# Ŝablono:Elastaj moduloj

K= $\lambda+\tfrac{2G}{3}$ $\tfrac{EG}{3(3G-E)}$ $\lambda\tfrac{1+\nu}{3\nu}$ $\tfrac{2G(1+\nu)}{3(1-2\nu)}$ $\tfrac{E}{3(1-2\nu)}$ $M-\tfrac{4G}{3}$
E= $G\tfrac{3\lambda + 2G}{\lambda + G}$ $9K\tfrac{K-\lambda}{3K-\lambda}$ $\tfrac{9KG}{3K+G}$ $\tfrac{\lambda(1+\nu)(1-2\nu)}{\nu}$ $2G(1+\nu)\,$ $3K(1-2\nu)\,$ $G\tfrac{3M-4G}{M-G}$
λ= $G\tfrac{E-2G}{3G-E}$ $K-\tfrac{2G}{3}$ $\tfrac{2 G \nu}{1-2\nu}$ $\tfrac{E\nu}{(1+\nu)(1-2\nu)}$ $\tfrac{3K\nu}{1+\nu}$ $\tfrac{3K(3K-E)}{9K-E}$ $M - 2G\,$
G= $3\tfrac{K-\lambda}{2}$ $\lambda\tfrac{1-2\nu}{2\nu}$ $\tfrac{E}{2(1+\nu)}$ $3K\tfrac{1-2\nu}{2(1+\nu)}$ $\tfrac{3KE}{9K-E}$
ν= $\tfrac{\lambda}{2(\lambda + G)}$ $\tfrac{E}{2G}-1$ $\tfrac{\lambda}{3K-\lambda}$ $\tfrac{3K-2G}{2(3K+G)}$ $\tfrac{3K-E}{6K}$ $\tfrac{M - 2G}{2M - 2G}$
M= $\lambda+2G\,$ $G\tfrac{4G-E}{3G-E}$ $3K-2\lambda\,$ $K+\tfrac{4G}{3}$ $\lambda \tfrac{1-\nu}{\nu}$ $G\tfrac{2-2\nu}{1-2\nu}$ $E\tfrac{1-\nu}{(1+\nu)(1-2\nu)}$ $3K\tfrac{1-\nu}{1+\nu}$ $3K\tfrac{3K+E}{9K-E}$