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To obtain an optimal shape for the U-shaped damper, a finite element (FE) model was built using a general FE analysis software called ABAQUS.
Thus, the rod may be an optimal shape for rapid growth and division, although the nature of this optimality may be difficult to ascertain.
The researchers aggregated the results from different speeds and wing configurations to come up with an optimal shape for each wing.
This paper presents a preliminary study to design an optimal shape of the P-surfaced Shellular.
This paper is concerned with an optimal shape design problem in fluid mechanics.
Typical procedures require a complete analysis of each candidate acoustical geometry in the search for an optimal shape.
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In order to design a optimal shape for the forming tools and avoid an undesirable local deformation at the head of sheet, the software package ansys/ls-dyna and dynaform were utilized to simulate the process of the deep drawing in sheet metal forming and develop a parameter optimization system for the design of the die and punch.
A solution has been also proposed for an optimal shaping of the two-step operator aperture.
In order to determine a general optimal shape, a new linearization solution method in spherical coordinates is presented.
The solution of the problem is used to construct a nearly optimal shape.
Since most microchannels are, at present, designed by trial and error, a systematic optimal shape design method needs to be established.
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