# -*- coding: utf-8 -*- """ This python module implements the 2nd order HLL flux Copyright (C) 2016 SINTEF ICT This program is free software: you can redistribute it and/or modify it under the terms of the GNU General Public License as published by the Free Software Foundation, either version 3 of the License, or (at your option) any later version. This program is distributed in the hope that it will be useful, but WITHOUT ANY WARRANTY; without even the implied warranty of MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU General Public License for more details. You should have received a copy of the GNU General Public License along with this program. If not, see . """ #Import packages we need from GPUSimulators import Simulator, Common from GPUSimulators.Simulator import BaseSimulator, BoundaryCondition import numpy as np """ Class that solves the SW equations using the Forward-Backward linear scheme """ class EE2D_KP07_dimsplit (BaseSimulator): """ Initialization routine rho: Density rho_u: Momentum along x-axis rho_v: Momentum along y-axis E: energy nx: Number of cells along x-axis ny: Number of cells along y-axis dx: Grid cell spacing along x-axis dy: Grid cell spacing along y-axis dt: Size of each timestep g: Gravitational constant gamma: Gas constant p: pressure """ def __init__(self, \ context, \ rho, rho_u, rho_v, E, \ nx, ny, \ dx, dy, dt, \ g, \ gamma, \ theta=1.3, \ order=2, \ boundary_conditions=BoundaryCondition(), \ block_width=16, block_height=8): # Call super constructor super().__init__(context, \ nx, ny, \ dx, dy, dt, \ block_width, block_height) self.g = np.float32(g) self.gamma = np.float32(gamma) self.theta = np.float32(theta) self.order = np.int32(order) self.boundary_conditions = boundary_conditions.asCodedInt() #Get kernels self.kernel = context.get_prepared_kernel("cuda/EE2D_KP07_dimsplit.cu", "KP07DimsplitKernel", \ "iiffffffiiPiPiPiPiPiPiPiPi", \ defines={ 'BLOCK_WIDTH': self.block_size[0], 'BLOCK_HEIGHT': self.block_size[1] }, \ compile_args={ 'no_extern_c': True, 'options': ["--use_fast_math"], }, \ jit_compile_args={}) #Create data by uploading to device self.u0 = Common.ArakawaA2D(self.stream, \ nx, ny, \ 2, 2, \ [rho, rho_u, rho_v, E]) self.u1 = Common.ArakawaA2D(self.stream, \ nx, ny, \ 2, 2, \ [None, None, None, None]) def simulate(self, t_end): return super().simulateDimsplit(t_end) def stepEuler(self, dt): return self.stepDimsplitXY(dt) def stepDimsplitXY(self, dt): self.kernel.prepared_async_call(self.grid_size, self.block_size, self.stream, \ self.nx, self.ny, \ self.dx, self.dy, dt, \ self.g, \ self.gamma, \ self.theta, \ Simulator.stepOrderToCodedInt(step=0, order=self.order), \ self.boundary_conditions, \ self.u0[0].data.gpudata, self.u0[0].data.strides[0], \ self.u0[1].data.gpudata, self.u0[1].data.strides[0], \ self.u0[2].data.gpudata, self.u0[2].data.strides[0], \ self.u0[3].data.gpudata, self.u0[3].data.strides[0], \ self.u1[0].data.gpudata, self.u1[0].data.strides[0], \ self.u1[1].data.gpudata, self.u1[1].data.strides[0], \ self.u1[2].data.gpudata, self.u1[2].data.strides[0], \ self.u1[3].data.gpudata, self.u1[3].data.strides[0]) self.u0, self.u1 = self.u1, self.u0 self.t += dt self.nt += 1 def stepDimsplitYX(self, dt): self.kernel.prepared_async_call(self.grid_size, self.block_size, self.stream, \ self.nx, self.ny, \ self.dx, self.dy, dt, \ self.g, \ self.gamma, \ self.theta, \ Simulator.stepOrderToCodedInt(step=1, order=self.order), \ self.boundary_conditions, \ self.u0[0].data.gpudata, self.u0[0].data.strides[0], \ self.u0[1].data.gpudata, self.u0[1].data.strides[0], \ self.u0[2].data.gpudata, self.u0[2].data.strides[0], \ self.u0[3].data.gpudata, self.u0[3].data.strides[0], \ self.u1[0].data.gpudata, self.u1[0].data.strides[0], \ self.u1[1].data.gpudata, self.u1[1].data.strides[0], \ self.u1[2].data.gpudata, self.u1[2].data.strides[0], \ self.u1[3].data.gpudata, self.u1[3].data.strides[0]) self.u0, self.u1 = self.u1, self.u0 self.t += dt self.nt += 1 def download(self): return self.u0.download(self.stream) def check(self): self.u0.check() self.u1.check() pass