Comparison With Exact Solution For Example 6 At T 2 And T 6

Comparison with exact solution for example 6 at t = 2 and t = 6 ...
Comparison with exact solution for example 6 at t = 2 and t = 6 ...
Comparison with exact solution for example 6 at t = 2 and t = 6 ...
Comparison with exact solution for example 6 at t = 2 and t = 6 ...
Comparison with exact solution for example 5 at t = 2 and t = 6 ...
Comparison with exact solution for example 5 at t = 2 and t = 6 ...
Comparison with exact solution for example 5 at t = 2 and t = 6 ...
Comparison with exact solution for example 5 at t = 2 and t = 6 ...
Comparison with exact solution for example 5 at t = 2 and t = 6 ...
Comparison with exact solution for example 5 at t = 2 and t = 6 ...
Exact and approximate solutions for Example 1 at t = 2, 4, 6 when N ...
Exact and approximate solutions for Example 1 at t = 2, 4, 6 when N ...
A comparison of exact solution and approximated solution at T = 1 for ...
A comparison of exact solution and approximated solution at T = 1 for ...
Comparison between the exact and approximate solution at T = 1 with τ ...
Comparison between the exact and approximate solution at T = 1 with τ ...
The comparison with the computed and exact solutions at t = 0.5 with γ ...
The comparison with the computed and exact solutions at t = 0.5 with γ ...
The comparison between exact and approximated solution at times t = 1 ...
The comparison between exact and approximated solution at times t = 1 ...
2. Comparison on the computed and exact solutions for Example 2 with τ ...
2. Comparison on the computed and exact solutions for Example 2 with τ ...
Comparing exact and approximate solutions of Example 2 at t = 2.5 t=2.5 ...
Comparing exact and approximate solutions of Example 2 at t = 2.5 t=2.5 ...
Comparison of the solutions with the exact solution: (a) s 6 . 0 ˆ = t ...
Comparison of the solutions with the exact solution: (a) s 6 . 0 ˆ = t ...
(a) Exact and approximated solutions of (3) for α = 3/4 and ∆t = T /2 6 ...
(a) Exact and approximated solutions of (3) for α = 3/4 and ∆t = T /2 6 ...
(a) Exact and approximated solutions of (3) for α = 1/3 and ∆t = T /2 6 ...
(a) Exact and approximated solutions of (3) for α = 1/3 and ∆t = T /2 6 ...
(a) Exact and approximated solutions of (3) for α = 3/4 and ∆t = T /2 6 ...
(a) Exact and approximated solutions of (3) for α = 3/4 and ∆t = T /2 6 ...
Exact solution u(t) of Example 2 for time levels t n = n · 0.1, n = 1 ...
Exact solution u(t) of Example 2 for time levels t n = n · 0.1, n = 1 ...
(a) Exact and approximated solutions of (3) for α = 3/4 and ∆t = T /2 6 ...
(a) Exact and approximated solutions of (3) for α = 3/4 and ∆t = T /2 6 ...
(Example 2) Approximate solutions at time t = 0 . 6 for a solution ...
(Example 2) Approximate solutions at time t = 0 . 6 for a solution ...
Exact and approximate solutions of Example 5.1 for N = 2 6 and ν = 1.2 ...
Exact and approximate solutions of Example 5.1 for N = 2 6 and ν = 1.2 ...
Comparison of the exact solution and the numerical solution at t = 1 ...
Comparison of the exact solution and the numerical solution at t = 1 ...
Comparison of our solution with the exact solution for Example 5.2 ...
Comparison of our solution with the exact solution for Example 5.2 ...
Comparison of numerical and exact solutions for Example 1 at k = 1 and ...
Comparison of numerical and exact solutions for Example 1 at k = 1 and ...
Comparison of exact to numerical solutions at t 0 with a parabolic ...
Comparison of exact to numerical solutions at t 0 with a parabolic ...
Exact and numerical solution for Example 6.2 at different time levels ...
Exact and numerical solution for Example 6.2 at different time levels ...
Exact solution u(t) of Example 1 for time levels t n = n · 0.1, n = 1 ...
Exact solution u(t) of Example 1 for time levels t n = n · 0.1, n = 1 ...
Comparison between the exact solution of Example 1 for γ = 1 and ...
Comparison between the exact solution of Example 1 for γ = 1 and ...
Comparison of First, Second and Exact solutions for u n ( t ) when a ...
Comparison of First, Second and Exact solutions for u n ( t ) when a ...
Results compared with solutions from Equation (6) at t = .5, 1, and 2 ...
Results compared with solutions from Equation (6) at t = .5, 1, and 2 ...
Exact solution u(t) of Example 1 for time levels t n = n · 0.1, n = 1 ...
Exact solution u(t) of Example 1 for time levels t n = n · 0.1, n = 1 ...
Exact solution u(t) of Example 1 for time levels t n = n · 0.1, n = 1 ...
Exact solution u(t) of Example 1 for time levels t n = n · 0.1, n = 1 ...
Exact solutions for Example 5.1 for t = 2, y = 3, 5, respectively and ...
Exact solutions for Example 5.1 for t = 2, y = 3, 5, respectively and ...
Exact solution u(t) of Example 1 for time levels t n = n · 0.1, n = 1 ...
Exact solution u(t) of Example 1 for time levels t n = n · 0.1, n = 1 ...
Comparison between the exact and the numerical solutions at Δ t = 0.1 ...
Comparison between the exact and the numerical solutions at Δ t = 0.1 ...
Comparison the exact solution and the presented method for Example 5 ...
Comparison the exact solution and the presented method for Example 5 ...
Results compared with solutions from Equation (6) at t = .5, 1, and 2 ...
Results compared with solutions from Equation (6) at t = .5, 1, and 2 ...

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