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0 /59 Nyquist Rate ADCs Dr. Hossein Shamsi ECE Dept, K.N. Toosi University of Technology
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1 /59 Content Sample & Hold Circuits Voltage Comparators Dual-Slope ADC Flash and Interpolating ADCs SAR ADC Cyclic ADC Two-Step ADC Pipelined ADC Time Interleaved ADC
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2 /59 Dual Slope (Integrating) ADC
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3 /59 Dual Slope (Integrating) ADC It is simply proven that “Bout” denotes the desired output code.
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4 /59 Content Sample & Hold Circuits Voltage Comparators Dual-Slope ADC Flash & Interpolating ADCs SAR ADC Cyclic ADC Two-Step ADC Pipelined ADC Time Interleaved ADC
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5 /59 Flash ADC
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6 /59 Other Issues Comparator input current results in errors in the derived reference voltages, “resistor- string bowing”.
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7 /59 Interpolation
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8 /59 Concept
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9 /59 Example: Interpolating Factor of 4
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10 /59 Content Sample & Hold Circuits Voltage Comparators Dual-Slope ADC Flash and Interpolating ADCs SAR ADC Cyclic ADC Two-Step ADC Pipelined ADC Time Interleaved ADC
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11 /59 Flow Graph for the Successive-Approximation Approach
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12 /59 D/A Converter-Based Successive- Approximation Converter
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13 /59 Another Flow Graph for the Successive-Approximation Approach
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14 /59 Successive Approximation Register ADC
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15 /59 Implementation
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16 /59 Sampling Phase (5-bit Example)
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17 /59 Bit5 Test (MSB)
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18 /59 Bit4 Test (Assuming bit5=0)
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19 /59 Speed Estimate
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20 /59 Limitations Conversion rate is N times smaller than the clock frequency. Conversion rate typically limited by finite bandwidth of RC network during sampling and bit-tests For high resolution, the binary weighted capacitor array can become quite large – E.g. 16-bit resolution, C total ~100pF for reasonable kT/C noise contribution If matching is an issue, an even larger value may be needed – E.g. if matching dictates C min =10fF, then 2 16 C min =655pF
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21 /59 High Performance Example
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22 /59 Low Power Example
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23 /59 Content Sample & Hold Circuits Voltage Comparators Dual-Slope ADC Flash and Interpolating ADCs SAR ADC Cyclic ADC Two-Step ADC Pipelined ADC Time Interleaved ADC
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24 /59 Algorithmic (or Cyclic) ADC
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25 /59 Algorithmic (or Cyclic) ADC Signed input
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26 /59 Content Sample & Hold Circuits Voltage Comparators Dual-Slope ADC Flash and Interpolating ADCs SAR ADC Cyclic ADC Two-Step ADC Pipelined ADC Time Interleaved ADC
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27 /59 General Concept of Multi-Step Conversion EDITTED !
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28 /59 Analysis EDITTED !
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29 /59 Input to Fine Quantizer (Vres) Aggregate=total
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30 /59 Alternative Illustration
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31 /59 Limitations EDITTED !
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32 /59 Input to Fine Quantizer with Gain
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33 /59 An 8-bit Ideal two-step ADC
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34 /59 An 8-bit two-step ADC with Digital Error Correction
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35 /59 Content Sample & Hold Circuits Voltage Comparators Dual-Slope ADC Flash and Interpolating ADCs SAR ADC Cyclic ADC Two-Step ADC Pipelined ADC Time Interleaved ADC
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36 /59 Pipeline ADC Block Diagram
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37 /59 Pipeline ADC Characteristics
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38 /59 Stage Analysis
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39 /59 Stage Model with Ideal DAC
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40 /59 "Residue Plot" (2-bit Sub-ADC)
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41 /59 Upper Bound for Stage Gain Example: First stage with 2-bit sub-ADC, followed by 2-bit backend ADC D out =D+G -1 D b
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42 /59 2 Different Explanation 00XX XX00 00XX XX00 XX00 00XX D: :D Output bits extraction algorithms: Both have the same result! + Output code : + : Output code EDITTED(ADDED) !
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43 /59 Issue with G=2 B
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44 /59 Idea #1: G slightly less than 2 B
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45 /59 Idea #2: G =2 B-1
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46 /59 Idea #3: G=2 B, Extended Backend Range
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47 /59 Variant of Idea #2: "1.5-bit stage“ G =2 B-1
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48 /59 1.5-bit Gain Stage
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49 /59 1.5-bit Gain Stage non-idealities
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50 /59 Block diagram of a 12-bit pipelined ADC Pipelined ADC with four 3-bit stages (each stage resolves two bits).
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51 /59 Block diagram of a B×N-bit pipelined ADC
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52 /59 AD9042
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53 /59 Sampled data n-bit residue generator (N = 2 n )
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54 /59 Pipelined ADC (composed of 2-bit gain-stages)
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55 /59 Pipelined ADC (composed of 1.5-bit gain-stages)
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56 /59 1.5-Bit Stage Implementation
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57 /59 Residue Plot
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58 /59 Content Sample & Hold Circuits Voltage Comparators Dual-Slope ADC Flash and Interpolating ADCs SAR ADC Cyclic ADC Two-Step ADC Pipelined ADC Time Interleaved ADC
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59 /59 Time-Interleaved ADC
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