Derives homogenized dispersive evolution equations for isentropic gas in periodically varying pipes and shows numerically that solutions form solitary waves rather than shocks.
Solving Boundary-Value Problems for Systems of Hyperbolic Con- servation Laws with Rapidly Varying Coefficients,
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Homogenized Equations for Isentropic Gas in a Pipe with Periodically-Varying Cross-Section
Derives homogenized dispersive evolution equations for isentropic gas in periodically varying pipes and shows numerically that solutions form solitary waves rather than shocks.