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Calculating three-dimensional fluid flows at all speeds with an Eulerian- Lagrangian computing mesh. (English) Zbl 0294.76016

76D05 Navier-Stokes equations for incompressible viscous fluids
39A10 Additive difference equations
65Z05 Applications to the sciences
Full Text: DOI
[1] Hirt, C.W.; Amsden, A.A.; Cook, J.L.; Amsden, A.A.; Hirt, C.W., YAQUI: an arbitrary Lagrangian-Eulerian computer program for fluid flow at all speeds, J. computational phys., Los alamos scientific laboratory report LA-5100, 14, 227, (1973) · Zbl 0292.76018
[2] Harlow, F.H.; Amsden, A.A., J. computational phys., 8, 197, (1971)
[3] Rizzi, A.W.; Inouye, M., Aiaa j., 11, 1478, (1973)
[4] Cline, M.C.; Hoffman, J.D., J. computational phys., 12, 1, (1973)
[5] Williams, G.P., J. fluid mech., 37, 727, (1969)
[6] Briley, W.R., J. computational phys., 14, 8-28, (1974)
[7] Caretto, L.S.; Gosman, A.D.; Patankar, S.W.; Spalding, D.B., Two calculation procedures for steady, three-dimensional flows with recirculation, () · Zbl 0255.76031
[8] Hirt, C.W.; Cook, J.L., J. computational phys., 10, 324-340, (1972)
[9] Johnson, W.E., TRIOIL (A three-dimensional version of the OIL code), Gulf general atomic, San Diego, report GAMD-7310, (June 1, 1967)
[10] Wilkins, M.L.; French, S.J.; Sorem, M., Finite-difference schemes for calculating problems in three space dimensions and time, () · Zbl 0271.76012
[11] Pracht, W.E.; Brackbill, J.U., BAAL: A code for calculating three-dimensional fluid flows at all speeds with an eulerian-Lagrangian computing mesh, Los alamos scientific laboratory report, (1974), to be published
[12] Brackbill, J.U.; Pracht, W.E., J. computational phys., 13, 455-482, (1973)
[13] Amsden, A.A.; Hirt, C.W., J. computational phys., 11, 348-359, (1972)
[14] \scR. A. Gentry, L. R. Stein AND C. W. Hirt, “Blast Loading on Three-Dimensional Structures,” manuscript in preparation. · Zbl 0366.76027
[15] \scJ. U. Brackbill, Los Alamos Scientific Laboratory, private communication (1974).
[16] \scW. E. Pracht, “Particulate Transport in Three-Dimensional Fluid Flows Through Curved and Bifurcating Vessels,” manuscript in preparation.
[17] Hotchkiss, R.S.; Hirt, C.W., Particulate transport in highly distorted three-dimensional flow fields, ()
[18] Hirt, C.W.; Cook, J.L., Perspective displays for three-dimensional finite difference calculations, J. computers fluids, (1974), accepted for publication · Zbl 0338.76016
[19] Hirt, C.W.; Harlow, F.H., J. computational phys., 2, 114-119, (1967)
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