EE 211 Section 1
Course Objectives - Chapters 6 and 7
Chapter 6
- 1.
- Be able to state the v-i relationships for capacitors and inductors.
- 2.
- Given v or i for a capacitor or inductor, be able to determine the
other variable.
- 3.
- Be able to find the energy w for capacitors and inductors.
- 4.
- Be able to find the outputs from simple op-amp circuits using capacitors
and inductors (such as integrators and differentiators).
- 5.
- Be able to find equivalent circuits for circuits using capacitors and
inductors.
Chapter 7
- 1.
- Be able to define state variable.
- 2.
- Be able to find the characteristic equations for first and second
order differential equations.
- 3.
- Be able to find initial conditions and final conditions using DC
analysis.
- 4.
- Be able to find the zero-input responses of circuits with one capacitor or inductor - i.e., the responses with
no input to the circuit.
- 5.
- Be able to find the step responses of circuits with one capacitor
or inductor - i.e., the responses with a step input.
- 6.
- Be able to find the sinusoidal responses of circuits with one capacitor
or inductor - i.e., the responses with a sinusoidal input.
- 7.
- Be able to decompose the step response and sinusoidal response into zero input response and zero state response.
- 8.
- Be able to decompose the step response and sinusoidal response into natural (or transient) response and forced (or steady-state) response.
- 9.
- Be able to find the zero-input and step responses of circuits with a
capacitor and inductor in series.
- 10.
- Be able to find the zero-input and step responses of circuits with a
capacitor and inductor in parallel.
- 11.
- Be able to find ,
the undamped natural frequency, and
,
the damping ratio, for second-order constant-coefficient linear differential equations.
- 12.
- Be able to find the zero-input and step responses of second-order
constant-coefficient linear
differential equations.
- 13.
- Be able to define the terms underdamped, critically damped and
overdamped.d
- 14.
- Be able to determine if a second-order circuit is overdamped, critically
damped or underdamped.
Bill Rison 1998-12-04