The E₁ = 27 GPa engineering constants for an orthotropic material are found to E₂ = 20 GPa E3= 21 GPa V12 = 0.2 V23 = 0.4 V31 = 0.6 G₁2 = 41 GPa G23 = 48 GPa 53:14 GPa Find the stiffness matrix [C] and the compliance matrix [S] for the preceding orthotropic material. 1-221~12 E2E3

Elements Of Electromagnetics
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The engineering constants for an orthotropic material are found to be
E₁ = 27 GPa
E₂ = 20 GPa
E3 = 21 GPa
1-121 V12
E2 E3
V12 = 0.2
V23 = 0.4
V31 = 0.6
G₁2 = 41 GPa
G25 = 48 GPG
G3: = 1.4 GPa
Find the stiffness matrix [C] and the compliance matrix [S] for the preceding orthotropic material.
Transcribed Image Text:The engineering constants for an orthotropic material are found to be E₁ = 27 GPa E₂ = 20 GPa E3 = 21 GPa 1-121 V12 E2 E3 V12 = 0.2 V23 = 0.4 V31 = 0.6 G₁2 = 41 GPa G25 = 48 GPG G3: = 1.4 GPa Find the stiffness matrix [C] and the compliance matrix [S] for the preceding orthotropic material.
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