Weal-strong uniqueness - K Koumatos.pdf (429.42 kB)
Weak-strong uniqueness for measure-valued solutions to the equations of quasiconvex adiabatic thermoelasticity
journal contribution
posted on 2023-06-10, 02:04 authored by Myrto Galanopoulou, Andreas Panagiotis Vikelis, Konstantinos KoumatosKonstantinos KoumatosThis article studies the equations of adiabatic thermoelasticity endowed with an internal energy satisfying an appropriate quasiconvexity assumption which is associated to the symmetrisability condition for the system. A G°arding-type inequality for these quasiconvex functions is proved and used to establish a weak-strong uniqueness result for a class of dissipative measurevalued solutions.
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- Published
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- Accepted version
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Communications in Partial Differential EquationsISSN
0360-5302Publisher
Taylor & FrancisExternal DOI
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1-43Department affiliated with
- Mathematics Publications
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- Yes
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- Yes
Legacy Posted Date
2021-12-21First Open Access (FOA) Date
2021-12-21First Compliant Deposit (FCD) Date
2021-12-21Usage metrics
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