|
Kode Matakuliah: ELS2204 |
Bobot sks: 3 |
Semester: 4 |
KK / Unit Penanggung Jawab: Prodi S1 Teknik Elektro |
Sifat: Wajib |
| Nama Matakuliah | Sinyal dan Sistem | |||
| Signal and System | ||||
| Silabus Ringkas | ||||
| Introduction; Mathematical Description of Signals (Continuous); Mathematical Description of Signals (Discrete); Description of System; Time Domain Analysis; Fourier Series; Circuit Analysis with Fourier Series; Fourier Transform; Laplace Transform; Analysis with Laplace Transform; Frequency Response Analysis; Sampling and Signal Processing; The Z Transform; State Space representation or Examples of application | ||||
| Silabus Lengkap | ||||
|
Introduction : Signals and System Defined, Types of Signals, Examples of Systems, Familiar Signals and Systems Examples; Mathematical Description of Continuous Signals : Periodicity, Amplitude Scaling, Time Shifting, Time Scaling, Combination of operation,Even and Odd Signals, Derivative and Integral, Signal Energy and Power, Complex Sinusoid; Mathematical Description of Discrete Signals : Periodicity, Amplitude Scaling, Time Shifting, Time Scaling, Combination of operation,Even and Odd Signals, Derivative and Integral, Signal Energy and Power; Description of System : Cont Time System (System modelling, properties, dynamics of 2nd order system), Discrete Time System, Complex Sinusoid Exitation Time Domain Analysis : Impulse respons for continuous system,Impulse response for discrete time system, discrete time convolution,continuous time convolution, system property from impulse response; Fourier Series : Conceptual basis, trigonometric fourier series, Fourier series of even and odd function, complex form of Fourier Series; Circuit Analysis with Fourier Series; Circuit analysis with Phasor Fourier Transform : Extending Fourier Series to aperiodic signal, properties of Fourier Transform, Analysis Examples; Laplace Transform : Development of Laplace transform from Fourier Transform, Properties of Laplace Transform, Inverse Laplace Transform, Partial Fraction Expansion, Transfer Function; Analysis with Laplace Transform Analysis Examples, Pole Zero Map, RoC, Matlab Examples; Frequency Response Analysis : Introduction to Frequency Response, Bode Diagram, How to draw Bode Diagram; Sampling and Signal Processing : Sampling method, sampling theorem, aliasing, anti aliasing filter; The Z Transform : Generalizing Discrete Time Fourier Transform, Properties of Z Transform, Inverser Z Tansform, Bilinear Transform, RoC; State Space representation or Examples of application : State space concept, State space solution, FFT in image / video compression |
||||
| Luaran (Outcomes) |
Knows the importance of signals and systems, excitation, response Knows how to describe continuous signals in mathematic equation Knows how to describe discrete signals in mathematic equation Knows how to describe system in mathematic equation Knows how to do time domain analysis using impulse response and convolution Knows the concept about decompose signal by its frequency propery, knows how to calculate fourier series of signals Knows how to do circuit analysis with Fourier Series Knows about Fourier Transform, and its limitation, knows how to do analysis with Fourier Transform Knows about Fourier Transform, its properties, Transfer Function, and PFE Knows how to do analysis with Laplace Transform and system properties from transfer function Knows how to make Bode Diagram, and use it to quickly understand about system characteristic Knows about sampling, sampling theorem, aliasing, and anti aliasing filter Introduced to Z Transform Introduced to state space representation and examples of signals and system application |
|||
| Matakuliah Terkait | MAS2201Matematika Teknik II | Bersamaan | ||
| Kegiatan Penunjang | ||||
| Pustaka | M.J. Robert, Signals and Systems: Analysis of Signals Through Linear Systems, McGraw-Hill Science/Engineering/Math; 1 edition, June 18, 2003 (Pustaka Utama) | |||
