安裝中文字典英文字典辭典工具!
安裝中文字典英文字典辭典工具!
|
- terminology - What is difference between homogeneous and isotropic . . .
Also, isotropic is always homogeneous but the reverse is not true And another way to say it all is that an isotropic property is invariant under translation and rotation
- What is the reason for isotropy in amorphous solids?
In my book, it's been mentioned that crystalline solids are anisotropic whereas amorphous solids are isotropic in nature The reason for these has been explained (with a diagram) as: Crystalline s
- What does isotropic space mean? - Physics Stack Exchange
Isotropic space means the space properties are not different in direction In mechanics, when we say material properties are isotropic, it means, for example, its modulus is the same in all directions For an empty space, it is trivial to show this For an anisotropic space, let's take river for example, the flow velocity is direction dependent
- What is Meant by Metallic Atoms being Isotropic?
Many resources online say that metals are isotropic, in that they have the same properties in all directions, and it is because of their metallic bonds; because metal atoms are treated as point cha
- Why do we say the universe is isotropic when we are clearly moving w. r . . .
Modern cosmology is built on the Friedmann equations, which in turn rely on isotropy — the idea that the universe looks the same in every direction — as a fundamental assumption However, there's a
- general relativity - What is meant when it is said that the universe is . . .
It is sometimes said that the universe is homogeneous and isotropic What is meant by each of these descriptions? Are they mutually exclusive, or does one require the other? And what implications r
- homework and exercises - Schwarzschild metric in Isotropic coordinates . . .
The aim of the isotropic coordinates is to write the metric in the form where the spacelike slices are as close as possible to Euclidean That is, we try to write the metric in the form:
- How do you prove that pressure is same in all directions (i. e: isotropic)?
Hence this leads me to two main questions: How is pascal's law related to the isotropic nature of pressure? How do you prove the isotropic nature of pressure using pascal's law in lack of shear forces or however another way?
|
|
|