Analog Devices AD9843A manual Definitions Of Specifications, Differential Nonlinearity Dnl

Models: AD9843A

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DEFINITIONS OF SPECIFICATIONS

AD9843A

DEFINITIONS OF SPECIFICATIONS

DIFFERENTIAL NONLINEARITY (DNL)

An ideal ADC exhibits code transitions that are exactly 1 LSB apart. DNL is the deviation from this ideal value. Thus every code must have a finite width. No missing codes guaranteed to 10-bit resolution indicates that all 1024 codes, respectively, must be present over all operating conditions.

PEAK NONLINEARITY

Peak nonlinearity, a full signal chain specification, refers to the peak deviation of the output of the AD9843A from a true straight line. The point used as “zero scale” occurs 1/2 LSB before the first code transition. “Positive full scale” is defined as a Level 1, 1/2 LSB beyond the last code transition. The devia- tion is measured from the middle of each particular output code to the true straight line. The error is then expressed as a percentage of the 2 V ADC full-scale signal. The input signal is always appropriately gained up to fill the ADC’s full-scale range.

TOTAL OUTPUT NOISE

chain at the specified gain setting. The output noise can be converted to an equivalent voltage, using the relationship 1 LSB

=(ADC Full Scale/2N codes) when N is the bit resolution of the ADC. For the AD9843A, 1 LSB is 2 mV.

POWER SUPPLY REJECTION (PSR)

The PSR is measured with a step change applied to the supply pins. This represents a very high-frequency disturbance on the AD9843A’s power supply. The PSR specification is calculated from the change in the data outputs for a given step change in the supply voltage.

INTERNAL DELAY FOR SHP/SHD

The internal delay (also called aperture delay) is the time delay that occurs from when a sampling edge is applied to the AD9843A until the actual sample of the input signal is held. Both SHP and SHD sample the input signal during the transition from low to high, so the internal delay is measured from each clock’s rising edge to the instant the actual internal sample is taken.

The rms output noise is measured using histogram techniques. The standard deviation of the ADC output codes is calculated in LSB, and represents the rms noise level of the total signal

EQUIVALENT INPUT CIRCUITS

DVDD

330

DVSS

ACVDD

ACVSSACVSS

Figure 1. Digital Inputs—SHP, SHD, DATACLK, CLPOB, CLPDM, HD, VD, PBLK, SCK, SL

DVDDDRVDD

DATA

Figure 3. CCDIN (Pin 30)

DVDD

DVDD

DATA IN

THREE-

DOUT

STATE

 

DATA OUT

330

RNW

DVSS

DVSS

DVSS

Figure 4. SDATA (Pin 47)

DVSSDRVSS

Figure 2. Data Outputs

REV. 0

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Analog Devices AD9843A Definitions Of Specifications, Differential Nonlinearity Dnl, Peak Nonlinearity, Total Output Noise