Method for testing shearing modulus of material based on torsional mode of cantilever plate
A technology of shear modulus and torsional mode, applied in the direction of applying stable shear force to test the strength of materials, measuring devices, and analyzing materials, can solve technical difficulties, few research articles, and the principle of dynamic testing of shear modulus Advanced problems, to achieve the effect of simplifying the test process and accurate results
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[0033] 1 The relationship between the shear modulus and the first-order torsional frequency of the cantilever plate
[0034] 1.1 The first-order torsional mode shape function of the cantilever plate
[0035] Let the cantilever plate have length l (x direction), width b (y direction), thickness h (z direction), see figure 1 .
[0036] The z-direction displacement of the first-order torsional vibration of the cantilever plate w(x, y, t) = W(x, y) sin ωt, where the vibration shape function W(x, y) can be expressed as
[0037]
[0038] Or use the corner displacement W(l,b / 2) to express as
[0039]
[0040] k w It is determined by W(x, y)=W(1, b / 2) of x=l, y=b / 2. In the modal analysis, if the unit length is used to normalize, that is, W(l,b / 2)=1, then k w =A. Coefficient a w , b w 、c w and d w It is determined by the optimization principle and the z-direction component w of the vibration shape of the cantilever member along its long side.
[0041] Section torsion a...
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