资源描述
东南大学通信原理考试大纲
Outline
2012.6
Chapter 0
l l Basic elements of communication systems (p.2)
l l Primary communication resources (p.3)
l l The mobile radio channel (p.18)
l l Block diagram of digital communication system (p.22)
l l Shannon’s information capacity theorem (p.23-24)
Chapter 1
l l Definition and basic concepts of random process
l l Stationary and non-stationary
l l Mean, correlation, and covariance functions, the mean-square value and variance
l l The concept of ergodic process
l l Transmission of a random process through a linear time-invariant filter
n n
n n The mean, autocorrelation function, and mean-square value of Y
l l Power spectral density
n n Definition (Equ. 1.38)
n n Input-output relation (Equ. 1.39)
n n Einstein-Wiener-Khintchine relations (Equ. 1.42, 1.43)
n n Properties
l l Gaussian process (Equ. 80)
l l Concept of white noise
l l Representation of narrowband noise
n n The canonical form (Equ. 1.100)
n n Properties of the in-phase and quadrature components (p. 65-66)
n n Representation using envelop and phase components (Equ. 1.105-1.107)
n n Basic concepts of Rayleigh distribution and Rician distribution
l l Uncorrelated and statistically independent (p.58)
n n Uncorrelated: Covariance is 0
n n Statistically independent: defined by joint probability density function
Chapter 2
l l Concepts of amplitude modulation and angle modulation (FM and PM)
l l AM
n n AM signal (Equ. 2.2 and Fig. 2.3), and the amplitude sensitivity ka
n n Conditions of correct detection (p. 90)
n n Spectrum of AM wave (Equ. 2.5 and Fig. 2.4)
n n Transmission bandwidth BT = 2W
n n Virtues and limitations of AM
l l Linear modulation schemes
n n The general form (Equ. 2.7)
n n DSB
u u DSB signal (Equ. 2.8 and Fig. 2.5)
u u Spectrum of DSB wave (Equ. 2.9 and Fig. 2.6)
u u Coherent receiver
u u Basic knowledge of costas receiver
u u Basic concept of quadrature-carrier multiplexing
n n Basic concepts of SSB and VSB
l l Concepts of mixer (Fig. 2.16)
l l Concepts of FDM
l l Definitions of angle modulation
l l FM
n n A nonlinear modulation process
n n Single-tone FM modulation
u u Definitions of Df, b
u u Basic knowledge of narrowband and wideband FM
n n Transmission bandwidth
u u Carson’s rule (Equ. 2.55)
u u Know the universal curve
n n Demodulation
u u Frequency demodulation (a direct method) (Fig. 2.30)
u u Know phase-locked loop (an indirect method)
l l Definitions of SNR’s
n n (SNR)I, (SNR)O, and (SNR)C
n n Figure of merit (Equ. 2.81)
l l Comparison of figure of merits between DSB-SC (Equ. 2.88) and AM (Equ. 2.95)
l l Basic concepts of threshold effect of AM (p.138) and FM systems (p.149)
Chapter 3
l l Sampling
n n Definitions of the sampling period and sampling rate
n n Instantaneous sampling and the ideal sampled signal (Equ. 3.1-3.3, Fig. 3.2)
n n Derivation of the interpolation formula (Equ. 3.4-3.9)
n n The sampling theorem and definitions of Nyquist rate and Nyquist interval
n n The methods of combat aliasing effect (p.187)
l l PAM
n n The difference between PAM and natural sampling
n n The concept of “sample and hold”
n n The PAM signal (Equ. 3.10-3.19)
n n The aperture effect
l l Know PPM and PDM
l l Quantization
n n Quantization noise and (SNR)O of a uniform quantizer (Equ. 3.25-3.33)
l l PCM
n n Basic concepts
u u Discrete in both time and amplitude
u u Sampling, quantizing, and encoding
n n Non-uniform quantizers
u u m-law and A-law
u u Piecewise linear approximation to the companding circuit
n n Five types of line codes and their waveforms
n n Differential encoding
n n Noise in PCM systems
u u Know that noise including channel noise and quantization noise, and that performance is essentially limited by the quantization noise
l l Concepts of TDM (Fig. 3.19)
l l Know the basic concept of digital hierarchy (p.214) and that the basic rate is 64 kbps
l l Concepts of DM and delta-sigma modulation
l l Concepts of linear prediction and linear adaptive prediction
l l DPCM and its processing gain (Equ. 3.82)
