Generalized Micromorphic solids and fluids

摘要: Abstract Micromorphic theory (MMT) envisions a material body as continuous collection of deformable particles; each possesses finite size and inner structure. It is considered the most successful top-down formulation two-level continuum model, in which deformation expressed sum macroscopic internal microscopic In this work, kinematics including objective Eringen tensors introduced. Balance laws are derived by requiring energy equation to be form-invariant under generalized Galilean transformation. The constitutive theories for solid fluid formulated. Applications MMT micro/nanoscale discussed.