 Kirchhoff–Love plate theory

Kirchhoff–Love plate theory is a mathematical framework used to analyze the behavior of thin, flat plates under various loading conditions. It is an extension of classical plate theory, developed by researchers such as Gustav Kirchhoff and Augustin-Louis Cauchy, among others. This theory is especially relevant in civil and mechanical engineering, as it provides insights into the deflections, stresses, and overall behavior of plate structures, which are common in beams, floors, roofs, and other structural elements.