A) Only voltages at specific nodes B) Power consumption and frequency C) Resistance and capacitance values only D) Voltages and currents at all places within the circuit
A) Using Gaussian elimination only B) Using complex number theory C) Using piecewise-linear approximation D) Using hydraulic analogies
A) Manual calculations B) Specialized computer programs C) Circuit prototypes D) Continuity tests
A) GNUCAP B) HSPICE C) Simulink D) SapWin
A) HTML and XML B) C++ and Python C) VHDL-AMS and verilog-AMS D) Java and SQL
A) Increasing circuit voltage limits B) Simplifying network topology C) Eliminating the need for software D) Avoiding time, cost and risk of error
A) SPICE or GNUCAP B) HSPICE C) SapWin D) PLECS
A) SPICE B) GNUCAP C) HSPICE D) SapWin
A) A steady state solution B) A small-signal estimate C) A prototype filter D) A piecewise-linear model
A) Maxwell's analogy B) Ohm's Law C) Superposition theorem D) Kirchhoff's current law
A) The hydraulic analogy B) The operating points of each element C) The netlist representation D) The continuity test results
A) It can be removed from the circuit B) It can be linearized around its operation point C) It can be replaced with a diode D) It can be treated as a battery
A) A schematic diagram B) A hydraulic model C) A linear circuit matrix D) An AC power analysis
A) Firestone analogy B) Ohm's Law C) Trent analogy D) Kirchhoff's current law
A) With a continuity test B) With a network analyzer C) With a prototype filter D) With Gaussian elimination
A) HSPICE B) SapWin C) PLECS interface to Simulink D) GNUCAP
A) As a non-linear matrix of transistors B) As an hydraulic system C) As a completely linear network of ideal diodes D) As a collection of AC power sources
A) When the steady state solution is found B) Every time a diode switches from on to off or vice versa C) During Gaussian elimination D) Every time the voltage reaches zero
A) It simplifies the linear circuit matrix B) It eliminates the need for diodes C) It decreases the simulation time and increases accuracy D) It increases the accuracy of the simulation, but also increases its running time
A) Mesh analysis B) Continuity test C) Bridge circuit D) Circuit diagram
A) Potential divider B) Impedance analogy C) Schematic D) Superposition theorem
A) Network analyzer B) Netlist C) Topology D) RC circuit
A) Circuit diagram B) AC power network analyzer C) Hydraulic analogy D) Superposition theorem
A) Continuity test B) Bridge circuit C) Mesh analysis D) Schematic
A) Passive filter B) Active filter C) Digital filter D) Prototype filter
A) Impedance analogy B) HSPICE simulation C) Topology (electronics) D) Piecewise-linear approximation
A) Oscilloscope B) Network analyzer (electrical) C) Digital multimeter D) Spectrum analyzer
A) DC power meter B) Network analyzer (AC power) C) Bridge circuit analyzer D) Resistive continuity tester
A) Steady state test B) Voltage drop test C) Diode switching test D) Continuity test
A) Firestone analogy B) Maxwell analogy C) Hydraulic analogy D) Trent analogy
A) Maxwell analogy B) Firestone analogy C) Trent analogy D) Hydraulic analogy
A) Firestone analogy B) Mechanical analogy C) Trent analogy D) Maxwell analogy
A) Trent analogy B) Firestone analogy C) Hydraulic analogy D) Maxwell analogy
A) Piecewise-linear models B) Steady state solutions C) Kirchhoff network topologies D) Mechanical–electrical analogies
A) Bridge circuit B) RC circuit C) Series and parallel circuits D) Potential divider
A) LC circuit B) RLC circuit C) RC circuit D) RL circuit
A) LC circuit B) RC circuit C) Bridge circuit D) RL circuit
A) RC circuit B) LC circuit C) Potential divider D) RL circuit
A) RC circuit B) LC circuit C) RLC circuit D) RL circuit
A) Bridge circuit B) Prototype filter C) Potential divider D) Mesh analysis
A) Linear and non-linear circuits B) Series and parallel circuits C) Analog and digital circuits D) Steady state and transient circuits
A) Zero B) Equal to the total resistance C) Equal to the source voltage D) Constant and positive
A) Time-varying networks B) Networks containing nonlinear components C) Networks containing reactances D) Networks without any resistors
A) Resistance changes randomly over time B) Signals are linearly superimposable C) Signals always cancel each other out D) Voltage and current are completely unrelated
A) Lumped elements B) Transmission lines C) Distributed elements D) Active sources
A) The resistive-network model B) The distributed-element model C) The DC-response model D) The passive-source model
A) An ideal voltage network B) A fully saturated circuit C) A semi-lumped design D) A nonlinear electronic circuit |