The phrase "area of finite" is not complete on its own and may require additional context to be fully correct and usable in written English.
It can be used in mathematical or scientific contexts when discussing a specific region or space that has a finite measure or extent.
Example: "In geometry, we often study the area of finite shapes, such as triangles and rectangles, to understand their properties."
Alternatives: "bounded area" or "finite region".
Frequency responses and their sensitivities have been broadly applied to the areas of finite element model updating, structural damage detection, structural dynamic optimization and so on.
Wilkins Aquino, the Anderson-Rupp Professor of Civil and Environmental Engineering, has established himself internationally as an innovator in the areas of finite element methods, computational inverse problems and their applications in engineering and biomedicine.
For quantitative investigations in this area of application, finite difference calculations have been performed for systematic studies on the influence of environmental conditions, heating power and time, defect depth and size and thermal properties of the bulk material (concrete).
Although a shorter proof has been given later by Cicalese and Leonardi [45] using the regularity theory for area minimizing sets of finite perimeter, the proof by symmetrization uses no deep results from geometric and functional analysis, is geometrically intuitive and can be adapted to other situations where a complete regularity theory is not available.
A new development in the area of the hybrid finite element analysis (hybrid FEA) is presented.
His current area of research includes finite element analysis and laminated composite structures.
However, in a realistic scenario, the deployment area of WSNs is finite and hence borders exist.
Some recent results concerning uniform convergence of the shape of the heat kernel to that of the first eigenfunction, and the lifetime of h processes, in bounded Lipschitz domains in Rn, are extended to all planar domains of finite area.
where d RD is the distance between relay and destination and r2is radius of finite area with intensity of interferers λ2.
