activity
20122015
most citedOn the Riemann problem for the simplified Bouchut-Boyaval system

6 citations · 9 across the 6 of their papers we have counts for

collaborators

6 papers

math.AP2015

Delta shock wave for a hyperbolic system of conservation laws

Richard De la cruz, Juan C. Juajibioy, Juan Galvis +1

We study the one-dimensional Riemann problem for a hyperbolic system of three conservation laws of Temple class. This systems it is a simplification of a recently propose system of…

math.AP2015

Global weak solutions for a 2X2 balance nonsymmetric system of Keyfitz-Kranzer type

Richar A De La Cruz G, Juan C. Juajibioy, Leonardo Rendon

In this paper we consider the existence of global weak entropy solutions for a particualr nonsymmetric Keyfitz-Kranzer type system, by using the compensated compactness method we g…

math.AP2014

Asymptotic behavior of global entropy solutions for nonstrictly hyperbolic systems with linear damping

Juan C. Juajibioy, Richard A De la Cruz, Leonardo Rendon

In this paper we investigate the large time behavior of the global weak entropy solutions to the symmetric Keyftiz-Kranzer system with linear damping. It is proved that as t tends…

math.AP2013★ 6 cited

On the Riemann problem for the simplified Bouchut-Boyaval system

Richard A. De la cruz Guerrero, Juan Galvis, Juan Carlos Juajibioy +1

In this paper we study the one-dimensional Riemann problem for a new hyperbolic system of three conservation laws of Temple class. This systems it is a simplification of a recently…

math.CA2013

Relaxation limit for Aw-Rascle system

Juan Carlos Juajibioy, Richard de la Cruz Guerrero, Leonardo Rendon

In this paper we apply the Invariant Regions Theory and the Compensated Compactness Method, to study the singular limit of stiff relaxation and domain diffusion for the Cauchy prob…

physics.flu-dyn2012★ 3 cited

The Richardson's Annular effect and a transient solution of oscillating pressure-driven flow in circular pipes

F. J. Camacho, R. Martinez, L. Rendon

In this paper it is shown that the location of the characteristic overshoot of the Richardson's annular effect changes with the Kinematic Reynolds number in the ran…