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The other one is formulated on the basis of a grand master creep rupture curve built by means of a non-dimensional effective stress and the Larson Miller parameter.
All representations of the hierarchy are rotationally invariant and the numerical method is formulated on fully unstructured triangular and quadrilateral meshes using a implicit discontinuous Galerkin formulation.
In this paper we propose an analytical formulation of the dynamical behaviour of complex and open physical systems which is formulated on the total thermodynamic phase space using the contact form associated with Gibbs' relation.
The optimization criterion is formulated on the basis of a dimensionless objective function.
The design problem is formulated on the ground of a statical approach.
Each is formulated on a different premise with different underlying assumptions.
The model is formulated on the cubed-sphere in order to avoid polar singularities.
The method is formulated on a non-orthogonal coordinate system in collocated primitive variables.
A conservative discretization of the ocean primitive equations for global ocean dynamics is formulated on an unstructured grid.
The perturbation method is used for solving the problem which is formulated on the basis of Hamilton's principle.
An analytical model is formulated on the basis of the confinement stress as expressed in a function of sleeve dimensions.
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