A simply supported beam spans L=28ft. A 3/4 inch thick steel plate with a width of b1=3.2ft, and a length L=28ft is balanced on the beam as shown. When viewed from above, the weight of the steel plate is 30lb/ft2.What is the total weight of the plate, and what is the distributed load on the beam due to the weight of the plate?A one-inch thick sheet of particle measuring 6 feet wide and 28 feet long is balanced on top of the aforementioned steel plate. The weight of the particle board, when viewed from above, is 3lb/ft2. What is the magnitude of the distributed load on the beam due to the weight of the particleboad? What is the magnitude of the total distributed load on the beam due to the weight of the particleboard and the steel plate? (4r)WLSTEELPLATE

Calculate the weight of the plate:

Answered: (4r) W L STEEL PLATE

Structural Analysis

6th Edition

ISBN:9781337630931

Author:KASSIMALI, Aslam.

Publisher:KASSIMALI, Aslam.

Chapter2: Loads On Structures

Section: Chapter Questions

Problem 1P

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A simply supported beam spans L=28ft. A 3/4 inch thick steel plate with a width of b₁=3.2ft, and a length L=28ft is balanced on the beam as shown. When viewed from above, the weight of the steel plate is 30lb/ft².

What is the total weight of the plate, and what is the distributed load on the beam due to the weight of the plate?
A one-inch thick sheet of particle measuring 6 feet wide and 28 feet long is balanced on top of the aforementioned steel plate. The weight of the particle board, when viewed from above, is 3lb/ft². What is the magnitude of the distributed load on the beam due to the weight of the particleboad? What is the magnitude of the total distributed load on the beam due to the weight of the particleboard and the steel plate?

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