Maximum bending Moment and Maximum Shear Stress Question

In summary, when designing a uniform beam, it is important to consider the maximum bending moment and maximum shear stress as absolute values. While the plus and minus signs indicate the curvature of the beam, the larger magnitude should be used for determining the maximum value. This applies to both bending moment and shear force.
  • #1
coolguy16
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Is the maximum bending moment and maximum shear stress an absolute value? For example, when drawing out a bending moment diagram say if I get -400 kNm at one point and 300 kNm at a different point. If these values are the maximum/minimum points on my diagram would 400 kNm be considered as a maximum bending moment? Does the same method apply for shear force also?

Thanks
 
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  • #2
You wouldn't want to design a uniform beam for +300 moment when you have a -400 moment, so in that sense, use the absolute value for the max. But plus and minus moments tell you about the curvature of the beam (concave or convex) so you can't just ignore the signage . Same for shear in terms of using the larger magnitude if you are looking for the max
 
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  • #3
Ok perfect. Thanks so much.
 

Related to Maximum bending Moment and Maximum Shear Stress Question

What is the definition of maximum bending moment?

The maximum bending moment is the greatest amount of force that a structure experiences at a specific point due to an external load. It is the point at which the structure is most likely to experience failure or deformation.

How is the maximum bending moment calculated?

The maximum bending moment is calculated by multiplying the external load applied to the structure by the distance from the point of application to the point of interest. This calculation takes into account the type of load (e.g. point load, distributed load) and the type of support (e.g. fixed, pinned) at the point of interest.

What is the significance of the maximum bending moment in structural design?

The maximum bending moment is a critical factor in determining the strength and stability of a structure. It helps engineers and designers determine the appropriate size and materials needed to support the structure and ensure it can withstand the expected loads and forces.

What is maximum shear stress?

The maximum shear stress is the highest amount of stress that occurs within a material when it is subjected to a shear force. It is typically found at the point of maximum bending moment and is an important consideration in determining the strength and stability of a structure.

How is the maximum shear stress calculated?

The maximum shear stress is calculated by dividing the shear force by the cross-sectional area of the material perpendicular to the direction of the shear force. This calculation takes into account the type of load and the geometry of the material at the point of interest.

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