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Furthermore, several engineering design optimization problems taken from the specialized literature are successfully solved by the present algorithm with high reliable solutions.
It is also concluded that when the boundary control points of interfacial surface are free to move, maximum system heat flux can be obtained by the present algorithm since it has more degree of freedom in describing the interfacial surface.
The SC times calculated by the present algorithm are compared with the times listed in the web-site of the National Geophysical Data Center NGDCC) of the National Oceanic and Atmospheric Administration NOAAA).
While such singular behavior is revealed by the present algorithm, these sets of species were previously noted to be indistinguishable by COI barcode [12].
Based on the high-quality theoretical analysis given by the present algorithm, we attempt to uncover the mechanism of strain 2009 A(H1N1) in overcoming the species barrier, and discover the reason of its high host population.
The glycolytic pathway in the organism T. pallidum as obtained by the present algorithm has been found to be different from the previously identified optimal pathway by the extreme pathway analysis.
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The material length scale ˆl can also be identified by using the present algorithm.
Unlike the procedure devised by Zhang and Hornof (2011), the present algorithm does not correct fixations by adding a correction vector to all fixation coordinates.
Numerical simulations are performed to validate the present algorithm by comparing the TL of the optimal composite plate with that of the original plate.
The numerical simulations are performed to test the validity of the present algorithm by using different types of system parameters, external forces and measurement errors.
The numerical results indicated that the results obtained by the presented algorithm have a good agreement with results produced by MCRT, meanwhile CPU time requirement of the algorithm is about a few seconds, much shorter than that of MCRT.
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