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We can get more accurate numerical simulations results from discrete time models.
The proposed system can provide more accurate numerical values other than qualitative approximation for transient's severity.
Then it may be necessary to apply more accurate numerical models.
These methods are more efficient and give more accurate numerical results as compared to other well known methods.
In the object controlling model, the cable stress is the control object in order to get more accurate numerical results.
This approach has been satisfactorily validated by comparison with experimental and numerical results obtained by more accurate numerical models.
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The low-thrust trajectories designed by the proposed method can be also used to provide initial guess for more-accurate numerical trajectory optimization.
However, by removing the singularity the second Volterra is more accurate for numerical computations.
Whenever the geometry of the volume cells meets the straight line or flat surface requirements, the analytical integration is faster and more accurate than numerical integration.
Step 1. Choose L and K to generate the temporal and spatial discretization in such a manner that x i = i Δ x, Δ x = π K, i = 0, …, K, y j = j Δ y, Δ y = 1 L, j = 0, …, L. Of course, the higher value of K and L will provide more accurate and stable numerical results; however, in the following numerical examples K = L = 101 are satisfied.
Therefore, a more efficient and accurate numerical method needs to be developed.
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