EXISTENCE AND UNIQUENESS OF SMOOTH SOLUTION FOR SYSTEM OF FERROMAGNETIC CHAIN

1991Computer Science被引 70

摘要

In this paper, we are going to consider the initial value problem with periodic boundarycondition and the Cauchy problem associated with the system of ferromagnetic chain withthe Gilbert damping term Z_t=-eZ×(Z×Z_(zz)+Z×Z_(zz), (e≥0).The existence of a unique smooth solution is established by using the technique of spatialdifference and crucial a priori estimates of higher-order derivatives in Sobolev spaces.

引用本文（GB/T 7714）

Yingyao Zhou, Bin Guo, Shang-wang Tan, 等. EXISTENCE AND UNIQUENESS OF SMOOTH SOLUTION FOR SYSTEM OF FERROMAGNETIC CHAIN[J]. 未知来源, 1991.

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