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It obtains the solution of a structure by determining the displacements at its joints.
It obtains the solution of a structure by determining the redundant forces.
The results show that the proposed approach can converge to the optimum solution, and obtains the solution with high accuracy.
The algorithm obtains the solution by employing no more quadratic programming calculations over subranges of data than twice the number of the divided differences constraints.
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Simulated annealing algorithm is used to obtain the solution.
Solving the problem (2.24), we obtain the solution (2.25).
The preceding algorithm first tries to obtain the solution with.
To obtain the solution of (2), we use MATLAB programming.
In that case, we obtain the solution [20].
From (4.1), we can obtain the solution is (xapprox0.11097).
For one-dimensional harmonic oscillator, we obtain the solution explicitly.
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CEO of Professional Science Editing for Scientists @ prosciediting.com