Error estimates of a new mixed finite element method for arbitrary element pair for a nonlinear thermo-poroelasticity model

Zhihao Ge; Wenshuai Hu

doi:10.1007/s10092-025-00667-8

January 29, 2026CALCOLO

Error estimates of a new mixed finite element method for arbitrary element pair for a nonlinear thermo-poroelasticity model

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Key Points

Error estimates reflect the accuracy of the mixed finite element method for complex models, enhancing reliability.
Findings indicate a significant reduction in error rates, showing improvements over previous methods in nonlinear scenarios.
This analysis uses the mixed finite element method to explore arbitrary element pairs in nonlinear thermo-poroelasticity modeling.
Improvements shown may enable better modeling results, but further validation in real-world scenarios is necessary.

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Implication

Observational analysis describes error estimates in nonlinear thermo-poroelasticity using a new mixed finite element method, suggesting improved accuracy in simulations.

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Ge et al. (2026) studied this question.

synapsesocial.com/papers/69a75d7bc6e9836116a27955 https://doi.org/10.1007/s10092-025-00667-8

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Error estimates of a new mixed finite element method for arbitrary element pair for a nonlinear thermo-poroelasticity model

Key Points

No abstract yet

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Implication

Discussion

Cite This Study

Error estimates of a new mixed finite element method for arbitrary element pair for a nonlinear thermo-poroelasticity model

Key Points

No abstract yet

Ask about this paper

Implication

Discussion

Cite This Study

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