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The constant solutionThe phase plane.
(a) three-dimensional phase portrait; (b) x-y phase plane; (c) x-z phase plane; (d) y-z phase plane.
Fig. 9 Rostral slow phase plane.
(34) Figure 4 Phase plane solutions.
We use slow phase plane arguments to do so.
Fig. 7 The phase plane for a single uncoupled neuron.
Similar(5)
Equation (10) can be simplified as constant-density contour lines on the magnitude-phase plane (11).
Now we perform some phase-plane analysis for system (1.1)′.
Our approach combines phase-plane analysis with time-mapping estimates.
The stability of the system is investigated using both frequency response equations and phase-plane method.
The stability of the system is investigated applying both frequency response function and phase-plane method.
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