Coherent Detection An estimate of the channel phase and attenuation is recovered. It is then possible to reproduce the transmitted signal and demodulate. Requires a replica carrier wave of the same frequency and phase at the receiver. The received signal and replica carrier are cross-correlated using information contained in their amplitudes and phases. Also known as synchronous detection
Applicable to Phase Shift Keying (PSK) Frequency Shift Keying (FSK) Amplitude Shift Keying (ASK)
Non-Coherent Detection Requires no reference wave; does not exploit phase reference information (envelope detection) Differential Phase Shift Keying (DPSK) Frequency Shift Keying (FSK) Amplitude Shift Keying (ASK) Non coherent detection is less complex than coherent detection ( easier to implement), but has worse performance .
Amplitude Shift Keying (ASK) Baseband Data ASK modulated signal 1 1 Acos( t) Acos( t) Pulse shaping can be employed to remove spectral spreading ASK demonstrates poor performance, as it is heavily affected by noise, fading, and interference
COHERENT DETECTION OF ASK ASK+Noise Integrator Sample And Hold Synchronous carrier Comparator Binary Signal Reference Voltage V Bit sync Coherent ASK receiver
NON-COHERENT DETECTION OF ASK BPF Envelope detector Regenerator ASK + Noise Original Binary Output Bit Sync V Non-coherent ASK receiver
Bandpass Filter Envelope Detector Regenerator
Frequency Shift Keying (FSK) Baseband Data BFSK modulated signal where f =Acos( c -)t and f 1 =Acos( c +)t f f f 1 f 1 1 1
COHERENT DETECTION OF FSK ∫ Tb dt Threshold of 0 volts Decision Device ∫ Tb dt + X X O/P X 1 X 2 X 3 X(t) Received BFSK signal Correlator 1 Correlator 2 U 1 (t) or ɸ 1 (t) U 2 (t) or ɸ 2 (t) + - Coherent BFSK receiver
Multiplier Integrator Sample and Hold Comparator If, o/p < V , then signal is 0. o/p > V , then signal is 1.
U 1 (t) or ɸ 1 (t)= √2/T b cos ω H t or U 2 (t) or ɸ 2 (t)= √2/T b cos ω L t f H = m f b f L = n f b U 1 (t) = √2/T b cos(2 π m f b t) U 2 (t) = √2/T b sin(2 π n f b t)
s H (t) = √P s T b √2/T b cos(2 π m f b t) s L (t) = √P s T b √2/T b sin(2 π n f b t) where, 2 π m f b = ω H 2 π n f b = ω L s H (t) = √P s T b X U 1 (t) s L (t) = √P s T b X U 2 (t)
NON-COHERENT DETECTION OF FSK Filter Matched To √2/T b cos(2 π f L t) X(t) Comp- rator Envelope detector Filter Matched To √2/T b cos(2 π f H t) Envelope detector Received BFSK signal X 2 X 1 Sample at t=T b Sample at t=T b output Non-coherent BFSK receiver
QASK Receiver Raise i/p to 4 th power Band- Pass Filter 4f c Frequ-ency divider ÷4 ∫ Ts dt ∫ Ts dt A/D conv A/D conv Parallel To Serial converter X X b 3 b 2 b 1 b Bit Sequence b(t) A e (t) A o (t) cos ω c t sin ω c t V QASK (t)=√P s A e (t) cos ω c t+√P s A o (t) sin ω c t QASK Receiver Carrier Recovery circuit