Numerical Solutions For Example 52 At Different Time Levels With M
Numerical solutions for Example 5.2 at different time levels with M ...
Numerical solutions for Example 5.2 at different time levels with M ...
Exact and numerical solutions for Example 5.4 at different time levels ...
(a) Numerical solutions of Example 5 at different time levels with ...
Graph of numerical solution for Example 5.2 at different time levels ...
Graph of numerical solution for Example 5.2 at different time levels ...
Plots of numerical solution at different time levels for Example 5.4 ...
Numerical solutions for Example 5.2 with α 1.0 and μ 2.0 at different ...
Numerical solutions for Example 5.3 with α=0.5 and μ=1.5 at different ...
Exact and numerical solutions for Example 6.2 at different time stages ...
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Plots of mExp-DQM solutions solutions at different time levels for ...
Numerical and exact solutions for different time interval T at α = 1 ...
The numerical solution at different time levels of numerical example 1 ...
Numerical solution for Example 5.1 at distinct time levels for ...
The approximate solutions with different values for m at different ...
The numerical solutions for Example 1 for different time values (a: t ...
The numerical solution at different time levels of numerical example 1 ...
The numerical solutions for Example 2 for different time values (a: t ...
The numerical solution at different time levels of numerical example 1 ...
Computed solutions v of Example 1 for different time levels (q, η and ξ ...
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Computed solutions v of Example 1 for different time levels (p, η and ξ ...
Comparison of numerical and exact solutions at time different time for ...
The numerical solutions for Example Section 2.1 for different time ...
Computed solutions v of Example 1 for different time levels (q, η and ξ ...
Numerical solutions at different times for Example 1(b). | Download ...
Numerical solutions and exact solution at time t =1.0 for example 2 ...
Graphs of approximate solutions for different time levels at (a) α ...
| Numerical solution for Example 5.2 with t = 0.001, M = 100, and α ...
Comparison of exact and numerical solution at different time levels ...
Approximate solutions of example 5.2 (N ¼ 10; m ¼ 100) for different ...
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Numerical solution at the different final time T for varying parameters ...
Approximate solutions of example 5.2 (N ¼ 10; m ¼ 100) for different ...
Example 2: Physical behavior of numerical solutions at different times ...
| Numerical solution for Example 5.2 with t = 0.001, M = 100, and α ...
Physical behavior of numerical solutions of Example 1 at different ...
Example 2: Computed solutions for different time levels. (a) ε = 2-3 ...