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  1. Home
  2. /Biology
  3. /Population Genetics
  4. /Genetic Drift Calculator

Genetic Drift Calculator

Last updated: February 24, 2026

Calculator

Results

Allele Frequency Variance per Generation

0.00125

Allele Frequency Standard Deviation per Generation

0.035355

Initial Expected Heterozygosity

0.5

Expected Heterozygosity After t Generations

0.475555

Heterozygosity Retained

95.11

%

Heterozygosity Lost

4.89

%

Cumulative Drift / Inbreeding Coefficient (Ft)

0.04889

Heterozygosity Retained per Generation

99.5

%

Results

Allele Frequency Variance per Generation

0.00125

Allele Frequency Standard Deviation per Generation

0.035355

Initial Expected Heterozygosity

0.5

Expected Heterozygosity After t Generations

0.475555

Heterozygosity Retained

95.11

%

Heterozygosity Lost

4.89

%

Cumulative Drift / Inbreeding Coefficient (Ft)

0.04889

Heterozygosity Retained per Generation

99.5

%

The Genetic Drift Calculator quantifies the expected magnitude of random allele frequency change in a finite population. Genetic drift is the stochastic change in allele frequencies due to random sampling of gametes during reproduction. Its effects are strongest in small populations and can lead to allele fixation or loss independent of natural selection.

Enter the initial allele frequency, effective population size, and number of generations to estimate drift variance and heterozygosity loss over time.

Visual Analysis

How It Works

The variance in allele frequency due to drift in one generation is:

Var(Δp) = p × q / (2 × Ne)

Where p and q are the allele frequencies and Ne is the effective population size. Heterozygosity decays geometrically over generations:

H(t) = H(0) × (1 − 1/(2Ne))^t

Where H(0) = 2pq is the initial heterozygosity and t is the number of generations. The fraction of heterozygosity lost after t generations is 1 − (1 − 1/(2Ne))^t.

Worked Examples

Small bottlenecked population

Inputs

p0.5
ne20
generations50

Results

variance per gen0.00625
sd per gen0.0791
expected het0.286
het loss pct71.4

With Ne of only 20, after 50 generations about 71.4% of heterozygosity is lost. The initial H=0.5 has declined to 0.286, showing severe genetic erosion.

Large stable population

Inputs

p0.5
ne10000
generations100

Results

variance per gen0.0000125
sd per gen0.0035
expected het0.4975
het loss pct0.5

With Ne of 10,000, drift is negligible: only 0.5% of heterozygosity is lost after 100 generations, and allele frequencies remain very stable.

Frequently Asked Questions

Natural selection is directional, favoring alleles that increase fitness, and is more effective in large populations. Genetic drift is random, affecting all alleles regardless of fitness, and is strongest in small populations. In very small populations, drift can overpower selection, causing harmful alleles to become fixed or beneficial alleles to be lost by chance.

Each generation, approximately 1/(2Ne) of the remaining heterozygosity is lost to drift. This means smaller populations lose diversity faster. After 2Ne generations, about 63% of original heterozygosity is lost. This simple rule helps conservation biologists quickly assess the vulnerability of small populations.

Once alleles are lost from a population, they can only return through mutation (very slow) or gene flow from other populations. This is why maintaining large effective population sizes and connectivity between populations is crucial for conservation. Bottleneck events can permanently reduce diversity.

Sources & Methodology

Hartl, D.L. & Clark, A.G. Principles of Population Genetics, 4th ed. 2007. Frankham, R. et al. Introduction to Conservation Genetics, 2nd ed. 2010.
R

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