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Transport & Manufacturing

Aircraft Stall Speed Adjustment for Bank Angle Load Factor ($1/\cos\theta$)

Calculate aircraft stall speed adjustment for bank angle load factor ($1/\cos\theta$) using the stated engineering or scientific relationship and adjustable field inputs.

Transport & Manufacturing

Preparing your result…

What this calculator does

Calculates Aircraft Stall Speed Adjustment for Bank Angle Load Factor ($1/\cos\theta$) using the formula verified against the cited source.

What your result means

An estimate from the inputs you enter, within the scope stated below — not advice.

Formula

Vs(bank) = Vs × √(1/cos θ)

The step-by-step working for your own numbers appears with the result above and in the PDF report.

Frequently asked questions

Symbols and assumptions

Inputs
The values entered in the fields above
  • • Coordinated constant-altitude turn load factor n=1/cos(bank); stall speed at that load Vs_turn=Vs_1g√n, with identical weight/configuration and bank magnitude<90°.

Sources and review

Reviewed 2026-10-18 · Next review 2027-04-18

  • • Convert angle units before cosine. This relation assumes a coordinated level turn; bank alone does not set load factor in a descending/unloaded maneuver. Preserve the baseline speed convention and aircraft limits; the result is a stall-speed scaling, not maneuver clearance.

Important limitation

This is an educational estimate based only on the values and formula shown. Verify current rates, rules, units, and professional standards before relying on the result. It is not personalized financial or investment advice.

Quick reference

Aircraft Stall Speed Adjustment for Bank Angle Load Factor ($1/\cos\theta$): results for common inputs, worked out with the formula on this page.
ScenarioLevel-flight stall speed (kt)Bank angle (°)Stall speed in the turn
Worked example604571.3524 kt
Half the amounts302331.2686 kt
Double the amounts12080287.9693 kt

Need the full picture? Get the detailed PDF report with charts, tables, formulas and working steps.

Reviewed 2026-10-18 · Next review 2027-04-18

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