Accelerated computation of viscous incompressible flows with heat transfer Article

Lee, S, Dulikravich, GS. (1991). Accelerated computation of viscous incompressible flows with heat transfer . Numerical Heat Transfer, Part B: Fundamentals, 19(2), 223-241. 10.1080/10407799108944965

cited authors

  • Lee, S; Dulikravich, GS

authors

abstract

  • A new method for enhancing the convergence rates of iterative schemes for the numerical integration of systems of partial differential equations has been developed. It is termed the distributed minimal residual (DMR) method. The DMR method has been applied to incompressible Navier-Stokes equations with heat transfer. All numerical lest cases were obtained using explicit four-stage Runge-Kutla or Euler implicit lime integration. The DMR method was found to reduce compulation lime by 20–60%, depending on the test case. The formulation for the DMR method is general in nature and can be applied to explicit and implicit iterative algorithms for arbitrary systems of partial differential equations. © 1991 by Hemisphere Publishing Corporation.

publication date

  • January 1, 1991

published in

Digital Object Identifier (DOI)

start page

  • 223

end page

  • 241

volume

  • 19

issue

  • 2