The paper discusses the role of the intermediate boundary condition in the AF2 scheme used by Holst for simulation of the transonic full potential equation. It is shown that the treatment suggested by Holst led to a restriction on the time step and ways to overcome this restriction are suggested. The discussion is based on the theory developed by Gustafsson, Kreiss, and Sundstrom and also on the von Neumann method
Analytical and empirical studies of a finite difference method for the solution of the transonic flo...
The nonuniqueness problem occurring at transonic speeds with the conservative potential equation is ...
Studies on applications of the finite element approach to transonic flow calculations are reported. ...
The implicit approximate factorization scheme known as AF2 is investigated for application to the so...
An approximate factorization scheme based on the AF2 algorithm is presented for solving the three-di...
Implicit approximate factorization techniques (AF) were investigated for the solution of matrix equa...
Numerical techniques that improve the accuracy and stability of algorithms for the small disturbance...
Two- and three-level implicit finite-difference algorithms for the low-frequency transonic small dis...
The convergence characteristics of various approximate factorizations for the 3D Euler and Navier-St...
A general approach to determining the correct intermediate boundary conditions for dimensional split...
An implicit finite difference procedure is developed to solve the unsteady full potential equation i...
The effect of reducing the extent of the computational domain for transonic lifting flow over an aer...
A new differencing scheme for the conservative full potential equation which effectively simulates r...
While numerically solving a problem initially formulated on an unbounded domain, one typically trunc...
Separating the velocity potential into steady and unsteady parts and linearizing the resulting unste...
Analytical and empirical studies of a finite difference method for the solution of the transonic flo...
The nonuniqueness problem occurring at transonic speeds with the conservative potential equation is ...
Studies on applications of the finite element approach to transonic flow calculations are reported. ...
The implicit approximate factorization scheme known as AF2 is investigated for application to the so...
An approximate factorization scheme based on the AF2 algorithm is presented for solving the three-di...
Implicit approximate factorization techniques (AF) were investigated for the solution of matrix equa...
Numerical techniques that improve the accuracy and stability of algorithms for the small disturbance...
Two- and three-level implicit finite-difference algorithms for the low-frequency transonic small dis...
The convergence characteristics of various approximate factorizations for the 3D Euler and Navier-St...
A general approach to determining the correct intermediate boundary conditions for dimensional split...
An implicit finite difference procedure is developed to solve the unsteady full potential equation i...
The effect of reducing the extent of the computational domain for transonic lifting flow over an aer...
A new differencing scheme for the conservative full potential equation which effectively simulates r...
While numerically solving a problem initially formulated on an unbounded domain, one typically trunc...
Separating the velocity potential into steady and unsteady parts and linearizing the resulting unste...
Analytical and empirical studies of a finite difference method for the solution of the transonic flo...
The nonuniqueness problem occurring at transonic speeds with the conservative potential equation is ...
Studies on applications of the finite element approach to transonic flow calculations are reported. ...