Given that d3 d3 = d2 d2 and x = d d d2 d2 ,
Question:
Given that d3η
dτ3 = −η
d2η
dτ2 and x =
η dη
dτ
d2η
dτ2
, y=
dη
dτ
2
η d2η
dτ2
, and t = log
dη
dτ
, prove that
˙ x = x(1 + x + y), ˙ y = y(2 + x − y).
Plot a phase portrait in the xy plane.
Step by Step Answer:
Related Book For
Dynamical Systems With Applications Using Mathematica
ISBN: 978-3319870892
1st Edition
Authors: Stephen Lynch
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