Invasive Species Impact Calculator
Project invasive species population growth and spatial spread over time. Estimate area occupied and time to full invasion.
Inputs
Results
Projected Population
1,101,323
Area Occupied
5,000 km²
How to Use This Calculator
- Enter the Initial Population size and Intrinsic Growth Rate (r) for the invasive species.
- Set the Radial Spread Rate (m/year) from field measurements or literature.
- Enter the Projection Period (years) and Total Habitat Area available.
- Review Projected Population, Area Occupied (ha), and Habitat Occupied (%).
- Use Time to Full Invasion and Population Doubling Time to prioritize control timelines.
How the result changes with Intrinsic Growth Rate (r)
| Intrinsic Growth Rate (r) | Projected Population | Area Occupied |
|---|---|---|
| 0.51 | 1,318,523 | 5,000 km² |
| 1.76 | 5,000,000 | 5,000 km² |
| 3.25 | 5,000,000 | 5,000 km² |
| 4.5 | 5,000,000 | 5,000 km² |
What each input means
- Initial Population
- Number of invasive individuals at the start of the projection (e.g., founding population).
- Intrinsic Growth Rate (r)
- Per-capita growth rate per year. Invasive species often have high r values (0.3-2.0+).
- Radial Spread Rate
- Rate of range expansion as radial distance per year. Varies from <1 km/yr (plants) to 50+ km/yr (insects).
- Projection Period
- Number of years to project the invasion forward.
- Total Habitat Area
- Total available habitat area that the species could potentially occupy in km².
What each result means
- Time to Full Invasion
- -1 indicates spread rate is zero.
- Population Doubling Time
- -1 if growth rate is zero or negative.
How this is calculated
Worked example, using the default values
- Identify Input Parameters4 parametersInitial Population = 50, Intrinsic Growth Rate (r) = 0.5, Radial Spread Rate = 5, Projection Period = 20 = 5 input(s) provided
- Calculate Projected PopulationProjected Population1101323 = 1101323
- Calculate Area OccupiedArea Occupied5000 = 5000
- Calculate Habitat OccupiedHabitat Occupied100 = 100
- Calculate Time to Full Invasion7.7 = 7.7
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