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Question

For simply supported steel beams, maximum permitted deflection is:-

The correct answer is

1/325 of span

Steel Beams Deflection Limits Explained

When designing structural elements like steel beams, it is essential to ensure they not only have sufficient strength to carry loads but also adequate stiffness to limit deflection. Deflection refers to the vertical displacement or sag of a beam under applied loads. Excessive deflection can lead to undesirable effects such as visual sag, damage to non-structural finishes like plaster or partitions, and discomfort for occupants due to vibrations.

Building codes and standards provide guidelines for the maximum allowable deflection to ensure the serviceability and aesthetic appeal of structures. For simply supported steel beams, these limits are crucial. In India, the design of steel structures is largely governed by the Indian Standard Code IS 800:2007, which specifies various serviceability criteria, including limits on deflection.

Maximum Permitted Deflection for Simply Supported Steel Beams

According to IS 800:2007, Table 6, which outlines the permissible deflection limits for various structural members under different loading conditions, the maximum permitted deflection for simply supported steel beams is stipulated. This limit is primarily set to prevent issues related to serviceability, rather than strength.

For flexural members like simply supported steel beams, the final deflection due to all loads (including dead loads, imposed loads, wind loads, and seismic loads) is generally limited to $\text{span} / 325$. This means that the total vertical displacement of the beam at any point along its span, under the full design load, should not exceed one three hundred and twenty-fifth of its effective span length.

It is important to note that while $\text{span} / 375$ is often a limit for deflection due to imposed loads only (live loads), the question asks for the "maximum permitted deflection" which typically refers to the overall limit for all loads combined, for which $\text{span} / 325$ is the more comprehensive and often governing criterion for steel beams.

Key Deflection Limits for Steel Members (IS 800:2007, Table 6)
Condition / Type of Member Maximum Permitted Deflection
Flexural members (Beams and Girders) - Final deflection due to all loads $ \text{span} / 325 $
Flexural members (Beams and Girders) - Deflection due to imposed loads only $ \text{span} / 375 $
Purlins and Girts - For brittle cladding $ \text{span} / 150 $
Purlins and Girts - For flexible cladding $ \text{span} / 120 $
Cantilever members - Final deflection due to all loads $ \text{span} / 180 $

Therefore, for simply supported steel beams, the most commonly accepted and generally applied maximum permitted deflection limit, considering all types of loads, is $\text{span} / 325$. This ensures the satisfactory performance and durability of the structure over its lifetime.

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Important Questions from Beams

  1. For a simply supported beam or slab, the effective span is calculated as:

  2. Which of the following is CORRECT for indeterminate beam condition?

  3. A cantilever beam is one which is -

  4. In case of deep beam or in thin webbed R.C.C members, the first crack formed is-

  5. In case of web crippling, the dispersion of load from bearing plate takes place at:

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