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Modeling for the strap combined footings Part I: Optimal dimensioning

机译:表带组合基位建模第一部分:最优尺寸

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This paper presents a new model for the strap combined footings to obtain the most economical contact surface on the soil (optimal dimensioning) to support an axial load and moment in two directions to each column. The new model considers the soil real pressure, i.e., the pressure varies linearly. Research presented in this paper shows that can be applied to the T-shaped combined footings and the rectangular combined footings. The classical model uses the technique of test and error, i.e., a dimension is proposed, and subsequently, the equation of the biaxial bending is used to obtain the stresses acting on each vertex of the strap combined footing, which must meet the conditions following: The minimum stress should be equal or greater than zero, and maximum stress must be equal or less than the allowable capacity that can withstand the soil. Numerical examples are presented to obtain the optimal area of the contact surface on the soil for the strap combined footings subjected to an axial load and moments in two directions applied to each column. Appendix shows the Tables 4 and 5 for the strap combined footings, the Table 6 for the T-shaped combined footings, and the Table 7 for the rectangular combined footings.
机译:本文介绍了表带组合基础的新模型,以获得土壤上最经济的接触表面(最佳尺寸),以支撑每个柱的两个方向上的轴向载荷和时刻。新模型考虑土壤真实压力,即,压力线性变化。本文提出的研究表明,可以应用于T形组合基础和矩形组合基础。经典模型使用测试和误差技术,即提出了维度,随后,使用双轴弯曲的等式来获得作用在表带组合基础的每个顶点上的应力,这必须满足以下条件:最小应力应等于或大于零,最大应力必须等于或小于可承受土壤的允许容量。提出了数值示例以获得用于在施加到每柱的两个方向上经受轴向载荷和瞬间进行轴向载荷和矩的带组合基位的接触表面的最佳区域。附录示出了表格4和5用于表带组合的基础,表6为T形组合基础,以及矩形组合基础的表7。

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