In this study, numerical solution procedures by an integral equation method are presented for the large deflection problem of an inclined cantilever by the elastica theory. Inclined cantilever with a load is analyzed ...
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In this study, numerical solution procedures by an integral equation method are presented for the large deflection problem of an inclined cantilever by the elastica theory. Inclined cantilever with a load is analyzed systematically. The problem expressed by a class of nonlinear two-point boundary value problem is transformed into an integral equation by means of integration procedure. Using our numerical scheme, torque-turning angle curves and cantilever configurations are determined for the various loading parameters. Wang's solutions are compared with our solutions obtained by integral equation method. We treat a cantilever with an end load,and various cantilever's shape showing the large deformations in which we can recognize highly nonlinear *** obtained results with various cantilever deformations are visualized by using Mathematica which is powerful computer algebra system.
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