semi-infinite homogeneous isotropic solid - definitie. Wat is semi-infinite homogeneous isotropic solid
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Wat (wie) is semi-infinite homogeneous isotropic solid - definitie

MATHEMATICAL METHOD FOR OPTIMIZING MATERIAL LAYOUT UNDER GIVEN CONDITIONS
Topology optimisation; Solid Isotropic Material with Penalisation
  • Topology optimization of a compliance problem
  • Checker Board Patterns are shown in this result
  • A sketch of the design problem. The aim of the design problem is to spatially distribute two materials, Material A and Material B, to maximise a performance measure such as cooling power or electric power output
  • Design evolution for a thermoelectric cooler. The aim of the design problem is to maximise the cooling power of the thermoelectric cooler.
  • Design evolution for a fluid-structure-interaction problem from reference.<ref name=Lundgaard_FSI /> The objective of the design problem is to minimize the structural compliance. The fluid-structure-interaction problem is modelled with Navier-Cauchy and Navier-Stokes equations.
  • Design evolution for an off-diagonal thermoelectric generator. The design solution of an optimisation problem solved for electric power output. The performance of the device has been optimised by distributing [[Skutterudite]] (yellow) and [[bismuth telluride]] (blue) with a density-based topology optimisation methodology. The aim of the optimisation problem is to maximise the electric power output of the thermoelectric generator.
  • Topology optimization result when filtering is used
  • Sketch of the well-known wall problem. The objective of the design problem is to minimize the structural compliance.

Homogeneous isotropic turbulence         
Homogeneous Isotropic Turbulence
Within the field of fluid dynamics, Homogeneous isotropic turbulence is an idealized version of the realistic turbulence, but amenable to analytical studies. The concept of isotropic turbulence was first introduced by G.
Isotropic radiator         
  • Diagram of antenna and resistor in cavity
  • A depiction of an isotropic radiator of sound, published in ''[[Popular Science Monthly]]'' in 1878. Note how the rings are even and of the same width all the way around each circle, though they fade as they move away from the source.
THEORETICAL POINT SOURCE WHICH RADIATES ELECTROMAGNETIC OR SOUND WAVES AT THE SAME INTENSITY IN ALL DIRECTIONS
Isotropic antenna; Isotropic antennas
An isotropic radiator is a theoretical point source of electromagnetic or sound waves which radiates the same intensity of radiation in all directions. It has no preferred direction of radiation.
infinite         
2017 STUDIO ALBUM BY DEEP PURPLE
InFinite
1.
If you describe something as infinite, you are emphasizing that it is extremely great in amount or degree.
...an infinite variety of landscapes...
The choice is infinite.
ADJ [emphasis]
infinitely
His design was infinitely better than anything I could have done.
ADV: ADV adj/adv
2.
Something that is infinite has no limit, end, or edge.
Obviously, no company has infinite resources.
ADJ
infinitely
A centimeter can be infinitely divided into smaller units.
ADV: ADV with v

Wikipedia

Topology optimization

Topology optimization (TO) is a mathematical method that optimizes material layout within a given design space, for a given set of loads, boundary conditions and constraints with the goal of maximizing the performance of the system. Topology optimization is different from shape optimization and sizing optimization in the sense that the design can attain any shape within the design space, instead of dealing with predefined configurations.

The conventional topology optimization formulation uses a finite element method (FEM) to evaluate the design performance. The design is optimized using either gradient-based mathematical programming techniques such as the optimality criteria algorithm and the method of moving asymptotes or non gradient-based algorithms such as genetic algorithms.

Topology optimization has a wide range of applications in aerospace, mechanical, bio-chemical and civil engineering. Currently, engineers mostly use topology optimization at the concept level of a design process. Due to the free forms that naturally occur, the result is often difficult to manufacture. For that reason the result emerging from topology optimization is often fine-tuned for manufacturability. Adding constraints to the formulation in order to increase the manufacturability is an active field of research. In some cases results from topology optimization can be directly manufactured using additive manufacturing; topology optimization is thus a key part of design for additive manufacturing.