Derive equation of motions of classical laminated plate theory in details step-step using Energy Approach and Elasticity Approach

Derive equation of motions of classical laminated plate theory in details step-step (showing integration by part steps in details where it needed) using two approach
1 Energy Approach (Hamilton Principle),
2 Elasticity Approach (Equation of motion of elasticity)
Note:
1-Please referee all symbols and sign convention with reference to Book attached:
Mechanics of Laminated Composite Plates and Shell – Theory and Analysis
J. N. Reddy
2-Outputs are in form of word file
3-All equations are printed using Equation symbols
4-All equations are editable for fonts, colors, etc