Phase Plane Analysis of One and Two Dimensional Autonomous ODE Systems

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Documentation for package ‘phaseR’ version 1.3

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phaseR-package Phase Plane Analysis of One and Two Dimensional Autonomous ODE Systems
competition Species Competition Model
example1 Example ODE System Number One
example10 Example ODE System Number Ten
example11 Example ODE System Number Eleven
example12 Example ODE System Number Twelve
example13 Example ODE System Number Thirteen
example14 Example ODE System Number Fourteen
example15 Example ODE System Number Fifteen
example2 Example ODE System Number Two
example3 Example ODE System Number Three
example4 Example ODE System Number Four
example5 Example ODE System Number Five
example6 Example ODE System Number Six
example7 Example ODE System Number Seven
example8 Example ODE System Number Eight
example9 Example ODE System Number Nine
exponential The Exponential Growth Model
flowField Flow Field
lindemannMechanism The Lindemann Mechanism
logistic The Logistic Growth Model
lotkaVolterra The Lotka Volterra Model
monomolecular The Monomolecular Growth Model
nullclines Nullclines
numericalSolution Numerical Solution and Plotting
phasePortrait Phase Portrait Plot
phaseR Phase Plane Analysis of One and Two Dimensional Autonomous ODE Systems
simplePendulum The Simple Pendulum
SIR The SIR Epidemic Model
stability Stability Analysis
trajectory Phase Plane Trajectory Plotting
vanDerPol The Van Der Pol Oscillator
vonBertalanffy The von Bertalanffy Growth Model