ON THE CREATION AND PROPAGATION OF SHOCKS IN UNSTEADY FLOWS.

Nima Geffen; Levi Lustman

ON THE CREATION AND PROPAGATION OF SHOCKS IN UNSTEADY FLOWS.

Nima Geffen^*, Levi Lustman

^*Corresponding author for this work

School of Mathematical Sciences

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

Abstract

A theory is presented which virtually solves the problem of shock formation from multidimensional weak discontinuities. It is shown that the mathematical formulation may be considerably simplified, the problem finally reducing to an ordinary differential equation for a scalar quantity. Analytic solutions may be obtained under favorable conditions, not the least of which is knowledge of an analytic solution describing the state into which the wave propagates.

Original language	English
Pages	681-697
Number of pages	17
State	Published - 1975
Event	Unsteady Aerodyn, Symp, Proc - Tucson, AZ, USA Duration: 18 Mar 1975 → 20 Mar 1975

Conference

Conference	Unsteady Aerodyn, Symp, Proc
City	Tucson, AZ, USA
Period	18/03/75 → 20/03/75

Cite this

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title = "ON THE CREATION AND PROPAGATION OF SHOCKS IN UNSTEADY FLOWS.",

abstract = "A theory is presented which virtually solves the problem of shock formation from multidimensional weak discontinuities. It is shown that the mathematical formulation may be considerably simplified, the problem finally reducing to an ordinary differential equation for a scalar quantity. Analytic solutions may be obtained under favorable conditions, not the least of which is knowledge of an analytic solution describing the state into which the wave propagates.",

author = "Nima Geffen and Levi Lustman",

year = "1975",

language = "אנגלית",

pages = "681--697",

note = "Unsteady Aerodyn, Symp, Proc ; Conference date: 18-03-1975 Through 20-03-1975",

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AU - Geffen, Nima

AU - Lustman, Levi

PY - 1975

Y1 - 1975

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AB - A theory is presented which virtually solves the problem of shock formation from multidimensional weak discontinuities. It is shown that the mathematical formulation may be considerably simplified, the problem finally reducing to an ordinary differential equation for a scalar quantity. Analytic solutions may be obtained under favorable conditions, not the least of which is knowledge of an analytic solution describing the state into which the wave propagates.

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AN - SCOPUS:0016618679

SP - 681

EP - 697

T2 - Unsteady Aerodyn, Symp, Proc

Y2 - 18 March 1975 through 20 March 1975

ER -

ON THE CREATION AND PROPAGATION OF SHOCKS IN UNSTEADY FLOWS.

Abstract

Conference

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