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Slenderness Ratio Calculator

KL/r with the IS 800 limit verdicts — the first column check.

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Slenderness ratio KL/r

Always the WEAK axis r unless that axis is braced. Capacity is roughly proportional to 1/λ² beyond the elastic limit — slenderness is destiny.

Formula

λ = KL/r_min (IS 800: ≤180 compression, ≤250 bracing, ≤400 tension)
References: IS 800 Table 3; AISC E2

Slenderness Ratio Calculator is a free slenderness ratio for structural engineers, fabricators and site engineers — instant, accurate and 100% client-side, with the governing formula and reference shown next to the result so the number can be defended, not just quoted.

About Slenderness Ratio Calculator

KL/r with the IS 800 limit verdicts — the first column check. The calculation implements λ = KL/r_min (IS 800: ≤180 compression, ≤250 bracing, ≤400 tension) (IS 800 Table 3; AISC E2). Always the WEAK axis r unless that axis is braced. Capacity is roughly proportional to 1/λ² beyond the elastic limit — slenderness is destiny.

How to use Slenderness Ratio Calculator

  1. 1Enter Unbraced length in m.
  2. 2Enter Effective length factor K.
  3. 3Enter Min radius of gyration in mm.
  4. 4Read Slenderness ratio KL/r instantly — no submit button needed.
  5. 5Need US units? Flip the SI/Imperial toggle and every field converts.

Why use Slenderness Ratio Calculator?

  • Implements the standard formula — λ = KL/r_min (IS 800: ≤180 compression, ≤250 bracing, ≤400 tension)
  • Reference cited on-page: IS 800 Table 3; AISC E2
  • One-click SI ⇄ Imperial toggle — values convert in place, physics stays in SI
  • Built-in engineering verdict flags out-of-range results instantly
  • Runs entirely in your browser — nothing uploaded, free forever

Frequently asked questions

What formula does the Slenderness Ratio Calculator use?+

It computes λ = KL/r_min (IS 800: ≤180 compression, ≤250 bracing, ≤400 tension), per IS 800 Table 3; AISC E2. The formula is displayed under the result.

What should I keep in mind when using this calculator?+

Always the WEAK axis r unless that axis is braced. Capacity is roughly proportional to 1/λ² beyond the elastic limit — slenderness is destiny.

Can I use this for real structural design?+

It implements the exact textbook/code formula cited below the result and is ideal for sizing, checking and learning. Final designs should be verified by a qualified engineer against the full code with all load cases.

Is the Slenderness Ratio Calculator free to use?+

Yes — completely free, no sign-up, no limits. It runs client-side in your browser, so inputs stay private and results are instant even on slow connections.

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