2019Unpublished venueRequires access

Numerical Simulation of Two-Dimensional Dam-Break Flows

Johannes V. Soulis, Athanasios J. Klonidis

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Abstract

The present study presents a second order accurate implicit numerical scheme for the calculation of unsteady, two-dimensional depth averaged, free-surface flow problems. The introduction of a nonorthogonal, boundary-fitted coordinate system allows the accurate simulation of irregular geometries. The model is used to analyze dam-break flow in a converging-diverging flume. The computed results are compared with measurements and satisfactory agreement is achieved.

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What this paper is about

The present study presents a second order accurate implicit numerical scheme for the calculation of unsteady, two-dimensional depth averaged, free-surface flow problems. The introduction of a nonorthogonal, boundary-fitted coordinate system allows the accurate simulation of irregular geometries. The model is used to analyze dam-break flow in a converging-diverging flume. The computed results are compared with measurements and satisfactory agreement is achieved.

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Available abstract

The present study presents a second order accurate implicit numerical scheme for the calculation of unsteady, two-dimensional depth averaged, free-surface flow problems. The introduction of a nonorthogonal, boundary-fitted coordinate system allows the accurate simulation of irregular geometries. The model is used to analyze dam-break flow in a converging-diverging flume. The computed results are compared with measurements and satisfactory agreement is achieved.

Key concepts: Dam break, Geology, Mechanics, Geography, Physics, Archaeology, Flood myth

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