A disk between vertebrae in the spine is subjected to a shearing force of 600N. Find its shear deformation using the shear modulus of 1.0 times 10raised to 9 Pa. The disk is equivalent to a solid cylinder 0.7 cm high and 4.0cm in diameter.
F/A=S⋅Δx/L→Δx=F⋅LS⋅A=600⋅0.0071⋅109⋅(3.14⋅0.042/4)=F/A=S\cdot \Delta x/L\to \Delta x =\frac{F\cdot L}{S\cdot A}=\frac{600\cdot0.007}{1\cdot10^9\cdot(3.14\cdot0.04^2/4)}=F/A=S⋅Δx/L→Δx=S⋅AF⋅L=1⋅109⋅(3.14⋅0.042/4)600⋅0.007=
=3.34⋅10−6 (m)=3.34\cdot10^{-6}\ (m)=3.34⋅10−6 (m) . Answer
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