mohammed El-Kady
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- TL;DR
- lame's constants
what are lame's constants for material? their definitions? their proof "if exist"?
The discussion focuses on Lame's constants, specifically their definitions, mathematical representation, and potential proofs. The context includes theoretical aspects of material properties related to isotropic elastic materials under small deformations.
Participants generally agree on the definitions and mathematical representation of Lame's constants, but there is no consensus on the existence of a formal proof.
Some limitations include the lack of detailed mathematical derivations or proofs regarding Lame's constants and the dependence on specific definitions of material properties.
Yes. Those are the symbols used to represent them. They can each also be expressed in terms of the Young's modulus and Poisson ratio of the linearly elastic solid.mohammed El-Kady said:mathematically they named "lamda, mu"?. Sorry i can't write symbols on line
thank youChestermiller said:Yes. Those are the symbols used to represent them. They can each also be expressed in terms of the Young's modulus and Poisson ratio of the linearly elastic solid.
One way to insert symbols is to click on the SQRT icon on the toolbar in the Edit window, and select the symbol to insert into the line you are typing: λ μmohammed El-Kady said:mathematically they named "lamda, mu"?. Sorry i can't write symbols on line
λ, μberkeman said:One way to insert symbols is to click on the SQRT icon on the toolbar in the Edit window, and select the symbol to insert into the line you are typing: λ μ
Another way is to use LaTeX to type mathematical symbols and equations. Click on INFO at the top of the page and go to "Help" to find a LaTeX tutorial...
\lambda \mu