| 1.
|
Describe the basic strategy for an analysis of electrical circuits:
basic quantities and circuits elements. (I)
|
| 2.
|
Employ the fundamental Ohm's law and Kirchoff's laws in the analysis
of a circuit, and compute the equivalent resistance when they are
placed in series or parallel. (II)
|
| 3.
|
Analyze circuits containing both independent and dependent sources by
employing the fundamental laws. (II)
|
| 4.
|
Apply both the node voltage and loop current methods for circuit
analysis. (III)
|
| 5.
|
Describe the operational amplifier and its equivalent circuit. (III)
|
| 6.
|
Apply the computer-aided analysis program PSPICE to a circuit that
contains a variety of sources. (IV)
|
| 7.
|
Use methods that have wide applications in circuit analysis: the
principle of superposition, Thevinin's and Norton's theorems. (V)
|
| 8.
|
Compute the equivalent capacitance when capacitors are interconnected
in series or parallel and determine equivalent inductance when these
elements are interconnected. (VI)
|
| 9.
|
Solve a first-order differential equation of RC and RL circuits which
contain only a single energy storage element (i.e., C or L). (VII)
|
| 10.
|
Perform the analysis of RLC circuits that leads to a second-order
differential equation. (VIII)
|
| 11.
|
Apply a solution approach for ac circuits that involves an analysis in
the frequency domain. (IX)
|
| 12.
|
Use impedance and admittance in conjunction with phasers to solve ac
circuits containing a single source. (IX)
|
| 13.
|
Define instantaneous power, average power, and power factor angle. (X)
|
| 14.
|
Define the complex power and its relationship to real power and
reactive power. (X)
|
|