Consider a wood beam (see figure) carrying a uniform load of 26.5 kN/m (which includes the weight of the beam). The length is 1.45 m and the cross section is rectangular with width 150 mm and height 300 mm. 26.5 kN/m 300 mm. 150 mm 1.45 m (a) 26.5 kN/m 1.45 m (b) Ⓡ (a) If the beam is simply supported as in figure part (a), calculate the maximum shear stress max and the maximum bending stress max (Enter the magnitudes in MPa.) Tmax= MPa MPa = max (b) If the beam has a sliding support at right as in the figure part (b), calculate the maximum shear stress max and the maximum bending stress max (Enter the magnitudes in MPa.) MPa max MPa max=

Consider a wood beam (see figure) carrying a uniform load of 26.5 kN/m (which includes the weight of the beam). The length is 1.45 m and the cross section is rectangular with width 150 mm and height 300 mm. 26.5 kN/m 300 mm. 150 mm 1.45 m (a) 26.5 kN/m 1.45 m (b) Ⓡ (a) If the beam is simply supported as in figure part (a), calculate the maximum shear stress max and the maximum bending stress max (Enter the magnitudes in MPa.) Tmax= MPa MPa = max (b) If the beam has a sliding support at right as in the figure part (b), calculate the maximum shear stress max and the maximum bending stress max (Enter the magnitudes in MPa.) MPa max MPa max=

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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Consider a wood beam (see figure) carrying a uniform load of 23.5 kN/m (which includes the weight of the beam). The length is 2.55 m and the cross section is rectangular with width 150 mm and height 300 mm. 23.5 kN/m 300 mm 2.55 m (a) 23.5 kN/m 2.55 m (b) ☹ (a) If the beam is simply supported as in figure part (a), calculate the maximum shear stress Tmax and the maximum bending stress max (Enter the magnitudes in MPa.) MPa = max o max MPa (b) If the beam has a sliding support at right as in the figure part (b), calculate the maximum shear stress Tmax and the maximum bending stress max (Enter the magnitudes in MPa.) MPa = max MPa = max 150 mm
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