|September 28, 2010, 08:39||
problem with second order backward Euler scheme
Join Date: Jul 2009
Posts: 25Rep Power: 8
I want to solve my problem transiently which has already been solved in steady state.
I specify the steady state result as initial file and get the solution with "First order backward Euler". But with "Second order backward Euler" the solver crashes at the start. I change the time step but no success, help please...
|September 28, 2010, 18:54||
Join Date: Mar 2009
Location: Sydney, Australia
Posts: 11,290Rep Power: 88
Second order schemes are always less numerically stable than first order. Usually you can get around this with a small initial time step which you ramp up later. Alternately you can start with first order and switch to second order once things have settled down.
Usually it is only the initial transient which causes the convergence problems and as once you have got past the initial bit it works fine.
|Thread||Thread Starter||Forum||Replies||Last Post|
|Divergence Only with Second Order Discretization||RyGuy||FLUENT||0||August 6, 2009 11:03|
|Submerged fin, Convergence problem||supermouniette||FLUENT||10||July 6, 2009 10:47|
|Backward Euler||smagmon||CFX||3||April 16, 2009 08:10|
|Runge Kutta Method||CFDtoy||Main CFD Forum||12||May 22, 2005 13:00|
|Periodic flow boundary condition problem||sudha||FLUENT||3||April 28, 2004 08:40|