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This paper is the second part of a work devoted to the modelling of thinelastic plates with small, periodically distributed piezoelectric inclusions.We consider the equations of linear elasticity coupled with the electrostaticequation, with various kinds of electric boundary conditions. We derive thecorresponding effective models when the thickness $a$ of the plate and thecharacteristic dimension $\varepsilon $ of the inclusions tend\ together tozero, in the two following situations: first when $a \simeq \varepsilon$,second when $a/\varepsilon$ tends to zero.

Modelling of thin isotropic elastic plates with small piezoelectric  inclusions and distributed electric circuits. Models for inclusions larger or  comparable to the thickness of the plate