current-switched r-2r dac. voltage-switched r-2r dac

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Current-Switched R-2R DAC

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Page 1: Current-Switched R-2R DAC. Voltage-Switched R-2R DAC

Current-Switched R-2R DAC

Page 2: Current-Switched R-2R DAC. Voltage-Switched R-2R DAC

Voltage-Switched R-2R DAC

Page 3: Current-Switched R-2R DAC. Voltage-Switched R-2R DAC

DAC Non-Linearities

Differential & Integral Non-Linearities

0

1

2

3

4

5

6

7

0 1 2 3 4 5 6 7

Digital Input Value

Ou

tpu

t (V

olt

ag

e)

Va

lue

Ideal Actual

Page 4: Current-Switched R-2R DAC. Voltage-Switched R-2R DAC

DAC Gain & Offset Errors

Gain and Offset Errors

0

1

2

3

4

5

6

7

0 1 2 3 4 5 6 7

Digital Input Value

Ou

tpu

t (V

olt

ag

e)

Valu

e

Ideal Gain Error Example Offset Error Example

Page 5: Current-Switched R-2R DAC. Voltage-Switched R-2R DAC

Direct (Flash) ADC

Page 6: Current-Switched R-2R DAC. Voltage-Switched R-2R DAC

Successive Approximation ADC

101(1)110(0)100(1)

Analogue Input

Digital OutputDAC

Comparator

Logic

Clock

Successive Approximation ADC

n-bit conversion in n clock cycles(n+1) bit conversion if comparator output used

Page 7: Current-Switched R-2R DAC. Voltage-Switched R-2R DAC

Integrating ADCs

  

                  There is a whole family of these circuits:

o        single-slope

•o        dual-slope

•o        multi-slope

•o        charge balance, PWM

•o        sigma-delta (-) (order 1 to m)

• None need a T(S)/H, (but may be useful)

•  All integrate the input signal for a fixed time and then digitize it

[conversion time up to 2 x 2n = 2n+1 clock periods]

•  However, the last 2 types integrate continuously

•  All allow increased resolution but are slower than the - type

Page 8: Current-Switched R-2R DAC. Voltage-Switched R-2R DAC

Dual-Slope ADC

Page 9: Current-Switched R-2R DAC. Voltage-Switched R-2R DAC

Integrator Output Waveforms

-VREFt/R

-VINt/R

VC

m clock periods (mT)

V

2n clock periods (2nT)

Time

Integrator Output Voltage Waveforms

V = (2nT)VIN/R = mTVREF/R

VIN/VREF = m/2n

(n-bit conversion)Dual-SlopeMulti-Slope

Page 10: Current-Switched R-2R DAC. Voltage-Switched R-2R DAC

Multi-Slope ADC

• To increase resolution, the comparator threshold becomes the limiting factor

• Multi-slope uses smaller and smaller reference values to progressively approach the comparator zero at a slower rate

• Each reference period ‘de-integrates’ the remaining error

• Very much more complex circuit and costly

• Much faster than Dual-Slope for the same resolution - used in some DVMs

• May also be used with Charge-Balance

Page 11: Current-Switched R-2R DAC. Voltage-Switched R-2R DAC

Charge-Balance ADC

Page 12: Current-Switched R-2R DAC. Voltage-Switched R-2R DAC

Integrator Output Waveforms

mT

V

-(VIN/R)t/C -[(VIN/R) + I0]t/C

D-Type (Q)Output

ComparatorOutput

T

Clock

IntegratorOutput

Page 13: Current-Switched R-2R DAC. Voltage-Switched R-2R DAC

Charge Balance Performance

Integrates signal and ‘reference’ signals continuously

I0 = VREF/R then VIN = VREF.Count/CountMax

Reduces integrator capacitor error of Dual-Slope

Capable of 10-8 (26-bit) performance, if you can wait - speed v resolution

DVM type ADC [PWM variants]

Page 14: Current-Switched R-2R DAC. Voltage-Switched R-2R DAC

Sigma-Delta ADC (1)

• Recent variant of Delta modulator and Charge-Balance concepts

• Originally used for audio only, now used from dc to rf

• Very high resolution up to 22bits and very fast … 1000x faster than dual-slope

• Very complex internal operation but quite simple analog circuitry

• Uses a special (decimating) digital filter

• Can be integrated with µCs etc

• Minimal chip cost but support circuits still expensive for ultra-high performance

Page 15: Current-Switched R-2R DAC. Voltage-Switched R-2R DAC

Sigma-Delta ADC (2)

Functional Diagram of 3rd order Sigma-Delta ADC LTC2440