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20052023
most citedLarge Deflections of Beam Subject to Three-points Bending

45 citations · 217 across the 28 of their papers we have counts for

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physics.class-ph2018★ 5 cited

Large deflections and stability of spring-hinged cantilever beam

Milan Batista

In the article, we investigate the influence of spring on the large deflections and stability of a spring-hinged cantilever subject to conservative tip force. Using the closed form…

physics.class-ph2018

On Stability of Non-inflectional Elastica

Milan Batista

This study considers the stability of a non-inflectional elastica under a conservative end force subject to the Dirichlet, mixed, and Neumann boundary conditions. It is demonstrate…

physics.class-ph2018

On the axisymmetric post-buckling of a thin elastic circular plate under uniform edge pressure

Milan Batista

In this paper, we revised a post-buckling of an elastic circular plate subject to uniform pressure on its edge. The governing von Karman equations are solved by power series method…

physics.class-ph2015★ 38 cited

A Closed Form Solution for Reissner's Planar Finite-Strain Beam Using Jacobi Elliptical Functions

Milan Batista

In the article we introduce an analytical solution for Reissner's large-deflection finite-strain planar beam subject to an end force and a bending moment. The solution is given in…

physics.class-ph2014★ 45 cited

Large Deflections of Beam Subject to Three-points Bending

Milan Batista

In the paper a solution for equilibrium configurations of an elastic beam subject to three points bending is given in terms of Jacobi elliptical functions. General equations are de…

physics.class-ph2008

A Simple Throw Model for Frontal Vehicle-Pedestrian Collisions

Milan Batista

This paper discusses a simple theoretical throw model for frontal vehicle-pedestrian collisions. The model is based on the simple assumption that pedestrian movement after impact c…