Mathematics, 21.11.2019 06:31, Mochalav6675
Simulate the predator-prey equations. a. p (t ) = p (t ) − p (t ) r (t ) r (t ) = − r (t ) + p (t ) r (t ) hint: i used the values alp=0.04; gam=0.08; bet=0.002; del=0.0004. b. add controls u, v to the predator-prey equations. p (t ) = p (t ) − p (t ) r (t ) + u (t ) r(t)= −r(t)+ p(t)r(t)+v(t) the controls could be predator or prey animals added or subtracted from the population (at some rate). suppose, for example, suppose prey animals are added at a fixed rate over a fixed period u(t)=u00 t1tt2 0 elsewhere investigate the impact of this control on the evolution of the population. c. find if possible, feedback control laws that can move the non-trivial equilibrium from its uncontrolled value to a target value. d. use the simulator to check the stability of the new (controlled) equilibrium.
Answers: 1
Mathematics, 22.06.2019 01:30, chris199825
Agrasshopper weighs 0.89 grams. express the grasshopper’s weight in scientific notation.
Answers: 3
Mathematics, 22.06.2019 02:00, kathleensumter4913
Rewrite the expression in z to the n power. the expression i was given is: 1 over z to the negative 1 half power.
Answers: 2
Simulate the predator-prey equations. a. p (t ) = p (t ) − p (t ) r (t ) r (t ) = − r (t ) + ...
Mathematics, 20.09.2021 01:20
English, 20.09.2021 01:20
Mathematics, 20.09.2021 01:20
Arts, 20.09.2021 01:20
Health, 20.09.2021 01:20
Mathematics, 20.09.2021 01:20
History, 20.09.2021 01:20
Mathematics, 20.09.2021 01:20