article

Kamel Hamdache and Djemila Hamroun and Asma Louardani


Modelisation Group (2016) : Global weak solutions to a model of micropolar fluids with maxwell-cattaneo heat transfer law. Nonlinear Analysis




Global weak solutions to a model of micropolar fluids with maxwell-cattaneo heat transfer law. Nonlinear Analysis

Kamel Hamdache and Djemila Hamroun and Asma Louardani




article

Nonlinear Analysis

This work is devoted to the study of a system describing the dynamics of a heated micropolar fluid under the action of an applied magnetic field. The heat transfer is subjected to Maxwell–Cattaneo law instead of the usual Fourier law. Thanks to regularization and compactness methods the global existence in time of weak solutions with finite energy has been proved.

To cite this publication :


Kamel Hamdache, Djemila Hamroun, Asma Louardani: Global weak solutions to a model of micropolar fluids with maxwell-cattaneo heat transfer law. Nonlinear Analysis. Dans: Nonlinear Analysis, (142), p. 69-96, 2016.





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