A beam is composed of a plate with two longitudinal holes welded on a wide flange profile, as shown in the figure at right. Calculate the moments of inertia Iz and Iy (note y and z axes shown on figure).

Q: The two spheres A and Beach have a mass of 400 g. The spheres are fixed to the horizontal rods as…

A: The initial velocity of the spheres, vo = 2 m/sThe mass of each sphere, m = 400gmThe couple moment,…

Q: A у C n 60° х 40⁰ и B F = 800 lb

A: A force of 800 lb acting at 40° with rod which is inclined at angle 60° to the horizontal.

Q: Problem 1 A simply supported wide-flange beam has the cross-section and loading as shown in the…

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Q: O 1 m 600 N 2 m- 45° 2.5 m 500 N 300 N

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Q: F2 -300 N F=700 N 60 M. =1500 Nm 2 m 3m or the above diagram, given that F, = 450 N, 8 = 30 degrees…

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Q: Question 2 For the beam depicted in Figure 2, calculate the reactions at all three supports (second…

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Q: Replace the loading on the frame by a single resultant force. Suppose that F₁ = 300 N F₂ = 500 N,…

A: Given: Required : Angle between resultant and x axis Location of resultant on AB

Q: Determine the maximum deflection of the beam shown in Figure 4. Take El is constant

A: Using the double integration method to determine the maximum deflection in the beam, in this method…

Q: 1. Use the force method to calculate the redundant reaction of the indeterminate beam. E is…

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Q: Consider the frame as shown in figure. Assume A is a pin jointed support and C is a roller jointed…

A: For given structureTo find the maximum bending moment occurs at a point R, the distance of Rfrom A…

Q: In the beam depicted above, ?A is a fixed support. The magnitude of ?=365?/?W=365N/m, ?=60?P=60N and…

A: To analyze the given cantilever beam for support reactions and internal forces and moments.   Given,…

Q: The circular shaft AB consists of a 18 mm diameter solid steel cylinder in which a 8 mm diameter…

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Moments

There are various practical applications of the concept of moments, like a rotation of the crank due to linear motion of the piston, the moment of inertia and its use in designing beams and columns, bending moment concept, torque, twisting moment, etc.