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This tool applies a standard formula from the relevant domain. The computation is deterministic — given the same inputs, the result is always identical. The formula accounts for the primary variables that determine the output.
T = (n+1)/m; Q_T from Log-Pearson Type III (simplified)The calculation requires: Rank m (largest=1), Record Length n, Mean Annual Peak Q, Std Dev of Peaks. Each parameter contributes to the final result according to the formula above. Accuracy depends on the precision of your input measurements.
Updated: July 2026
A typical use case demonstrating the calculator with representative values.
→ Calculated result based on the formula and provided inputs
Enter your own values to get a personalized result for your specific situation.
→ Result calculated from your specific input values
Check the expected unit for each input field (shown as suffix). Converting between imperial and metric units before entering values prevents calculation errors.
Ensure denominator values (divisors) are non-zero. The calculator validates this, but understanding which fields cannot be zero helps interpret results correctly.
Estimate return period flow from annual peak series rank (simplified Log-Pearson). Free flood frequency analysis tool for flood, frequency, and more. It applies the calculation formula (T = (n+1)/m; Q_T from Log-Pearson Type III (simplified)). For example: 2nd largest in 30-yr record — A typical use case demonstrating the calculator with representative values.