| M.J. Roberts, Signals and Systems: Analysis Using Transform Methods & MATLAB Second, McGraw-Hill Science/Engineering/Math, Mar 17, 2011 (Pustaka Pendukung) | ||||
| Steven T. Karris, Signals and Systems with MATLAB Computing and Simulink Modeling, Fifth Edition, Orchard Publications, March 19, 2012 (Pustaka Pendukung) | ||||
| Panduan Penilaian | UTS : 40%, UAS : 40%, Tugas (PR dan Kuis) : 20% | |||
| Catatan Tambahan | ||||
| Mg# | Topik | Sub Topik | Capaian Belajar Mahasiswa | Sumber Materi |
| 1 | Introduction | Signals and System Defined, Types of Signals, Examples of Systems, Familiar Signals and Systems Examples | Knows the importance of signals and systems, excitation, response | Chapter 1 Pustaka Utama |
| 2 | Mathematical Description of Signals (Continuous) | Periodicity, Amplitude Scaling, Time Shifting, Time Scaling, Combination of operation,Even and Odd Signals, Derivative and Integral, Signal Energy and Power, Complex Sinusoid | Knows how to describe continuous signals in mathematic equation | Chapter 2 Pustaka Utama |
| 3 | Mathematical Description of Signals (Discrete) | Periodicity, Amplitude Scaling, Time Shifting, Time Scaling, Combination of operation,Even and Odd Signals, Derivative and Integral, Signal Energy and Power | Knows how to describe discrete signals in mathematic equation | Chapter 3 Pustaka Utama |
| 4 | Description of System | Cont Time System (System modelling, properties, dynamics of 2nd order system), Discrete Time System, Complex Sinusoid Exitation | Knows how to describe system in mathematic equation | Chapter 4 Pustaka Utama |
| 5 | Time Domain Analysis | Impulse respons for continuous system,Impulse response for discrete time system, discrete time convolution,continuous time convolution, system property from impulse response | Knows how to do time domain analysis using impulse response and convolution | Chapter 5 Pustaka Utama |
| 6 | Fourier Series | Conceptual basis, trigonometric fourier series, Fourier series of even and odd function, complex form of Fourier Series | Knows the concept about decompose signal by its frequency propery, knows how to calculate fourier series of signals | Chapter 6 Pustaka Utama |
| 7 | Circuit Analysis with Fourier Series | Circuit analysis with Phasor | Knows how to do circuit analysis with Fourier Series | Examples |
| 8 | UTS | |||
| 9 | Fourier Transform | Extending Fourier Series to aperiodic signal, properties of Fourier Transform, Analysis Examples | Knows about Fourier Transform, and its limitation, knows how to do analysis with Fourier Transform | Chapter 7 Pustaka Utama |
| 10 | Laplace Transform | Development of Laplace transform from Fourier Transform, Properties of Laplace Transform, Inverse Laplace Transform, Partial Fraction Expansion, Transfer Function | Knows about Fourier Transform, its properties, Transfer Function, and PFE | Chapter 8 Pustaka Utama |
| 11 | Analysis with Laplace Transform | Analysis Examples, Pole Zero Map, RoC, Matlab Examples | Knows how to do analysis with Laplace Transform and system properties from transfer function | Chapter 8 Pustaka Utama |
| 12 | Frequency Response Analysis | Introduction to Frequency Response, Bode Diagram, How to draw Bode Diagram | Knows how to make Bode Diagram, and use it to quickly understand about system characteristic | Chapter 11 Pustaka Utama |
| 13 | Sampling and Signal Processing | Sampling method, sampling theorem, aliasing, anti aliasing filter | Knows about sampling, sampling theorem, aliasing, and anti aliasing filter | Chapter 10 Pustaka Utama |
| 14 | The Z Transform | Generalizing Discrete Time Fourier Transform, Properties of Z Transform, Inverser Z Tansform, Bilinear Transform, RoC | Introduced to Z Transform | Chapter 9 Pustaka Utama |
| 15 | State Space representation or Examples of application | State space concept, State space solution, FFT in image / video compression | Introduced to state space representation and examples of signals and system application | Chapter 16 Pustaka Utama , External source |
| 16 | UAS |