A first test and exploration of your model
Abstract
Introduction
The two competitive species like Tiger and dinosaur as predator-prey, but its very rare to they hunting each other and most of the group of there newborn baby. They have their own territory and its rare to go out of there territory, but if the other animal are come in same territory, then they hunt on him. And in this report, we consider the T for Tiger’s populations and D for the Dinosaur’s populations and the set of the differential equations is:
dT/dt = k1T – k3TD
And
Dn = k2Dn – k4Tn Dn
k1T – k3TD = 0
0.022T – 0.001TD= 0
then,
k2D – k4TD = 0
T = 0, D = 0
T = 7.27272728, D = 22
After integrating with respect to time t,
Tanl = k1Tt – k3TDt
Here,
dT/dt = k2T – k4TD
Danl = k2Dt – 0*TDt
Danl = k2Dt
The Competitive Hunter Model – Tigers and Dinosaurs in insight maker
Stock –
Tiger
Dinosaur Birth Rate
Dinosaur Birth Rate
Dinosaur Deaths
Competitive Hunter model of the Tiger and Dinosaur:
Fig 2
Tiger Births:
Fig 4
Tiger Deaths:
Fig 6
Dinosaur Births:
Fig 8
Dinosaur Deaths:
Fig 10
A first test and exploration of your model
When the death rate of Dinosaur and Tiger is zero, then the configuration of –
Fig 12
A second test, looking for equilibrium values
When the death rate of Dinosaur and Tiger is non-zero, then the configuration of –
Tiger Death Rate:
Fig 15
Graph when death rate of Dinosaur and Tiger is non-zero:
Fig 16