Measure selection pressure from means or raw trait values. Estimate likely response using heritability values. Explore evolutionary change through clear outputs and helpful graphs.
Use direct means for summary statistics or raw mode for comma-separated trait values.
This example models a trait under artificial selection. The selected group has a higher mean than the whole population, producing a positive selection differential.
| Trait | Population Mean | Selected Mean | Population SD | Heritability | Selection Differential | Predicted Response |
|---|---|---|---|---|---|---|
| Beak depth | 12.40 mm | 14.10 mm | 2.30 mm | 0.42 | 1.70 mm | 0.7140 mm |
| Plant height | 48.00 cm | 53.50 cm | 5.40 cm | 0.35 | 5.50 cm | 1.9250 cm |
| Body mass | 21.80 g | 24.20 g | 3.10 g | 0.51 | 2.40 g | 1.2240 g |
Selection differential: S = X̄selected − X̄population
Standardized differential: S / SDpopulation
Predicted response: R = h² × S
Predicted offspring mean: X̄population + R
In raw mode, the calculator first computes the population mean, selected mean, and sample standard deviation from the entered trait lists. In direct mode, it uses your supplied summary statistics.
It measures how far the selected group mean differs from the original population mean. A positive value means selected individuals have a higher average trait value than the population.
Heritability helps estimate the expected response to selection. The calculator uses the breeder’s equation, where response equals heritability multiplied by the selection differential.
Direct mode uses summary inputs you already know. Raw mode calculates means and population variation from entered trait values, which is useful for classroom or field datasets.
A negative value means the selected individuals have a lower average trait value than the original population. This indicates selection favored smaller or reduced trait values.
It scales the selection differential by population standard deviation. This makes trait shifts easier to compare across studies, traits, or units with different magnitudes.
Yes. The math works for both settings, provided your selected group and baseline population are clearly defined and measured using the same trait scale.
Population standard deviation is needed for the standardized differential. It expresses selection strength relative to population variability rather than raw trait units alone.
No. They are model-based estimates from the breeder’s equation. Real populations may deviate because of environment, nonadditive genetics, sampling error, or changing selection pressure.
Important Note: All the Calculators listed in this site are for educational purpose only and we do not guarentee the accuracy of results. Please do consult with other sources as well.