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Coupling Code for Numerical Tools

CoCoNuT is a light-weight Python package for efficient partitioned multi-physics simulations, with a focus on fluid-structure interaction. Thanks to its fully modular approach, the package is versatile and easy to extend. It is available under the GPL-3.0 license.

Introduction

The Coupling Code for Numerical ToolsCoCoNuT in short — follows a partitioned approach to solve multi-physics problems: existing single-physics solvers are coupled through a Python interface. This has the advantage that dedicated, highly-optimized single-physics solvers can be used. To use the code with a new solver (open source or commercial), a so-called solver wrapper is written to take care of the communication with CoCoNuT. All other CoCoNuT components, such as mapping for non-conformal meshes, are solver-independent and are easily swapped thanks to CoCoNuT's modular architecture.

CoCoNuT is under active development by the Fluid Mechanics research team at Ghent University. Our specialization is partitioned fluid-structure interaction. We develop high-performance quasi-Newton algorithms to accelerate convergence of the coupled problem, and apply these techniques to diverse fluid-structure interaction applications such as wind turbines, tube bundles and flexible aircraft.

The full documentation of the CoCoNuT package can be found at the documentation website.

Installation

These instructions describe the setup of CoCoNuT on Linux. The package has not been tested on Windows or macOS, so compatibility is not guaranteed, although we do not expect major issues.

Requirements

  • python>=3.6.8
  • numpy>=1.19.5
  • scipy>=1.3.0
  • pandas>=1.0.0 (required for Kratos solver wrapper)
  • matplotlib=3.1.3 (recommended)

We recommend Anaconda 2019.07 or newer.

Installation procedure

CoCoNuT does not need to be compiled, hence installation is straightforward. The source code can be downloaded as a zip file, or cloned directly from GitHub. For users that have no experience with Git or GitHub, we recommend the first option. The second option makes it easier to update the software and contribute to the code.

Option 1: download zip

  • Download the source code from GitHub.
  • Unzip to a folder coconut. If the folder is unzipped in Windows, some file permissions may change and some tests or examples may not run out of the box.

Option 2: clone source

  • Choose or create a directory to install CoCoNuT.
  • Move to this directory.
  • Clone the GitHub repository with SSH or HTTPS by executing one of the following commands.

    • With SSH:
    git clone git@github.com:pyfsi/coconut.git
    
    • With HTTPS:
    git clone https://github.com/pyfsi/coconut.git
    

After the code has been downloaded or cloned, the coconut folder must be added to the user's Python path. For example, with a folder structure like

/some/absolute/path/
    coconut/
        coupling_components/
        data_structure/
        ...
        README.md

coconut can be added to your Python path by executing the following line:

export PYTHONPATH=/some/absolute/path:$PYTHONPATH

This line can also be added to your .bashrc file.

Checking the solver modules

Before using CoCoNuT, it is necessary to adapt some system specific commands in the solver_modules.py file in the coconut folder. This file has the commands to load solver modules in separate environments when running a case, to avoid conflicts. As these commands are system specific, it is important to check this file before testing CoCoNuT. The file contains a nested dictionary solver_load_cmd_dict, which has keys such as ugent_cluster_SL6.3 or ugent_cluster_CO7 denoting the machine on which CoCoNuT is installed. In their turn, each of these dictionaries contains keys for all solvers that are available on that machine and can be used in CoCoNuT. The values are strings containing terminal commands to load the software, thus setting the environment which allows running the solver. For example, on the UGent cluster, the Lmod system is used, but there is no general guideline on how to make the solvers' software available as long as it is compatible with your system's command-line-interface. If multiple commands are needed, they should appropriately be separated within the string. For example in a Linux terminal the semicolon (;) or double ampersand (&&) can be used. Since machine_name is set to ugent_cluster_CO7, this dictionary is used by default. In case your system differs from the ugent_cluster_CO7 settings, it is advised to add your own internal dictionary to solver_load_cmd_dict and provide this key to machine_name. If a solver module is not present on your system the key should be removed. If a solver module is always present, i.e. no module load command or similar action is needed, an empty string should be given as value. When CoCoNuT tries to use a solver module that is not present in the solver_load_cmd_dict or that has the wrong value, an error will be raised.

Quick test

We recommend to run the unit tests at the end of the installation, to make sure that everything works.

  • Ensure that coconut is included in your Python path.
  • Move to the coconut/tests directory.
  • Run the fast unit tests (excluding the non-Pythonic solvers) by executing the following line:
    python3 run_tests.py
    
  • Or choose to include the solver wrapper tests by using the keyword -all as follows
    python3 run_tests.py -all
    
    More information on running tests can be found here.

