Analysis demonstrates global existence and decay estimates in solutions for Timoshenko equations, suggesting geometric methods may enhance understanding.
This paper deals with a Timoshenko type equation with strong damping andlogarithmic source terms. The global existence and the decay estimate of the solutionshave been obtained. We reproduce the finite time blow up results of weak solutions bythe combining of the concavity method, perturbation energy method and differential–integral inequality technique. These results extend and improve some recent results inlogarithmic nonlinearity.
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Dınç et al. (2025) studied this question.
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