Numerical simulation of the 2-D steady transonic potential flow including the non-isentropic formulation

Download

013216.pdf

Date

1991

Author

Hamati, Nassif E

Metadata

Show full item record

Item Usage Stats

100
views

0
downloads

URI

https://hdl.handle.net/11511/3812

Collections

Graduate School of Natural and Applied Sciences, Thesis

Suggestions

OpenMETU
Core

Numerical simulation of an X-wing flapping wing MAV by means of a deforming overset grid method Deng, Shuanghou; Perçin, Mustafa; van Oudheusden, Bas W.; Bijl, Hester; Remes, Bart; Xiao, T (2015-06-23)
Numerical simulation of A-type hydraulic jumps at positive steps Altan Sakarya, Ayşe Burcu; Tokyay, Nuray (2000-01-01)
Numerical simulation of a type hydraulic jumps at positive steps Altan, Ayşe Burcu; Tokyay, Nuray; Department of Civil Engineering (1994)
Numerical simulation of thermal convection under the influence of a magnetic field by using solenoidal bases Yarımpabuç, Durmuş; Tarman, Işık Hakan; Department of Engineering Sciences (2011) The effect of an imposed magnetic field on the thermal convection between rigid plates heated from below under the influence of gravity is numerically simulated in a computational domain with periodic horizontal extent. The numerical technique is based on solenoidal basis functions satisfying the boundary conditions for both velocity and induced magnetic field. The expansion bases for the thermal field are also constructed to satisfy the boundary conditions. The governing partial differential equations are ...
Numerical simulations of thermal convection under the influence of an inclined magnetic field by using solenoidal bases Yarimpabuc, D.; Tarman, Işık Hakan; Yildirim, C. (2014-11-01) The effect of an inclined homogeneous magnetic field on thermal convection between rigid plates heated from below under the influence of gravity is numerically simulated in a computational domain with periodic horizontal extent. The numerical technique is based on solenoidal (divergence-free) basis functions satisfying the boundary conditions for both the velocity and the induced magnetic field. Thus, the divergence-free conditions for both velocity and magnetic field are satisfied exactly. The expansion ba...

Citation Formats

N. E. Hamati, “Numerical simulation of the 2-D steady transonic potential flow including the non-isentropic formulation,” Middle East Technical University, 1991.