A compound shaft consists of segment (1), which has a diameter of 1.5 in., and segment (2), which has a diameter of 1.9 in. The shaft is subjected to a tensile axial load of P = 5 kips and torques TA = 12 kip·in. and TB = 34 kip·in., which act in the directions shown. Determine the
A compound shaft consists of segment (1), which has a diameter of 1.5 in., and segment (2), which has a diameter of 1.9 in. The shaft is subjected to a tensile axial load of P = 5 kips and torques TA = 12 kip·in. and TB = 34 kip·in., which act in the directions shown. Determine the
Chapter2: Loads On Structures
Section: Chapter Questions
Problem 1P
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A compound shaft consists of segment (1), which has a diameter of 1.5 in., and segment (2), which has a diameter of 1.9 in. The shaft is subjected to a tensile axial load of P = 5 kips and torques TA = 12 kip·in. and TB = 34 kip·in., which act in the directions shown. Determine the normal and shear stresses at (a) point H and (b) point K. For each point, show the stresses on a stress element.
![A compound shaft consists of segment (1),
which has a diameter of 1.5 in., and segment (2),
which has a diameter of 1.9 in. The shaft is
subjected to a tensile axial load of P = 5 kips and
torques TA = 12 kip-in. and Tg = 34 kip-in., which
act in the directions shown. Determine the
normal and shear stresses at (a) point H and (b)
point K. For each point, show the stresses on a
stress element.
Answer:
Point H:
Ox=
ksi
Txy
Point K:
0x =
ksi
Oy
=
Txy
=
T₁
(1)
■H
TB
B
(2)
■K
ksi
ksi
ksi
ksi
!](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Feaa9af50-5217-48b1-93a6-450af67b4a9f%2F2bba8f15-6322-4b29-b086-dd97150b70ac%2Fhmlwtg_processed.jpeg&w=3840&q=75)
Transcribed Image Text:A compound shaft consists of segment (1),
which has a diameter of 1.5 in., and segment (2),
which has a diameter of 1.9 in. The shaft is
subjected to a tensile axial load of P = 5 kips and
torques TA = 12 kip-in. and Tg = 34 kip-in., which
act in the directions shown. Determine the
normal and shear stresses at (a) point H and (b)
point K. For each point, show the stresses on a
stress element.
Answer:
Point H:
Ox=
ksi
Txy
Point K:
0x =
ksi
Oy
=
Txy
=
T₁
(1)
■H
TB
B
(2)
■K
ksi
ksi
ksi
ksi
!
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