Kode Matakuliah:

ELS2101

Bobot sks:

4

Semester:

3

KK/Unit PenanggungJawab:

Prodi S1 Teknik Elektro

Sifat:

Wajib

Sinusoidal steady-state analysis: review of phasor concepts, circuit analysis and theorems.

AC power analysis: Instantaneous & Average Power, Maximum Average Power Transfer, Effective or RMS value, Apparent Power & Power Factor, Complex Power, Conservation of AC Power and Power factor correction.

Three-phase circuits: balanced & unbalanced delta-delta, delta-wye, wye-delta, and wye-wye connections. Power measurement using wattmeters.

Magnetically coupled-circuits: Mutual inductances and its energy, linear & ideal auto-transformers.

Frequency response: transfer function, Bode plot, series & parallel resonance, active & passive filters and its scaling factor.

Laplace transform and its application to circuit analysis: Laplace Transform and its inverse. Analysis of  circuits using Laplace  transform. Representation of state space  for RLC circuits.

Fourrier series: Trigonometric and exponential Fourier series, symmetry considerations, circuit applications and  average power & RMS values.

Fourrier Transform: definition, Properties, circuit applications, Parseval Theorem, comparing the Fourier & Laplace Transforms.

Two-port  networks: Impedance, Admittance, hybrid, and transmission Parameters, conversion between parameters, interconnection of networks.

1. Apply phasor frequency domain analysis using various techniques.
2. Apply phasor concept to analyse AC power and three-phase circuits.
3. Deal with circuits containing magnetically coupled.
4. Draw Bode plot of transfer function and use frequency domain to analyse resonance and filter networks.
5. Apply Laplace transform to analyse DC and AC steady state networks.
6. Apply Fourier series and Fourier transformation to analyse the networks with non sinusoidal exitation.
7. Analyse 2-port networks using various parameters.
8. Use SPICE to analyst DC and AC circuits.
9. Use Matlab as a tool to solve the network problems.

7. O. Chua, C. A. Desoer, and E. S. Kuh, Linear and NonLinear Circuits, McGraw-Hill Interational Editions, 1987.

Introduction to Circuit Analysis.

Nodes, branches, loops, Directed graphs.

Kirchhoff’s laws and cut sets

Lumped of Circuit’s element.

Circuit graph.

Tableau Analysis.

Extended Nodal Analysis.

Applications.

Tellegen’s theorem.

Applications.

Reciprocal  and Millman Theorem.

Understand the condition fulfilled for lumped circuits. Apply Tableau  & extended nodal analysis techniques to analyze circuit behavior.

Review of phasor concept.

Nodal Analysis.

Mesh Analysis.

Superposition Theorem.

Source Transformation.

Thevenin & Norton Equivalent Circuits.

Op Amp AC Circuits.

Applications.

Instantaneous & Average Power.

Maximum Average Power Transfer.

Effective or RMS value.

Apparent Power & Power Factor.

Complex Power.

Conservation of AC Power.

Power factor correction.

Applications.

Analyze RLC circuits under sinusoidal steady state conditions.

Analyze complex power and its relationship to real and reactive power using complex phasor notation.

Balanced Three-phase voltages.

Balances Wye-Wye Connection.

Balances Wye-Delta Connection.

Balances  Delta-Wye Connection.

Balances Delta-Delta Connection.

Power in balanced system.

Unbalances three-phase systems.

Applications.

Calculate power in balanced system.

Analyse unbalanced three-phase system in AC steady state.

Mutual inductances.

Energy in a coupled circuits.

Linear transformers.

Ideal Transformer.

Ideal Autotransformer.

3-phase transformer.

Applications.

Understand the concept of mutual inductance and how it affects circuit performance and its use in transformers.

Analyze circuits involving mutual inductance or transformers using phasor techniques.

Transfer function.

Bode Plot.

Series & Paralel resonances

Plot the frequency response of RLC circuits using Bode. Interpret the Bode plot in order to get its transfer function.

Passive and active Filters.

Scaling.

Frequency response using SPICE.

Applications

Definition of Laplace Transform.

Properties of Laplace transform.

Inverse Laplace Transform.

Convolution Integral.

Applications.

Circuit element models.

Circuit analysis.

Transfer functions.

State variables.

Applications.

Trigonometric Fourier series.

Symmetry considerations.

Circuit applications. Average power & RMS values.

Exponential Fourier series.

Applications.

Analyse any periodic waveforms into its DC and ac components.

Analyse the circuits with any periodic  waveforms excitation. Analyse any periodic waveforms into its DC and ac components.

Analyse the circuits with any periodic  waveforms excitation.

Definition, Properties, circuit applications, Parseval Theorem, comparing the Fourier & Laplace Transforms,

Applications.

Impedance, Admittance, hybrid, and transmission Parameters.

Model an electric circuit as an electrical network with two separate ports, i.e. input and output ports.

Relationship between parameters.

Interconnection of networks.

Applications