General Reduced Forms of Constitutive Relations in the Classical Continuum Mechanics

G. L. Brovko

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General Reduced Forms of Constitutive Relations in the Classical Continuum Mechanics

机译：经典连续体力学中本构关系的一般简化形式

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A theory of constitutive relations describing the resistance of bodies to deformation is developed. This theory takes into account the presence of internal body forces and internal kinematic constraints. A number of axioms and a general reduced form of constitutive relations for classical media are proposed. For simple bodies it is proved that the Il'yushin and Noll constitutive relations are equivalent.

机译：建立了描述物体抗变形能力的本构关系理论。该理论考虑了内部身体力量和内部运动学约束的存在。提出了许多经典媒体的公理和本构关系的一般简化形式。对于简单的物体，证明了伊柳申和诺尔的本构关系是等价的。

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《Moscow university mechanics bulletin》 |2018年第2期|47-50|共4页
作者
G. L. Brovko;
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Moscow State University, Faculty of Mechanics and Mathematics, Leninskie Gory;

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General Reduced Forms of Constitutive Relations in the Classical Continuum Mechanics

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