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A study of extreme water waves using a hierarchy of models based on potential flow theory

Authors: Choi, Junho;

A study of extreme water waves using a hierarchy of models based on potential flow theory

Abstract

# User instructions Program that solves the Potential Flow Equations (PFE) on a 3D periodic domain using the modified mid-point scheme. The simulation tracks the evolution of three line solitons as they interact, to produce an eight times higher splash than the initial height of each soliton. ## FILES The code consists of five files:- `pot_sp3.py` is the main file that solves PFE;- `PFE_sp3energy.py`, `PFE_sp3_max.py`, `PFE_sp3_A.py`, and `PFE_sp3_maxA.py` are used for plotting the evolution of energy and maximum, amplitude of solitons in a far field (denoted by A), and maximum divided by A, respectively. After the computation of `pot_sp3.py` is finished, four sets of data are produced:- solutions eta and Phi in "*data/height.pvd*", "*data/psi.pvd*", "*data/varphi.pvd*";- evolution of energy and maximum against time is saved in "*data/potflow3dperenergy.txt"; The computational data can be visualised as follows:- Solutions eta and Phi are pvd files that can be read with Paraview.- Time evolution of energy can be plotted by running file `PFE_sp3_energy.py`.- Time evolution of maximum of eta can be plotted by running file `PFE_sp3_max.py`.- Time evolution of A can be plotted by running file `PFE_sp3_A.py`.- Time evolution of maximum/A can be plotted by running file `PFE_sp3_maxA.py`. Running time table when varying spatial resolution $\Delta x\approx\Delta y=200$. $T$ is the total simulation time defined as $T=t_{end}-t_{0}$ with $t_0=0{\rm s}$. $\Delta t=0.7139{\rm s}$ or $\Delta t BLE=0.005$. In order to change order of basis, modify nCG (currently setting nCG=2). For $N_y$, modify multiple (currently setting mutiple=3), for $\Delta t BLE$ modify dtBLE(currently setting dtBLE=1/200). All simuations were run on 40 cores of Leeds' arc4-HPC. 

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