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- 주제분류
- 공학 >컴퓨터ㆍ통신 >정보통신공학
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- 강의학기
- 2016년 2학기
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- 조회수
- 14,735
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- 평점
- 5/5.0 (2)
- 강의계획서
- 강의계획서
통신이론의 기초와 최근의 디지털통신에 대해 이해하고 시스템 설계 및 응용할 수 있는 능력을 기른다. 특히 기저대역에서의 신호전송 및 Modem, channel coding의 기법의 기초를 다진다.
- 신호의 종류 및 랜덤 process
- 기저대역에서의 신호전송 및 복원기술
- Modulation/Demodulation 기술
- ASK,PSK,FSK
- Channel coding 기술
- Convolutional, block coding
- 신호의 종류 및 랜덤 process
- 기저대역에서의 신호전송 및 복원기술
- Modulation/Demodulation 기술
- ASK,PSK,FSK
- Channel coding 기술
- Convolutional, block coding
- 수강안내 및 수강신청
- ※ 수강확인증 발급을 위해서는 수강신청이 필요합니다
차시별 강의
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Probability and Random variables(1) | 1. Distribution of Random Variables 2. Properties of independent RVs 3. Mean and Variance 4. Scaling, constant addition, and sum of RVs | |
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Probability and Random variables(2) | 5. Weighted sum of RVs 6. Widely used RVs 7. Integration of Gaussian PDF and the Q-function 8. Gaussian RV | |
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Random Signals(1) | 1. Random process 2. Mean of the random process 3. Autocorrelation and wide sense stationary(WSS) process 4. Property of autocorrelation for WSS process 5. Power spectral density (PSD) for WSS process | |
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Random Signals(2) | 1. Power spectral density (PSD) for WSS process 2. Gaussian random process 3. White process 4. Additive white Gaussian noise (AWGN) | |
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Maximum Likelihood Detection for Binary Transmission | 1. Received signal 2. Decision variable 3. Maximum likelihood detection | |
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Maximum Likelihood Detection for Binary Transmission (part 2) | 4. Probability of ML detection error 5. Non equally-probable binary case 6. Non-Gaussian noise case | |
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SIGNAL VECTOR SPACE AND MAXIMUM LIKELIHOOD | 1. Orthogonal signal set 2. Signal generation using orthonormal set 3. Signal vector space 4. Waveform to signal vector space | |
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SIGNAL VECTOR SPACE AND MAXIMUM LIKELIHOOD | 1. Equivalence between waveform and vector spaces 2. Noise signal in the vector space 3. Received signal in the vector space 4. ML detection in vector space | |
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CORRELATOR-BASED MAXIMUM LIKELIHOOD DETECTION(part 1) | 1. Equivalence between waveform and vector spaces 2. AWGN in signal vector space | |
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CORRELATOR-BASED MAXIMUM LIKELIHOOD DETECTION(part 2) | 1. Equivalence between waveform and vector spaces 2. AWGN in signal vector space 3. ML detection in waveform space 4. Correlator-based ML detection | |
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CORRELATOR-BASED MAXIMUM LIKELIHOOD DETECTION (part 3) | 1. Correlator-based ML detection 2. ML detection of binary signals | |
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PULSE SHAPING AND MATCHED FILTER (part 1) | 1. Matched filter | |
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PULSE SHAPING AND MATCHED FILTER (part 2) | 2. Pulse shaping process 3. Received signal and ISI 4. Pulse shape design 5. Raised cosine pulse | |
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PULSE SHAPING AND MATCHED FILTER (part 3) | 4. Pulse shape design 5. Raised cosine pulse 6. Square root raised cosine pulse 7. Eye diagram | |
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BER Simulation at the Waveform Level (part 1) | 1. Overview on BPSK 2. Why waveform-level simulation? 3. Waveform-level BER simulation steps | |
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BER Simulation at the Waveform Level (part 2) | 4. Sampled waveforms 5. Sample interval and noise variance 6. Steps 6~7 in BER simulation code | |
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QPSK and Offset-QPSK (part 1) | 1. QPSK signals 2. QPSK transmitter 3. QPSK receiver | |
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QPSK and Offset-QPSK (part 2) | 4. Pulse shaped QP SK | |
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M-ary modulations: MPSK, QAM and MFSK (part 1-1) | 1. MPSK signals 2. Symbol error of MPSK | |
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M-ary modulations: MPSK, QAM and MFSK (part 1-2) | 2. Symbol error of MPSK 3. BER of MPSK 4. Bandwidth of MPSK | |
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M-ary modulations: MPSK, QAM and MFSK (part 1-3) | 5. MPSK demodulator 6. QAM signal 7. QAM demodulator | |
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M-ary modulations: MPSK, QAM and MFSK (part 2-1) | 1. PDF of z1 and z2 2. BER of QAM 3. Bandwidth of QAM | |
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M-ary modulations: MPSK, QAM and MFSK (part 2-2) | 3. Bandwidth of QAM 4. MFSK signal 5. MFSK demodulator 6. Error performance and BW of MFSK 7. Comparisons among MPSK, QAM and MFSK | |
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Fading, Diversity and Combining (part 1) | 1. QPSK signals 2. Fading 3. Rayleigh fading 4. Instantaneous symbol energy | |
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Fading, Diversity and Combining (part 2-1) | 5. Average BER under Rayleigh fading 6. Diversity | |
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Fading, Diversity and Combining (part 2-2) | 6. Diversity 7. Combining 8. Selection diversity combining 9. Equal gain combining 10. Maximum ratio combining 11. BER comparison among the combining schemes | |
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