#!/usr/bin/env python3
# -*- coding: utf-8 -*-
# ---------------------------------------------------------------------
#
# _____ _ _ _ _____ _____
# | ____|__| | ___| |_ _____(_)___ ___| ___| ____|
# | _| / _` |/ _ \ \ \ /\ / / _ \ / __/ __| |_ | _|
# | |__| (_| | __/ |\ V V / __/ \__ \__ \ _| | |___
# |_____\__,_|\___|_| \_/\_/ \___|_|___/___/_| |_____|
#
#
# Unit of Strength of Materials and Structural Analysis
# University of Innsbruck,
# 2017 - today
#
# Matthias Neuner matthias.neuner@uibk.ac.at
#
# This file is part of EdelweissFE.
#
# This library is free software; you can redistribute it and/or
# modify it under the terms of the GNU Lesser General Public
# License as published by the Free Software Foundation; either
# version 2.1 of the License, or (at your option) any later version.
#
# The full text of the license can be found in the file LICENSE.md at
# the top level directory of EdelweissFE.
# ---------------------------------------------------------------------
# Created on Mon Sep 24 13:52:01 2018
# @author: matthias
"""
Parallel implementation of the NED solver.
"""
import edelweissfe.utils.performancetiming as performancetiming
from edelweissfe.numerics.dofmanager import DofVector
from edelweissfe.numerics.parallelizationutilities import (
getNumberOfThreads,
reportThreadAvailability,
)
from edelweissfe.solvers.base.parallelelementcomputation import (
computeElementsInParallelForExplicit,
)
from edelweissfe.solvers.nonlinearexplicitdynamic import NED
from edelweissfe.timesteppers.timestep import TimeStep
[docs]
class NEDParallel(NED):
identification = "NEDPSolver"
[docs]
def beginStep(self, step, model, fieldOutputController, outputmanagers):
reportThreadAvailability(getNumberOfThreads(), self.journal, self.identification)
return super().beginStep(step, model, fieldOutputController, outputmanagers)
[docs]
@performancetiming.timeit("elements")
def computeElements(
self,
elements: list,
U_np: DofVector,
dU: DofVector,
P: DofVector,
timeStep: TimeStep,
) -> DofVector:
return computeElementsInParallelForExplicit(elements, U_np, dU, P, timeStep)