Discrete Time
Transceiver
Bibliography summary
Common Issues
Transmitter (TX)
Receiver (RX)
Frequency Synthetizer (SX)
Discrete Time
Filters
N-path Filters
EXAMPLES
LateX commands for math
∫x−∞e−(t−μ)22σ2dt
\( \begin{pmatrix} 1 & 0 \\ 0 & 1 \\ \end{pmatrix} \)
Lists
- UM
- DOIS
- .....
- ONE
- TWO
- ....
- Nested 1
- Nested of nested1
- Nested of nested of nested 1
- Nested of nested1
- Nested 2
Task List
- Item 1
- Item 2
- Item 3
citing someone
FelipeKalinskiFerreira HAHA!
Charge Sharing
Filters
- Good introduction to N-path filters
- Bring the
comportamentalexpalation of the behavior of the system, a VERY GOOD ONE, in time or freq. domain - \( f_{s} \) controls the \( f_{c} \) and C controls the band
- Analysis of the transfer function, and state space analysis
- Clock signal must be less than \( \frac{1}{N} \)
- Development of a RLC equivalent model
- Noise Modeling
- Increasing switch size, improve linearity and \( r_{ON} \)
- Implementation of a 4-path diff filter (65nm)
- Power consuption (2 to 16) mW
- Voltage gain = -2dB
- Q = 3 to 29
- IIP3 = 14dBm
- NF = 3~5 dB
- A brief comparission between N-path and CS filters
- CS-BPF does not generate IM2 products
- A very didatic explanation of a DT IIR filter
- Explain the complex transfer function
- for freq. below \( \frac{f_s}{10} \) the CS-BPF can
be modeled by a continous time model (RC) - Heterodyne architecture probably have the IF freq.
bellow \( \frac{f_s}{10} \), so, its a good model - 25% of duty-cycle provides better conversio gain
and introduce less flicker noise. - Justify the IF selection by the flicker noise corner
- Provides a excellent mismatch robustness
- Implementation Issues implement a notch response arround
DC, so this topology is recommended for \( i_f \geqslant 30MHz \)
DAC
C-2C
PA
ARQUITECTURES
-Switched mode VCO
ADPLL
GFSK modulation scheme
ARCHITECTURES
- the VCO normally operates at the double of the
transmitting frequency, to reduce the injection pulling of the VCO when the PA starts-up. That's consume a lot of power.
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