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MATH-I 578: MATHEMATICAL MODELING OF PHYSICAL SYSTEMS I (3 credits)

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Linear systems modeling, mass-spring-damper systems, applications to automobile suspension, accelerometer, etc., RLC circuits, passive and active filters, applications to crossover networks and equalizers, nonlinear systems, stability and bifurcation, dynamics of a nonlinear pendulum, van der Pol oscillator, chemical reactor, etc., introduction to chaotic dynamics.