Chapter 4
l l Two sources of bit errors: ISI and noise
l l Matched filter
n n Frequency response (Equ. 4.14) and impulse response (Equ. 4.16)
n n Properties: the peak SNR dependents only on signal energy-to-noise psd ratio at the filter input
l l Error rate due to noise
n n Derivation of Equ. 4.35
n n The complementary error function (Equ. 4.29)
n n The result with equiprobable input signals (Equ. 4.38-4.40)
l l The baseband data transmission system model (Fig. 4.7 and Equ. 4.44-4.48)
l l Nyquist’s criterion
n n The Nyquist’s criterion (p.262)
n n The ideal Nyquist channel (Equ. 4.54-4.56 and Fig. 4.8, 4.9)
n n Raised cosine spectrum (Equ. 4.59, Fig. 4.10)
u u The definition of a and the bandwidth BT
l l Correlative-level coding (partial response signaling)
n n Duobinary signaling (class I partial response)
u u Basic concepts (Fig. 4.11, 4.13, Equ. 4.66, 4.71)
u u The concept of decision feedback
u u Error-propagation and precoding
n n Generalized form of correlative-level coding
l l Baseband M-ary PAM transmission (Equ. 4.84)
l l ADSL (Fig. 4.26)
l l Optimum linear receiver
n n For linear channel with both ISI and noise
n n The MMSE receiver (Equ. 4.110 and Fig. 4.27)
l l Adaptive equalization
n n The LMS algorithm (Equ. 4.114, 4.115)
n n The basic concept of decision-feedback equalization (Fig. 4.32)
Chapter 5
l l Geometric representation of signals (Equ. 5.5-5.7 and Fig. 5.3)
n n The vector form (Equ. 5.8) and definitions of length, Euclidean distance, and angle
n n Gram-Schmidt orthogonalization procedure
l l Conversion of the continuous AWGN channel into a vector channel
n n Basic formulations (Equ. 5.28-5.34)
n n The vector representation represents sufficient statistics for detection
l l Log-likelyhood functions for AWGN channel (Equ. 5.51)
l l Maximum likelihood decoding
n n The concept of signal constellation
n n The maximum likelihood rule (Equ. 5.55), for AWGN channel, the rule is Equ. 5.59 and 5.61
l l Equivalence of correlation and matched filter sampled at time T
l l Probability of error
n n Know the invariance to rotation and translation
n n The concept of the minimum energy signals
n n Know how to use union bound to derive a upper bound (p. 332 – 335) (Equ. 5.89)
n n Know that there is, in general, no unique relationships between symbol error probabilities and BER
Chapter 6
l l Basic concepts of keying and ASK, FSK, and PSK
l l The relationship between baseband and passband power spectral density (Equ. 6.4)
l l Bandwidth efficiency (Equ. 6.5)
l l The passband transmission model
l l Coherent PSK
n n BPSK
u u Basic definitions (Equ. 6.8-6.14, Fig. 6.3)
u u Error probability (Equ. 6.20)
n n QPSK
u u Basic definitions (Equ. 6.23-6.27)
u u Error probability (Equ. 6.34, 6.38)
u u Generation and detection (Fig. 6.8)
n n M-PSK
u u Basic definitions (Equ. 6.46)
u u Bandwidth efficiency
u u Know that the power spectra of M-PSK has no discrete frequency component
l l M-QAM
n n Basic definitions (Equ. 6.53-6.55)
n n QAM square constellations (Fig. 6.17)
l l Coherent FSK
n n Coherent BFSK
u u Basic definitions (Sunde’s FSK) (Equ. 6.86-6.91, Fig. 6.25)
u u Error probability (Equ. 6.102)
u u Know that the power spectra of BFSK has discrete frequency components
n n MSK
u u The concept of CPFSK
u u The concept of MSK
u u The phase trellis
u u Signal-space diagram (Fig. 6.29)
u u Error probability (Equ. 6.127)
n n Bandwidth efficiency of M-FSK signals
l l Noncoherent receivers (Fig. 6.37)
l l The reason of envelop detection (Fig. 6.38)
l l Error probability of noncoherent receiver (Equ. 6.163)
l l Noncoherent BFSK
n n Receiver structure (Fig. 6.42)
n n Error probability (Equ. 6.181)
l l DPSK
n n Basic concepts (Fig. 6.43, 6.44)
n n Error probability (Equ. 6.184)
l l Comparison of digital modulation schemes
n n Relationship among the error probabilities (Table 6.8 and Fig. 6.45)
n n Bandwidth efficiencies of M-PSK, M-QAM, and M-FSK
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