A material is orthotropic if its mechanical or thermal properties are unique and independent in three mutually perpendicular directions. Examples of orthotropic materials are wood, many crystals, and rolled metals.
By definition, an orthotropic material has at least 2 orthogonal planes of symmetry, where material properties are independent of direction within each plane. Such materials require 9 independent variables (i.e. elastic constants) in their constitutive matrices.
an orthotropic material is one that has the different materials properties or strength in different octhogonal directions, but properties of anisotropic material being directionally dependent. thus Orthotropic materials are anisotropic.
No. Resistivity is a property of the material itself and does not change no matter how much of that material you have. Resistance, however, does depend on the dimensions of the material.
translucent material
The heat will transfer from the hot material to the cold material. Heat tends to go where it is not.
Light is not a material. Material things have mass and light has no mass.
an orthotropic material is one that has the different materials properties or strength in different octhogonal directions, but properties of anisotropic material being directionally dependent. thus Orthotropic materials are anisotropic.
Orthotropic materials have different mechanical properties along each of its axes because its axes are mutually orthogonal twofold axes. Therefore, they don't have one set of properties, because their properties change depending on the direction of the axis used.
M S. Troitsky has written: 'Orthotropic bridges'
Krzysztof Marynowski has written: 'Dynamics of the axially moving orthotropic web'
M. Shahab Sakib has written: 'Hastening convergence of the orthotropic plate solutions of bridge deck analysis'
M. W Hyer has written: 'An assessment of the accuracy of orthotropic photoelasticity' -- subject(s): Physical optics, Photoelasticity, Strains and stresses
You take coupon sample, usually and approved shape and size, and pull it to failure with a tensile test machine such as those made by Instron. It has a load cell that measures the load it takes to break the sample. Then you simply divide by the sample cross section area to get the tensile strength
S. F. Duffy has written: 'An overview of engineering concepts and current design algorithms for probabilistic structural analysis' -- subject(s): Structural analysis (Engineering), Approximation methods, Weibull distribution, Distribution (Probability theory), Experimental design, Monte Carlo method, Algorithms, Reliability analysis, Weibull density functions, Structural analysis, Failure analysis, Probability theory 'Structural design methodologies for ceramic-based material systems' -- subject(s): Structural design, Ceramics 'Noninteractive macroscopic reliability model for ceramic matrix composites with orthotropic material symmetry' -- subject(s): Ceramic-matrix composites, Ceramic materials
Heterotopic transplantation is transplantation of a tissue to a place it is not normally found. In regards to cardiac transplantation, heterotopic cardiac transplant is the transplant of a donor heart without removing the native heart. This is a rare kind of cardiac transplantation.
Which type of elastomeric material has the highest viscosity? light-bodied material Regular-bodied material heavy-bodied material putty material
I thing magnetic material is an material that is magnetic
yes it has 3 but i don't know them i kow that though Material=fabric Material=physical substance or matter. Material=pertinent. She sewed the material. He handles the radioactive material. That is not material in this case.