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AD9549BCPZ Datasheet(PDF) 45 Page - Analog Devices |
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AD9549BCPZ Datasheet(HTML) 45 Page - Analog Devices |
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45 / 78 page ![]() Preliminary Technical Data AD9549 Rev. PrA | Page 45 of 78 HARMONIC SPUR REDUCTION The most significant spurious signals produced by the DDS are harmonically related to the desired output frequency of the DDS. The source of these harmonic spurs can usually be traced to the DAC, and the spur level is in the -60dBc range. This ratio represents a level that is about 10 bits below the full-scale output of the DAC (10 bits down is 2-10, or 1/1024). To reduce such a spur would require combining the original signal with a replica of the spur but offset in phase by 180°. This idea is the foundation of the technique used to reduce harmonic spurs in the AD9549. Since the DAC has 14-bit resolution, a -60dBc spur can be synthesized using only the lower 4 bits of the DAC full scale range. That is, the 4 LSBs can create an output level approximately 60dB below the full scale level of the DAC (commensurate with a -60dBc spur). This fact gives rise to a means of digitally reducing harmonic spurs or their aliased images in the DAC output spectrum by digitally adding a sinusoid at the input of the DAC with similar magnitude as the offending spur but shifted in phase to produce destructive interference. Although the worst spurs tend to be harmonic in origin, the fact that the DAC is part of a sampled system results in the possibility of some harmonic spurs to appear in non-harmonic locations in the output spectrum. For example, if the DAC is sampled at 1 GHz and generates an output sinusoid of 170 MHz, the 5th harmonic would normally be at 850 MHz. However, because of the sampling process, this spur appears at 150 MHz, only 20 MHz away from the fundamental. Hence, when attempting to reduce DAC spurs it is important to know the actual location of the harmonic spur in the DAC output spectrum based on the DAC sample rate so that its harmonic number can be reduced. The mechanics of performing harmonic spur reduction is shown in figure below. It essentially consists of two additional DDS cores operating in parallel with the original DDS. This enables the user to reduce two different harmonic spurs from the 2nd to the 15th with 9 bits of phase offset control (±π) and 8 bits of amplitude control. The dynamic range of the cancellation signal is further augmented by a gain bit associated with each channel. When this bit is set, the magnitude of the cancellation signal is doubled by employing a 1-bit left-shift of the data. However, the shift operation reduces the granularity of the cancellation signal magnitude. NOTE: Full-scale amplitude of a cancellation spur is approximately -60dBc when the gain bit is a logic 0 and approximately -54dBc when the gain bit is a logic 1. S ysC lk 48 48 19 48 48-b it Fre q ue n c y Tun in g W ord (F T W ) 4 8 -b it A c c u m u la to r An g le to A m plitud e C on v ers ion DA C (1 4 -b it) 14 16 19 DD S P h ase O ffset I-S e t DDS - DDS + 0 1 14 2-C h an n el H a rm onic Fre que nc y Ge n e ra to r 9 C H 1 C an c ellatio n P h ase O ffset CH1 Ha rm o n ic Nu m b e r H a rm o n ic S p u r C a n c e lla tio n Sp u r C a n c e lla tio n En a b le 8 C H 1 C a nc e lla tio n M a gnitude 4 DDS CH2 Ha rm o n ic Nu m b e r 4 9 C H 2 C an c ellatio n P h ase O ffset 8 C H 2 C a nc e lla tio n M a gnitude CH 1 CH 2 H ead ro o m C o rrectio n DQ CH 1 G a in CH 2 G a in 0 1 Sh ift 0 1 Sh ift Figure 32: Spur Reduction Technique |
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