论文标题
固体和结构弹性模量的通用定律
Universal Law for the Elastic Moduli of Solids and Structures
论文作者
论文摘要
先前发现的晶体材料剪切模量的法律已开发并扩展到固体和结构中的所有弹性模量。先前显示剪切模量仅取决于特定体积。现在，通过将弹性视为特定的体积功率定律，可以在分析和经验上进行分析和经验表明，许多材料和结构的批量模量。该法律得到了实验证据的支持：泡沫，schneebeli二维石墨烯垫，超材料，完全致密的金属，陶瓷和矿物质。这项新的，普遍的，通用的弹性模量法总是描述支持剪切应力的材料，即固体；结果表明，所有弹性模量仅直接取决于特定体积。
A law previously found for shear moduli of crystalline materials is developed and extended to all elastic moduli in solids and structures. Shear moduli were previously shown to depend only on specific volume. The bulk moduli of many materials and structures are now predicted analytically and empirically shown with unerring accuracy by observing the elasticity as a specific volume power law. The law is supported by experimental evidence from: foams, Schneebeli 2-dimensional graphene mats, metamaterials, fully dense metals, ceramics and minerals. This new, generalized, universal, elastic moduli law always describes materials that support shear stresses i.e., solids; it is shown that all elastic moduli are directly dependent only on the specific volume.
