What is role of moment of inertia, theta, phi to develop polymer crystalline/amorphous dimension?
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Crystalline and polymer dimensions are plastic materials that are used in daily life. The moment of inertia helps to the dimensions.
Explanation:
- The moment of inertia is
- L = I x ω
- Now L = r x p
- Put the value of L
- r x p = I x ω
- [L] [MLT^2] = I T^-1
- As we know that T = 2π / ω
- I = [ML^2]
- h / I = ML^2T^-1 / ML^2 = T^-1
Answered by
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Answer :-
Crystalline and polymer dimensions are plastic materials that are used in daily life. The moment of inertia helps to the dimensions.
Explanation:
The moment of inertia is
- L = I x ω
- Now L = r x p
- Put the value of L
- r x p = I x ω
- [L] [MLT^2] = I T^-1
- As we know that T = 2π / ω
- I = [ML^2]
- h / I = ML^2T^-1 / ML^2 = T^-1
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