Abstract
In this chapter, we present the plate analysis equations, integrating the local equations when the three absolute values of displacements are low in comparison to the plate thickness, and when the absolute values of the components of displacement vector gradient are much lower than one. We will limit this study to the resultant forces and moments and the inertia forces in the Reissner–Mindlin and Kirchhoff–Love type analyses. First in detail, we look at the hypothesis relating to plates that is explained in great detail. The next part of the chapter deals with the Reissner–Mindlin and Kirchhoff–Love plate theories, the segment following the chapter deals with the plate equations and plate equations in Reissner–Mindlin are calculated in different conditions. Plate equations in Kirchoff–Love analysis are seen and calculations under different conditions are made.
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