Uniaxial tensile tests are conducted on unidirectional laminae to determine the longitudinal and transverse Young's moduli $E_1$ and $E_2$, the Poisson's ratios $\nu_{12}$ and $\nu_{21}$ as well as the basic longitudinal and transverse strength parameters $X_T$ and $Y_T$.
The longitudinal compressive strength $X_C$ and the transverse compressive strength $Y_C$ are obtained by compressive tests of unidirectional lamina. Compression testing of composites is difficult because of the tendency for premature failure due to buckling. Techniques used to mitigate this problem are either based on a very short unsupported length, or some kind of support mechanisms (anti-buckling device).
There are several commonly used test methods for determining the shear modulus $G_{12}$ and the shear strength $S_{12}$:
Of the various methods that have been proposed, the tubular speciment appears to be the most versatile and offers the greatest potential. It offers the possibility of applying any desired biaxial state of stress by the the combination of axial load, internal or external pressure and torque.
The two methods most usually used for the determination of flexural properties of laminates are the three-point and four-point tests.
Interlaminar crack propagation can occur in mode I, II and III corresponding to the fracture energies $G_{Ic}$, $G_{IIc}$ and $G_{IIIc}$. In TMM4175, the double cantilever beam (DCB) test for mode I, and the end-notch flexure (ENF) test for mode II will be discussed.
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