2016
DOI: 10.1049/el.2016.2098
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Fractional spur reduction technique using 45° phase dithering in phase interpolator based all‐digital phase‐locked loop

Abstract: A spur reduction technique in fractional-N phase-locked loops based on a current-mode phase interpolator (CMPI) is presented by dithering input signals of the CMPI. CMPI shows deterministic phase error having symmetrical profile around 45°offset in each quadrant, and this non-linear property leads to fractional spurs. The proposed 45°p hase rotator with digital compensation reduces the fractional spur by 18.57 dB at most, and average improvement of fractional tones is 7.89 dB in 2 MHz frequency step measuremen… Show more

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Cited by 1 publication
(3 citation statements)
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“…1 LSB of the PI is about 4-5 ps in a 3-4 GHz PLL, and its phase is ΔΣ-modulated to get low in-band noise. The inverter-based PI is adopted for less current consumption as compared to the current mode PI [27,28] that consumes the bias current and requires high supply for signal headroom. The PI phase and weight controller splits a large PI phase jump into several smaller jumps to prevent the glitches [27,28].…”
Section: B Fractional-n Divider With Pimentioning
confidence: 99%
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“…1 LSB of the PI is about 4-5 ps in a 3-4 GHz PLL, and its phase is ΔΣ-modulated to get low in-band noise. The inverter-based PI is adopted for less current consumption as compared to the current mode PI [27,28] that consumes the bias current and requires high supply for signal headroom. The PI phase and weight controller splits a large PI phase jump into several smaller jumps to prevent the glitches [27,28].…”
Section: B Fractional-n Divider With Pimentioning
confidence: 99%
“…The inverter-based PI is adopted for less current consumption as compared to the current mode PI [27,28] that consumes the bias current and requires high supply for signal headroom. The PI phase and weight controller splits a large PI phase jump into several smaller jumps to prevent the glitches [27,28]. The maximum phase jump at a time is limited to π/4 rad for no glitches, which leads to a maximum of 8 phase jumps per one reference cycle.…”
Section: B Fractional-n Divider With Pimentioning
confidence: 99%
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