MULTILEVEL-MULTIGRID ALGORITHM FOR AXISYMMETRIC RECIRCULATING FLOWS.

R. E. Phillips; T. F. Miller; F. W. Schmidt

MULTILEVEL-MULTIGRID ALGORITHM FOR AXISYMMETRIC RECIRCULATING FLOWS.

R. E. Phillips, T. F. Miller, F. W. Schmidt

Applied Research Laboratory (ARL)

Research output: Contribution to conference › Paper › peer-review

7 Scopus citations

Abstract

A multilevel-multigrid computational algorithm is described for axisymmetric recirculating flows. A brief discussion of the basic theory of the multilevel fast solver method is presented. The method is used to calculate two flow fields. The first involves laminar flow in a contraction while the second is a turbulent flow in an expansion. The predictions are compared with experimental data. The influence of different iterative schemes on the computational times is also presented.

Original language	English (US)
Pages	20. 21-20. 25
State	Published - 1985

All Science Journal Classification (ASJC) codes

General Engineering

Cite this

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title = "MULTILEVEL-MULTIGRID ALGORITHM FOR AXISYMMETRIC RECIRCULATING FLOWS.",

abstract = "A multilevel-multigrid computational algorithm is described for axisymmetric recirculating flows. A brief discussion of the basic theory of the multilevel fast solver method is presented. The method is used to calculate two flow fields. The first involves laminar flow in a contraction while the second is a turbulent flow in an expansion. The predictions are compared with experimental data. The influence of different iterative schemes on the computational times is also presented.",

author = "Phillips, {R. E.} and Miller, {T. F.} and Schmidt, {F. W.}",

year = "1985",

language = "English (US)",

pages = "20. 21--20. 25",

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T1 - MULTILEVEL-MULTIGRID ALGORITHM FOR AXISYMMETRIC RECIRCULATING FLOWS.

AU - Phillips, R. E.

AU - Miller, T. F.

AU - Schmidt, F. W.

PY - 1985

Y1 - 1985

N2 - A multilevel-multigrid computational algorithm is described for axisymmetric recirculating flows. A brief discussion of the basic theory of the multilevel fast solver method is presented. The method is used to calculate two flow fields. The first involves laminar flow in a contraction while the second is a turbulent flow in an expansion. The predictions are compared with experimental data. The influence of different iterative schemes on the computational times is also presented.

AB - A multilevel-multigrid computational algorithm is described for axisymmetric recirculating flows. A brief discussion of the basic theory of the multilevel fast solver method is presented. The method is used to calculate two flow fields. The first involves laminar flow in a contraction while the second is a turbulent flow in an expansion. The predictions are compared with experimental data. The influence of different iterative schemes on the computational times is also presented.

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M3 - Paper

AN - SCOPUS:18244416494

SP - 20. 21-20. 25

ER -

MULTILEVEL-MULTIGRID ALGORITHM FOR AXISYMMETRIC RECIRCULATING FLOWS.

Abstract

All Science Journal Classification (ASJC) codes

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