Getting started

Once the CoCoNuT package has been successfully installed, it is time to run a first coupled simulation. For this purpose, we give a step-by-step guide of an example case included in the source code.

In this example the fluid-structure interaction (FSI) problem of a pressure wave propagating through an elastic tube in incompressible flow is calculated [1, 2]. For both the flow and structural solver, we use 1D Python-solvers that are included in CoCoNuT. This has the advantage that no external single-physics solvers must be installed for this example. Furthermore, the 1D solvers are very fast, so that a full transient FSI calculation can be done in this example. Other example cases in the source code solve the same FSI problem with ANSYS Fluent or OpenFOAM as flow solver and Abaqus or Kratos as structural solver.

We start by creating a variable COCO in which we can store the path to the folder in which CoCoNuT is installed. We will use this variable to avoid any confusion about relative or absolute paths in this tutorial. Using the example installation location from above:

COCO=/some/absolute/path

We can now navigate to the folder of the example we will simulate.

cd $COCO/coconut/examples/tube/tube_flow_tube_structure/
This folder serves as main directory to set up and run the FSI simulation from in CoCoNuT. The file parameters.json will be used to run the actual FSI simulation, but we will come back to that later. First we must set up both single-physics solvers separately. This setup is typically done outside CoCoNuT by the user, as it is solver and case specific. In this case we provide a script setup_case.py that sets up both solvers using the files in the folder ../setup_files. When the script is run with

python3 setup_case.py

new folders CFD and CSM appear, as well as the file run_simulation.py. The CFD folder contains all files required to start a simulation of the flow in the tube. Analogously, the CSM folder contains all files required to start a simulation of the tube structure.

We can now start the FSI simulation in CoCoNuT by running the Python file run_simulation.py:

python3 run_simulation.py

The simulation should start, first printing the CoCoNuT ASCII-banner and some information about the settings of the FSI simulation. Then the simulation itself starts: in each time step, the residual is given for every coupling iteration. When the simulation has finished, a summary about the computational effort is printed.

Let us now take a closer look at the two files that are used to run CoCoNuT. The Python file run_simulation.py typically does not have to be adapted by the user. Its task is to read in the settings file parameters.json and launch a simulation using those settings. The file parameters.json is a collection of settings that is written in JSON format. JSON is a language-independent text format that is easy to read and write, and is used for data-exchange. It consists mainly of key-value pairs, and can hence be easily converted to a (nested) Python dictionary. While the keys are always strings, the values can be strings, numbers, arrays, booleans or nested JSON objects (nested dictionaries). Before you read on, it can be useful to familiarize yourself with the JSON syntax. In what follows, we will use Python terminology (dictionary, list, boolean, etc...) to refer to the structure and the values in the JSON file.

The JSON file is built up in a hierarchical way that represents the objects created in the CoCoNuT simulation. At the highest level, the dictionary contains two keys: settings and coupled_solver. The value given to the settings key is a nested dictionary, which contains a single key-value pair that sets the number of time steps to be simulated. The value given to the coupled_solver key is a special dictionary, because it has the type key. CoCoNuT will generate an object of the specified type, namely coupled_solvers.iqni. This refers to the class defined in the file $COCO/coconut/coupling_components/coupled_solvers/iqni.py: the CoupledSolverIQNI class. Note that the value in type always refers to a file located in $COCO/coconut/coupling_components. The dictionary under settings is used to initialize an instance of this class. In this case the initial time timestep_start, the time step delta_t and some other parameters must be given. The coupled solver is the main class that determines how the two single-physics solvers are coupled. The dictionary that is given to the coupled_solver key contains next to type and settings three other key-value pairs. These will generate other objects: the fact that they are given in the coupled_solver dictionary means that these objects will be created by the coupled solver object.

predictor will generate an object of the PredictorLinear class found in the file $COCO/coconut/coupling_components/predictors/linear.py. This class requires no additional settings for its initialization. The predictor object is used to extrapolate the solution to the next time step.

convergence_criterion will generate an object of the ConvergenceCriterionOr class found in the file $COCO/coconut/coupling_components/convergence_criteria/or.py, using the given settings for its initialization. The convergence criterion is used to determine when CoCoNuT should move to the next time step. In this case the or criterion is used, which signals convergence when one or both underlying criteria are satisfied. These underlying criteria are instances of the ConvergenceCriterionIterationLimit and ConvergenceCriterionRelativeNorm classes defined in respectively $COCO/coconut/coupling_components/convergence_criteria/iteration_limit.py and $COCO/coconut/coupling_components/convergence_criteria/relative_norm.py. This means that CoCoNuT will move to the next time step after 15 iterations or when the 2-norm of the residual has decreased six orders of magnitude.

