[PDF][PDF] A new approximation based on residual error estimation for the solution of a class of unsteady convection-diffusion problem
In this study, the unsteady convection-diffusion equation in one-dimension has been solved
by using a hybrid matrix-collocation method which is based on Lerch and Taylor …
by using a hybrid matrix-collocation method which is based on Lerch and Taylor …
A NEW APPROXIMATION BASED ON RESIDUAL ERROR ESTIMATION FOR THE SOLUTION OF A CLASS OF UNSTEADY CONVECTION-DIFFUSION PROBLEM
S Cayan, M Sezer - Journal of Science and Arts, 2020 - search.proquest.com
In this study, the unsteady convection-diffusion equation in one-dimension has been solved
by using a hybrid matrix-collocation method which is based on Lerch and Taylor …
by using a hybrid matrix-collocation method which is based on Lerch and Taylor …
[PDF][PDF] A NEW APPROXIMATION BASED ON RESIDUAL ERROR ESTIMATION FOR THE SOLUTION OF A CLASS OF UNSTEADY CONVECTION-DIFFUSION …
S CAYAN, M SEZER - josa.ro
In this study, the unsteady convection-diffusion equation in one-dimension has been solved
by using a hybrid matrix-collocation method which is based on Lerch and Taylor …
by using a hybrid matrix-collocation method which is based on Lerch and Taylor …
A NEW APPROXIMATION BASED ON RESIDUAL ERROR ESTIMATION FOR THE SOLUTION OF A CLASS OF UNSTEADY CONVECTION-DIFFUSION PROBLEM.
S CAYAN, M SEZER - Journal of Science & Arts, 2020 - search.ebscohost.com
In this study, the unsteady convection-diffusion equation in one-dimension has been solved
by using a hybrid matrix-collocation method which is based on Lerch and Taylor …
by using a hybrid matrix-collocation method which is based on Lerch and Taylor …