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Editorial on Strength of Materials

机译:论材料实力的社论

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The area of materials strength, often known as materials mechanics, is concerned with various methods for computing stresses and strains in structural parts such as beams, columns, and shafts. The properties of the materials, such as yield strength, ultimate strength, Young's modulus, and Poisson's ratio, are taken into account in the methodologies used to forecast the response of a structure under loading and its susceptibility to various failure modes. The macroscopic qualities (geometric properties) of the mechanical element, such as its length, width, thickness, boundary limitations, and sudden changes in geometry, such as holes, are also taken into account. The ability of a material to bear an applied load without failure or plastic deformation is referred to as its strength in material mechanics. The field of material strength is concerned with the forces and deformations that occur when they act on a material. When forces are stated on a unit basis, a load applied to a mechanical part will create internal forces called stresses within the part. The forces acting on the material lead it to deform in a variety of ways, including breaking completely. When the deformations of the material are placed on a unit basis, the deformations are referred to as strain. To determine a mechanical member's load capacity, the stresses and strains that form within it must be calculated. This necessitates a detailed explanation of the member's geometry, constraints, loads applied to the member, and the properties of the material from which it is made.
机译:通常称为材料力学的材料强度面积涉及用于计算结构部件中的应力和菌株的各种方法,例如梁,柱和轴。在用于预测装载下的结构的响应及其对各种故障模式的敏感性的方法中,考虑了材料的性质,例如屈服强度,最终强度,杨氏模量和泊松比。还考虑了机械元件的宏观素质(几何特性),例如其长度,宽度,厚度,边界限制以及几何形状的突然变化,例如孔。在没有故障或塑性变形的情况下承受施加的载荷的材料的能力被称为其材料力学中的强度。材料强度领域涉及当它们作用于材料时发生的力和变形。当在单位基础上陈述力时,施加到机械部分的负荷将在该部分内产生称为应力的内部力。作用于材料的力使其以各种方式变形,包括完全破裂。当将材料的变形放置在单位基础上时,变形称为菌株。为了确定机械构件的负载能力,必须计算在其内形成的应力和应力。这需要对构件的几何,约束,施加到该成员的负载的详细说明,以及所做的材料的性质。

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