与熵平衡有关的积分微分系统的奇异极限
Singular limit of an integrodifferential system related to the entropy balance
摘要：
根据微力的熵方程和动量平衡，建立了描述具有热记忆相变的热力学模型。在适当的意义下，当记忆核序列收敛于Dirac δ的倍数时，证明了相关的积分微分方程组的收敛性结果和误差估计.
英文摘要：
A thermodynamic model describing phase transitions with thermal memory, in terms of an entropy equation and a momentum balance for the microforces, is adressed. Convergence results and error estimates are proved for the related integrodifferential system of PDE as the sequence of memory kernels converges to a multiple of a Dirac delta, in a suitable sense.
机构、总结、中文摘要均由AI分析而来，可能存在错误，请以论文正文为准。
