The section of a thick beam has the dimensions shown in the figure below. Calculate the section properties lz, ly and Izy (Izy = product of inertia) referred to horizontal and vertical axes through the centroid of the section. Refer to Section 6 in your notes for properties of planed sections. Also determine the direct stress at the point A due to a bending moment M, = 55 Nm. A 5 mm 20 mm G 5 mm 5 mm 10 mm
The section of a thick beam has the dimensions shown in the figure below. Calculate the section properties lz, ly and Izy (Izy = product of inertia) referred to horizontal and vertical axes through the centroid of the section. Refer to Section 6 in your notes for properties of planed sections. Also determine the direct stress at the point A due to a bending moment M, = 55 Nm. A 5 mm 20 mm G 5 mm 5 mm 10 mm
Chapter2: Loads On Structures
Section: Chapter Questions
Problem 1P
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
Transcribed Image Text:The section of a thick beam has the dimensions shown in the figure below. Calculate the section
properties lz, ly and Izy (Izy = product of inertia) referred to horizontal and vertical axes through the
centroid of the section. Refer to Section 6 in your notes for properties of planed sections.
Also determine the direct stress at the point A due to a bending moment M, = 55 Nm.
Ay
A
5 mm
20 mm
G
5 mm
5 mm
10 mm
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