Lower-convected derivative
= Lower-convected derivative
{wiki}
The lower-convected derivative of a covariant tensor is $\overset{\vartriangle}{\mathbf C}=D\mathbf C/Dt+(\nabla\mathbf u)^T\mathbf C+\mathbf C\nabla\mathbf u$.
= Lower-convected derivative
{wiki}
The lower-convected derivative of a covariant tensor is $\overset{\vartriangle}{\mathbf C}=D\mathbf C/Dt+(\nabla\mathbf u)^T\mathbf C+\mathbf C\nabla\mathbf u$.