Titlebook: Analysis of Piezoelectric Semiconductor Structures; Jiashi Yang Book 2020 Springer Nature Switzerland AG 2020 Piezoelectricity.semiconduct

Engaging

I. The RHS model for decaying states,le only in a few relatively special cases. Most of them are based on the linearized theory. Section 2.1 is simple but nontrivial. Section 2.2 is a one-dimensional problem mathematically in the sense that there is only one spatial variable. Sections 2.3, 2.4, and 2.5 are antiplane problems. Section 2

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高談闊論

V. A remark concerning generalization,pter, we derive two-dimensional equations for thin plates of piezoelectric semiconductors [1, 2]. We follow R.D. Mindlin’s approach [3–5], beginning from the three-dimensional equations with power series expansions in the plate thickness coordinate and then truncating the expansions to obtain low-or

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,III. The conjugate space of Φ,tation is used, along with the summation convention for repeated tensor indices and the convention that a comma followed by an index denotes partial differentiation with respect to the coordinate associated with the index. A superimposed dot represents a time derivative.

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Adjourn

V. A remark concerning generalization,In this chapter we study thermal effects in piezoelectric semiconductor structures through pyroelectric and thermoelastic couplings. Both homogeneous and composite structures are considered.

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Extension of Rods,Piezoelectric semiconductor rods or fibers of ZnO in extensional deformation are widely used in devices [1]. This chapter begins with the establishment of a one-dimensional model for the extension of thin rods, followed by a series of static and dynamic problems.

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