EVENTO
Modeling of material growth in nonlinear elasticity
Tipo de evento: Seminário LNCC
The finite elasticity boundary value problem coupled with nonlinear heat equation and the transplant evolution equation is considered [1] for the purposes of material growth in mechanics and biology. The existence of almost classical solutions is shown. The presented results [1,2] are obtained in collaboration with Pavel I. Plotnikov and Jean-François Ganghoffer.References[1] a joint paper with Pavel I. Plotnikov and Jean-François Ganghoffer in progress.and also[2] MR3256828 Ganghoffer, Jean-François(F-NANC-LM); Plotnikov, Pavel I.(RS-AOSSI-HY); Sokołowski, Jan(F-NANC-LEC) Mathematical modeling of volumetric material growth in thermoelasticity. (English summary) J. Elasticity 117 (2014), no. 1, 111138.from Math Reviews:The authors establish existence of classical local solutions to a quasistatic deformation problem coupled with the energy balance and the growth evolution of a transplant. The volumetric material growth model considered is introduced in the framework of finite elasticity. Some new results for a broad class of growth models in mechanics and biology are also given.
Data Início: 03/08/2015 Hora: 14:00 Data Fim: Hora: 15:30
Local: LNCC - Laboratório Nacional de Computação Ciêntifica - Auditorio B
Comitê Organizador: Jan Sokolowski - Université de Lorraine, Institute Élie Cartan, France - CNRS,INRIA -
