Physics 205A Quiz 1, fall semester 2015
Cuesta College, San Luis Obispo, CA
The maximum shear stress τ (measured in units of kg·m–1·s–2) in a round solid bar subject to impact is given by the expression[*]:
τ = 2√(E·S/V).
The change in energy E is measured in units of kg·m2·s–2, and the volume V of the rod is measured in units of m3. The units for the shear modulus S are:
(A) kg3·m–3·s–6.
(B) kg–3·m–3·s–6.
(C) kg·m–1·s–2.
(D) (No units, as it is a dimensionless quantity.)
[*] wki.pe/Shear_stress.
Correct answer (highlight to unhide): (C)
The shear modulus S can be expressed as:
S = τ2·V/E,
and replacing the quantities in the equation with their kg, m and s units, the units of S are:
S = (kg·m–1·s–2)2·m3/(kg·m2·s–2),
S = kg2·m–2·s–4·m3/(kg·m2·s–2),
S = kg·m–1·s–2.
Sections 70854, 70855, 73320
Exam code: quiz01rdBL
(A) : 13 students
(B) : 4 students
(C) : 55 students
(D) : 8 students
Success level: 69%
Discrimination index (Aubrecht & Aubrecht, 1983): 0.45
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