Exact analysis of axially polarized piezoelectric ceramic cylinders with certain uniform boundary conditions

@inproceedings{Ebenezer2003ExactAO,
  title={Exact analysis of axially polarized piezoelectric ceramic cylinders with certain uniform boundary conditions},
  author={D. D. Ebenezer and R. Ram{\'e}sh},
  year={2003}
}
Three exact solutions to the axisymmetric equations governing axially polarized cylinders are first presented. Two of them are the first terms in Bessel and Fourier series expansions of arbitrary boundary conditions on the flat and curved surfaces, respectively. The third is needed to model clamped boundaries. Then, it is shown that cylinders with arbitrary lengthto-radius ratio and certain uniform boundary conditions can be exactly analysed using only these solutions. Other boundary conditions… CONTINUE READING
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