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Approximate solution to three point bending equation for a simply supported beam

机译:简支梁三点弯曲方程的近似解

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In this work, the authors present an approximate solution to three point bending equation for a simply supported beam of rectangular section. The deflection of the beam due to a perpendicular point – wise load is estimated for high rates of its curvature. After the deformation of the beam, the shape of its cross sectional area is assumed to remain as is. The proposed solution consists of binomial power series and does not contain elliptic integrals or other special functions. Hence, it may be more appropriate for usual engineering practices.
机译:在这项工作中,作者提出了简单支撑矩形截面梁的三点弯曲方程的近似解。光束由于垂直点的偏转较高的曲率率可以估算最大载荷。在梁变形之后,假定其横截面形状保持原样。所提出的解决方案由二项式幂级数组成,并且不包含椭圆积分或其他特殊函数。因此,它可能更适合常规工程实践。

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