Stress Calculations for Girder with W(b) and A Values

In summary, stress calculations for a girder with W(b) and A values are used to determine the maximum load it can support without experiencing excessive stress or deformation. These values are also used to calculate the bending stress and deflection of the girder. The dimensions, material properties, and loading conditions of the girder can influence its W(b) and A values. These calculations differ from other structural calculations as they only focus on bending stress. However, there are limitations as they assume a homogeneous material and elastic loading, which may not reflect real-world scenarios.
  • #1
teng125
416
0
What is the resulting stress at the upper and lower edge of a section profile with W(b) = 144 cm3 and A = 34 cm² at the fixed end of the girder.

I'm not sure about how it looks like.Can smby pls explain to me (if possible,togther with a picture)

thanx
 
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  • #2
The stress depends on what load is applied and the resulting moment. Use simple beam theory.
 
  • #3


I understand that stress calculations are an important aspect of structural engineering. In order to accurately determine the stress at the upper and lower edges of a girder, we need to have a clear understanding of the girder's geometry and properties.

In this case, we are given the values of W(b) and A for a section profile at the fixed end of the girder. W(b) represents the section modulus, which is a measure of a cross-sectional area's ability to resist bending. A represents the cross-sectional area of the girder.

To calculate the stress at the upper and lower edges of the girder, we can use the formula: Stress = (M*y)/I, where M is the moment applied to the girder, y is the distance from the neutral axis to the point of interest (in this case, the upper and lower edges), and I is the moment of inertia of the girder's cross-sectional area.

Without a clear understanding of the girder's geometry and load conditions, it is difficult for me to provide an accurate calculation. Therefore, it would be helpful to have a picture or diagram of the girder in question. This would allow me to better visualize the girder and its properties, and provide a more precise response.

In conclusion, stress calculations for a girder with given W(b) and A values require a thorough understanding of the girder's geometry and load conditions. A visual representation, such as a picture or diagram, would greatly aid in providing an accurate calculation of the stress at the upper and lower edges of the girder.
 

1. What is the purpose of stress calculations for a girder with W(b) and A values?

The purpose of stress calculations for a girder with W(b) and A values is to determine the maximum load that the girder can withstand without experiencing excessive stress or deformation. These calculations help engineers and designers ensure that the girder is structurally sound and can safely support the intended load.

2. How are W(b) and A values used in stress calculations for a girder?

W(b) and A values are used in stress calculations to determine the moment of inertia and cross-sectional area of the girder. These values are essential in calculating the bending stress and deflection of the girder under load.

3. What factors influence the W(b) and A values of a girder?

The W(b) and A values of a girder are influenced by its dimensions, material properties, and loading conditions. The shape and size of the girder, as well as the type of material it is made of, can significantly affect these values.

4. How do stress calculations for a girder differ from other structural calculations?

Stress calculations for a girder specifically focus on determining the stress and deflection caused by bending. Other structural calculations, such as those for beams or columns, may also consider other types of loading, such as compression or shear.

5. Are there any limitations to stress calculations for a girder with W(b) and A values?

Yes, there are limitations to stress calculations for a girder with W(b) and A values. These calculations assume that the girder is made of a homogeneous material and is loaded within its elastic range. They may not accurately reflect the behavior of the girder under extreme loads or in cases where the material properties are not uniform.

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