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本文提出了一个固体强度的构元论模型。在模型中,固体被看作是由多级构元组成,构元间的强度取决于单位体积的结合能(内体能),本文可用作强度数量级的计算。固体的强度与最大构元尺寸成反比,与构元单位界面的结合能成正比,外部能量作用可用单位体积的能量来表示(外体能),内外体能是工艺,测试的理论基础。固体的脆性和塑性取决于固体内部的引力势和切变势的关系。本文提出了地表三态(分散飞扬态、凝聚态、松散堆积态)形成规律的设想。
This paper presents a theoretical model of solid strength. In the model, solids are considered as composed of multilevel elements whose strength depends on the binding energy per unit volume (endosomal energy), which can be used as an order of magnitude of strength. The strength of the solid is inversely proportional to the size of the largest element, which is directly proportional to the unit interface of the element. The energy of the external energy can be represented by the energy per unit volume (external body energy), and the internal and external body energy is the theoretical basis of the process and test. Solid brittleness and plasticity depend on the relationship between the gravitational potential and the shear potential inside the solid. In this paper, the assumption of the formation of ternary surface (scattered state, condensed state, loosely accumulated state) is proposed.