for the maximum temperature below which the flame is # considered as extinguished and the computation is aborted temperature_limit_extinction = max ( f. T = 500 # K # Set refinement parameters f. CounterflowDiffusionFlame ( gas, width = width ) # Define the operating pressure and boundary conditions f. Solution ( reaction_mechanism ) width = 18.e-3 # 18mm wide f = ct. Information on how to locate and work with Cantera input files (which contain the thermodynamic, transport, and chemical kinetic information for the phases of interest). Requires: cantera >= 3.0, matplotlib >= 2.0 Keywords: combustion, 1D flow, diffusion flame, strained flame, extinction, saving output, plotting """ from pathlib import Path import numpy as np import matplotlib.pyplot as plt import cantera as ct # PART 1: INITIALIZATION # Set up an initial hydrogen-oxygen counterflow flame at 1 bar and low strain # rate (maximum axial velocity gradient = 2414 1/s) reaction_mechanism = 'h2o2.yaml' gas = ct. Also, please don't forget to cite it if you make use of it. Please refer to this publication for a detailed explanation. The tutorial makes use of the scaling rules derived by Fiala and Sattelmayer (doi:10.1155/2014/484372). A hydrogen-oxygen diffusion flame at 1 bar is studied. """ This example computes the extinction point of a counterflow diffusion flame. See License.txt in the top-level directory or # at for license and copyright information.
0 Comments
Leave a Reply.AuthorWrite something about yourself. No need to be fancy, just an overview. ArchivesCategories |