The strategy simplification approach deals with this problem by cramming many choices into a few overarching categories or omitting choices that will be crucial for some companies.
Therefore, a new kind of simplification approach based on geometrical parametric study is suggested in this paper.
Validation results prove that spatial captive motion simulation and the simplification approach employed in this paper are effective and reliable.
This simplification approach is also referred to as cyclic symmetry and significantly reduces the model size giving more scope to refine and analyze the results efficiently.
A model simplification approach is presented, allowing the reduction of computational times and the investigation of multiple Pareto-optimal solutions with a multiobjective genetic algorithm.
In addition, an application example of the proposed simplification approach for structural health monitoring in a hollow sphere structure is provided.
The role of WStrain in Schapery theory, model simplification approach, the applicability of the proposed 3D Schapery model as well as the consistency of using secant material assumption are discussed thereafter.
In particular, the design of a simplification approach which can be directly applied to 3D point-based models to reduce their size is important for applications such as 3D model transmission and archival.
In the present study, a molecular simplification approach was employed to design novel bicyclic pyrazolo[3,4-d]pyrimidine (PP) derivatives from tricyclic pyrazolo[4,3-e]-1,2,4-triazolo-[1,5-c]pyrimidines (PTP) as promising human A3 adenosine receptor (hA3AR) antagonists.
