Journals
  Publication Years
  Keywords
Search within results Open Search
Please wait a minute...
For Selected: Toggle Thumbnails
An ADRS Approximated Riemann Solver in Compatible Lagrangian Method
LIU Yan, MAO Dekang
CHINESE JOURNAL OF COMPUTATIONAL PHYSICS    2020, 37 (2): 140-152.   DOI: 10.19596/j.cnki.1001-246x.8031
Abstract310)   HTML0)    PDF (33795KB)(1201)      
Analyzing advantages and disadvantages of three Riemann solvers of AC(Acoustic), MFCAV(Multi Fluid Channel on Averaged Volume) and HLLC for compressible multimaiterial fluid problems, we constructed an adaptive Riemann solver(ADRS) as a weighted average of three solvers. Rule for designing weights is discussed in detail. ADRS Riemann solver is applied to a compatible cell-centered Lagrangian method which resisting spurious mesh deformation by viewing MFCAV as a modification of AC solver. Numerical examples include Taylor Green vortex problem are given to show efficiency of the method.
Reference | Related Articles | Metrics