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In memory of Kodie
Competitive Population Simulation
Solutions approximated by Euler's method
The Lotka-Volterra Differential Equations
\[ \begin{aligned} \frac{dx}{dt} &= \alpha x - \beta xy \\ \\ \frac{dy}{dt} &= x-\gamma y + \delta xy \end{aligned} \]
Choose a prey:
Bunny
Deer
Choose a predator:
Wolf
Fox
Input starting population for each:
Month: 0
Simulation Parameters
Prey Birth Rate (α):
0.1
Predator Consumption Rate (β):
0.01
Predator Death Rate (γ):
0.1
Predator Birth Rate (δ):
0.005
Start Simulation
Reset