A sub-time stepping method is described for computational fluid dynamics problems that utilize implicit-type time marching procedures to resolve transients. In this method, small time-step sizes are used in portions of a domain where interest and activity is high, with larger time-step sizes being applied in other locations. The sub-time step is an integral portion of a larger time step––i.e., multiple sub-time steps over a sub-timed part of a domain add up to the time interval of the full time step used over the remainder of the domain. The technique is particularly suitable for extensive simulations where large portions of a domain are temporally over-discretized. The principles underlying implementation of the implicit sub-timing procedu...
In the present work, a novel dual time stepping approach is applied to a quasi-implicit (QI) fractio...
An explicit multi-time-stepping algorithm with applications to aerodynamic flows is presented. In th...
When an implicit integration scheme is used, variable step strategies are especially well suited to ...
Simulation of multiphase flow in natural subsurface formations include selection of time-step size, ...
A dual time-stepping algorithm has been developed for the efficient computation of unsteady fluid dy...
An algorithm to simulate 3-D high compressible flows using the finite element method and a multi-tim...
We study accuracy of fractional time-stepping (FTS) methods such as the alternating direction implic...
Time-stepping algorithms and their implementations are a critical component within the solution of t...
In this paper, a local time stepping approach is proposed for incompressible flow calculations using...
grantor: University of TorontoA time-accurate, implicit numerical method for the two-dimen...
The prediction of unsteady air-loads on airfoils and wings plays an increasing role in the aircraft ...
In this work, a study has been made of other high order time-stepping methods with the view of ident...
An algorithm to simulate three-dimensional high compressible flows using the finite element method a...
A novel time integration approach is explored for unsteady flow computations. It is a multi-block fo...
An algorithm for locally adapting the step-size for large scale finite volume simulations of multi-p...
In the present work, a novel dual time stepping approach is applied to a quasi-implicit (QI) fractio...
An explicit multi-time-stepping algorithm with applications to aerodynamic flows is presented. In th...
When an implicit integration scheme is used, variable step strategies are especially well suited to ...
Simulation of multiphase flow in natural subsurface formations include selection of time-step size, ...
A dual time-stepping algorithm has been developed for the efficient computation of unsteady fluid dy...
An algorithm to simulate 3-D high compressible flows using the finite element method and a multi-tim...
We study accuracy of fractional time-stepping (FTS) methods such as the alternating direction implic...
Time-stepping algorithms and their implementations are a critical component within the solution of t...
In this paper, a local time stepping approach is proposed for incompressible flow calculations using...
grantor: University of TorontoA time-accurate, implicit numerical method for the two-dimen...
The prediction of unsteady air-loads on airfoils and wings plays an increasing role in the aircraft ...
In this work, a study has been made of other high order time-stepping methods with the view of ident...
An algorithm to simulate three-dimensional high compressible flows using the finite element method a...
A novel time integration approach is explored for unsteady flow computations. It is a multi-block fo...
An algorithm for locally adapting the step-size for large scale finite volume simulations of multi-p...
In the present work, a novel dual time stepping approach is applied to a quasi-implicit (QI) fractio...
An explicit multi-time-stepping algorithm with applications to aerodynamic flows is presented. In th...
When an implicit integration scheme is used, variable step strategies are especially well suited to ...