Perturbed phase modulation DDS signal generation method
A technology of signal generation and phase modulation, applied in the direction of electrical components, etc., to achieve the effect of reducing phase noise and improving phase noise
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Embodiment 1
[0030] Embodiment 1: Using frequency f s = 250MHz drive clock generates f 0 = 4.309MHz sinusoidal subcarrier
[0031] Using the aforementioned method, the formula Calculate m=58,
[0032] The frequency resolution of this kind of perturbation phase modulation DDS is determined by the number of bits of the m accumulator and the y accumulator. The m accumulator divides a signal cycle to be generated into m equal parts, and the time interval is the driving clock cycle T s . If the bit width of the y accumulator is L, one drive clock cycle T s into 2 L Equal parts, the smallest representable time interval is 2 -L T s , so the minimum frequency interval, that is, the frequency resolution ΔF, is:
[0033]
[0034] The frequency resolution of a general single accumulator DDS is So the frequency resolution of the perturbation phase modulation DDS of the present invention improves m 2 times, when the reference clock frequency f s =250MHz, if f 0 = 4.309MHz, m = 58, m ...
Embodiment 2
[0036] Embodiment 2: Using the improved perturbation phase modulation DDS to generate a sinusoidal subcarrier signal with a small m value
[0037]When the perturbation phase modulation DDS algorithm of the present invention is relatively small, the effect is not significant, and the performance is also reduced. Because when m is relatively small, the perturbation phase Δθ is relatively large, and the approximate calculation error of the sine-cosine function also increases, which can be compensated by the following method.
[0038] Let f s = 250MHz drive clock to generate f 0 = 20.46MHz sinusoidal subcarrier, m 1 =12, when the phase is There is a large error in the first and second order approximation of the sine and cosine functions. At this point we noticed Therefore, we can divide the 250MHz clock by 12 to obtain a 125 / 6MHz sine wave, then use the perturbation phase modulation DDS method to generate a 112 / 300MHz sine wave, and synthesize it with the 125 / 6MHz sine wa...
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