Abstract
Stroh-type formalisms for anisotropic thin plates in literature are reviewed and discussed, and two kinds of hybrid Stroh-type formalisms are compared. It is seen that the two Stroh-type formalisms are essentially equivalent. With simple transfer relations, they can be expressed each other. In addition, with properly defined notation systems, the two Stroh-type formalisms can also be written in unified forms, which will be convenient in applications.
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