(h=1.88 m=109.9 kg). This collusion was shown in class of the
former CFL player. The net compressive force on the helmet and
ultimately on the cervical bone for the smaller player was
approximately 3517 N. This particular section of the spine has an
outer radius of 23 mm and an inner radius of about 20 mm and a
height of 7.5 mm. Assume the cervical bone is a hollow cylinder in
the longitudinal axis and a rectangular cross section in the
mediolateral axis. Please calculate the following (10 pts).
a. What is the moment of inertia along the longitudinal axis of the
spine?
Ans (a):_______________________________
b. What is the stress along the longitudinal axis?
Ans (b):_______________________________
c. If the Young’s Modulus for the section of bone along the
longitudinal axis is 0.35 GPa, what is the strain that is exhibited
on the bone?
Ans (c):_______________________________
d. If the strain for failure is 0.6%, does the bone fail?
Ans (d):_______________________________
e. If the Poisson ratio for the players bone is 0.28, how much does
the bone expand?
Ans (e):_______________________________
Consider the cartilage underneat the bone, if the young’s modulus
is 12MPa, what happens to the cartilage and the cartilage has the
same diameter of the bone, solid and a height of 3 mm during this
collusion?
f. What is the moment of inertia along the longitudinal axis of the
cartilage?
Ans (f):_______________________________
g. What is the stress along the longitudinal axis of the
cartilage?
Ans (g):_______________________________
h. What is the strain exhibited on the cartilage?
Ans (h):_______________________________
i. If the strain for failure is 15% does the cartilage fail?
Ans (i):_______________________________
j. If the Poisson ratio for the player’s cartilage is 0.45, how
much does the cartilage expand?
Ans (j):_______________________________
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