Aspects of Differential Geometry and Tensor Calculus in Anholonomic Configuration Space

摘要: Abstract : In the context of finite deformation mechanics, a tangent mapping is anholonomic over some domain when it not gradient motion; conversely, holonomic integrable to motion field everywhere in that domain. This brief report addresses covariant differentiation for four possible choices basis vectors space. As an example from continuum physics, theory applied towards description divergence heat flux.