(a) The largest bending stress oa at end A. Round to one decimal place. MPa (b) The largest bending stress og at end B. Round to one decimal place. |MPa (C) The distance to the cross section of maximum bending stress. Round to three decimal places. m (d) The magnitude Omax of the maximum bending stress. Round to one decimal place. MPa max
(a) The largest bending stress oa at end A. Round to one decimal place. MPa (b) The largest bending stress og at end B. Round to one decimal place. |MPa (C) The distance to the cross section of maximum bending stress. Round to three decimal places. m (d) The magnitude Omax of the maximum bending stress. Round to one decimal place. MPa max
Chapter2: Loads On Structures
Section: Chapter Questions
Problem 1P
Related questions
Question
The spokes in a large flywheel are modeled as beams fixed at one end and loaded by a force P and a couple M0 at the other (see figure). The cross sections of the spokes are elliptical with major and minor axes (height and width, respectively) having the lengths shown in the figure part (a). The cross-sectional dimensions vary linearly from end A to end B.
![Considering only the effects of bending due to the loads P and Mo, determine the following quantities.
(a) The largest bending stress oa at end A. Round to one decimal place.
MPа
(b) The largest bending stress og at end B. Round to one decimal place.
OB =
|MPa
(C) The distance to the cross section of maximum bending stress. Round to three decimal places.
m
(d) The magnitude omax of the maximum bending stress. Round to one decimal place.
Omax
MPa
12P
is added to loadings Pand M9, as shown in the figure part (b). Round to one decimal place.
5L
(e) Repeat (d) if uniform load q(x) =
Omax
MPa](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F673039f3-45f0-4601-8a82-da87dbcf7040%2F983198b6-ea5b-4827-9ce9-33e505ec8e56%2F38xqztf_processed.png&w=3840&q=75)
Transcribed Image Text:Considering only the effects of bending due to the loads P and Mo, determine the following quantities.
(a) The largest bending stress oa at end A. Round to one decimal place.
MPа
(b) The largest bending stress og at end B. Round to one decimal place.
OB =
|MPa
(C) The distance to the cross section of maximum bending stress. Round to three decimal places.
m
(d) The magnitude omax of the maximum bending stress. Round to one decimal place.
Omax
MPa
12P
is added to loadings Pand M9, as shown in the figure part (b). Round to one decimal place.
5L
(e) Repeat (d) if uniform load q(x) =
Omax
MPa
![The spokes in a large flywheel are modeled as beams fixed at one end and loaded by a force P and a couple Mo at the other (see figure). The
cross sections of the spokes are elliptical with major and minor axes (height and width, respectively) having the lengths shown in the figure part
(a). The cross-sectional dimensions vary linearly from end A to end B.
P, 12 kN
Ma-8 kN. m
B
L= 1.00 m
hA = 90 mm
hg = 120 mm
bA = 60 mm
ba = 80 mm
(a)
12P
9(z)
5L
Mo
|A
B
L= 1.00 m
(b)](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F673039f3-45f0-4601-8a82-da87dbcf7040%2F983198b6-ea5b-4827-9ce9-33e505ec8e56%2Fghhvkub_processed.png&w=3840&q=75)
Transcribed Image Text:The spokes in a large flywheel are modeled as beams fixed at one end and loaded by a force P and a couple Mo at the other (see figure). The
cross sections of the spokes are elliptical with major and minor axes (height and width, respectively) having the lengths shown in the figure part
(a). The cross-sectional dimensions vary linearly from end A to end B.
P, 12 kN
Ma-8 kN. m
B
L= 1.00 m
hA = 90 mm
hg = 120 mm
bA = 60 mm
ba = 80 mm
(a)
12P
9(z)
5L
Mo
|A
B
L= 1.00 m
(b)
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