solver_wrappers is a list of two solver wrapper objects, which will communicate with the two single-physics solvers, in this case the 1D flow solver and the 1D structural solver. The first dictionary in the list will generate an instance of the SolverWrapperTubeFlow class found in $COCO/coconut/coupling_components/solver_wrappers/python/tube_flow_solver.py. An important setting to generate this object is the working_directory, which refers to the folder CFD that we created with the case files of the flow solver. All files written by the flow solver will also appear in this folder. We would now expect the second dictionary to generate a solver wrapper to communicate with the structural solver, i.e. an instance of the SolverWrapperTubeStructure class found in $COCO/coconut/coupling_components/solver_wrappers/python/tube_structure_solver.py. This is not the case however: the flow and structural solvers typically use a different geometrical discretization (computational grid or mesh), hence they cannot readily be coupled in CoCoNuT. To overcome this issue, we put a layer of mapping around one of the solver wrappers. This is done with the SolverWrapperMapped class found in $COCO/coconut/coupling_components/solver_wrappers/mapped.py. The mapped solver wrapper interpolates all data flowing between the coupled solver and the real solver wrapper. The mapped solver wrapper itself contains three objects: the actual solver wrapper (SolverWrapperTubeStructure class), and mappers for respectively the input and the output of the solver wrapper (both MapperInterface class, found in $COCO/coconut/coupling_components/mappers/interface.py).

The concept of the mapped solver wrapper illustrates the modularity of CoCoNuT. As far as the coupled solver is concerned, the mapped solver wrapper acts exactly as a real solver wrapper. The real solver wrapper does not know about the mapping at all: it acts as if it directly communicates with the coupled solver. Furthermore, the interpolation method can be easily changed by swapping the mappers in the mapped solver wrapper: the current linear interpolation scheme can for example be replaced by a radial basis scheme by changing mappers.linear to mappers.radial_basis.

Now try to change some settings in the JSON file, such as the mappers, the time step or the maximum number of coupling iterations, and rerun the coupled simulation.

After a simulation is finished, it can be useful to visualize the output quantities (i.e. displacement, pressure and in general also shear). For the FSI-simulation we have just performed, post-processing has already been implemented in the file $COCO/coconut/examples/post_processing/. It requires the save_results setting in the coupled_solver part of the JSON-file to be set on true, which is for all examples done by default. As an example, we will generate an animation by running the animate_example.py file:

python3 $COCO/coconut/examples/post_processing/animate_example.py

Animations of the displacement and pressure will be shown.

Pressure animation Displacement animation

Overview of the code

The CoCoNuT package consists of 5 main folders: coupling_components, data_structure, docs, examples and tests. To give a general understanding of how the code is structured, we give a brief description of the purpose of each folder. The documentation website mirrors this folder structure and the folder names below link to the corresponding page.

coupling_components

This folder contains the basic building blocks of CoCoNuT, which can be used to set up a coupled simulation. This includes among others the solver wrappers, to communicate with single-physics solvers, and the mappers, which provide interpolation between non-conforming meshes present in the different single-physics solvers.

data_structure

This folder contains the data structure that is used internally in CoCoNuT to store and pass around information obtained from the single-physics solvers. The data structure relies on NumPy arrays for efficient storage and manipulation of data.

docs

This folder serves to automatically generate the documentation website, based on the MarkDown documentation files that are present throughout the code.

examples

This folder contains examples of several fluid-structure interaction cases, which can serve as starting point for settings up the user's own simulation. They also provide insight into the capabilities of CoCoNuT.

tests

This folder contains the unit tests. These are created for each piece of code that is added to CoCoNuT and are run regularly, to avoid bugs.

References

[1] Delaissé N., Demeester T., Haelterman R. and Degroote J., "Quasi-Newton methods for partitioned simulation of fluid-structure interaction reviewed in the generalized Broyden framework", Archives of Computational Methods in Engineering, vol. 30, pp. 3271-3300, 2023.

[2] Delaissé N., Demeester T., Fauconnier D. and Degroote J., "Surrogate-based acceleration of quasi-Newton techniques for fluid-structure interaction simulations", Computers & Structures, vol. 260, pp. 106720, 2022.