DAC5687MPZPEP datasheet(59/75 Pages) TI1

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Location of the Spurious Signals

fSIG/fDAC

−0.5

−0.4

−0.3

−0.2

−0.1

−0.0

0.1

0.2

0.3

0.4

0.5

0.0

0.1

0.2

0.3

0.4

0.5

G026

fSIG

fSIG − fDAC/2

(a) Complex Output in X2 Mode

(b) Real Output in X2 Mode

fSIG/fDAC

0.00

0.05

0.10

0.15

0.20

0.25

0.30

0.35

0.40

0.45

0.50

0.0

0.1

0.2

0.3

0.4

0.5

G027

fSIG

fSIG − fDAC/2

DAC5687-EP

SGLS333 – JUNE 2006

To calculate the non-harmonic clock related spurious signals for a particular condition, we first determine the

location of the spurious signals and then the amplitude.

The location of the spurious signals is determined by the DAC5687 output frequency (fSIG) and whether the

output is used as a dual output complex signal to be fed to an analog quadrature modulator (AQM) or as a real

IF signal from a single DAC output.

Figure 68 shows the location of spurious signals for X2 mode as a function of fSIG/fDAC. For complex outputs, the

spurious frequencies cover a range of –0.5

× f

DAC to 0.5 × fDAC, with the negative complex frequency indicating

that the spurious signal will fall in the opposite sideband at the output of the QAM from the wanted signal. For

the real output, the phase information for the spurious signal is lost, and therefore what was a negative

frequency for the complex output is a positive frequency for a real output.

For the X2 mode, there is one spurious frequency with an absolute frequency less than 0.5

× f

DAC. For a

complex output in X2 mode, the spurious signal will always be offset fDAC/2 from the wanted signal at fSIG–

fDAC/2. For a real output, as fSIG approaches fDAC/4, the spurious signal frequency falls at fDAC/2 – fSIG, which will

also approach fDAC/4.

Figure 68. Frequency of Clock Mixing Spurious Images in X2 Mode

Figure 69 shows the location of spurious signals for X4 and X4L mode as a function of fSIG/fDAC. The addition of

the fDAC/4 clock frequency for the first interpolation filter creates three new spurious signals. For a complex

output, the nearest spurious signals are fDAC/4 offset from fSIG. For a real output, the signal due to fSIG– fDAC/4

and fSIG– fDAC × 3/4 falls in band as fSIG approaches fDAC/8 and fDAC × 3/8. This creates optimum real output

frequencies fSIG = fDAC × N/16 (N = 1, 3, 5, and 7), where the minimum spurious product offset from fSIG is fDAC/8.

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