Sentence examples for conservative formulation from inspiring English sources

Csík, M. Ricchiuto, H. Deconinck, A conservative formulation of the multidimensional upwind residual distribution schemes for general nonlinear conservation laws, J. Comput.

Applied to a conservative formulation of the gyrokinetic system, a finite-volume approach expresses local conservation discretely in a natural manner involving the calculation of normal fluxes at cell faces.

A locally conservative formulation allows efficient implementation and easy incorporation into existing compressible flow solvers.

Discretizations of two-fluid flow problems in conservative formulation generally exhibit pressure oscillations.

A fully conservative formulation can be obtained even in the Lagrangian limit.

It also explains why high order temporal accuracy is achieved with a conservative formulation of the incompressible Navier Stokes equations, while only first order time accuracy is observed with the non-conservative formulation and all time-integrators investigated here.

To address the singular problem, previous studies used a non-conservative formulation after dividing by the phase fraction; in our approach, we present a robust methodology for semi-conservative and fully conservative formulations.

Especially when phase segregation occurs, the semi-conservative and the fully conservative formulations using the two-phase k−ε model formulation converge.

Spurious pressure oscillations associated with fully conservative formulations are addressed by extending a double-flux model to real-fluid equations of state.

A quasi-conservative formulation for compressible flows with interfaces including both capillary and viscous effects is developed.

On one hand, the compressible Navier Stokes equations are considered under weakly compressibility assumption so that a non-conservative formulation can be used.