2020
DOI: 10.3390/electronics9030494
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Low-Power CMOS Complex Bandpass Filter with Passband Flatness Tunability

Abstract: We present a low-power CMOS active-resistance-capacitance (active-RC) complex bandpass filter (BPF) with tunable gain, bandwidth, center frequency, quality factor, and passband flatness for Bluetooth applications. A transfer function analysis for a cross-coupled Tow-Thomas biquad structure is presented to prove that the flatness profile of the passband gain can be effectively controlled by independently tuning two cross-coupling resistors. The proposed biquad-based complex BPF was employed to realize a fourth-… Show more

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Cited by 8 publications
(4 citation statements)
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“…The most popular approach for this is to tune the resistor-capacitor (RC) elements in a feedback path of a baseband amplifier. This is found a very popular approach in conventional RF transmitters having a narrow channel bandwidth such as, for example, a few MHz for sub-6 GHz applications [14,15] or at most a few hundred MHz for 5G applications [2]. However, since millimeter-wave RF transmitters desirably have a channel bandwidth over 1 GHz [1], the feedback-type baseband amplifier should not be appropriate because the complex switched-element feedback network induces huge parasitic elements and makes it difficult to increase the bandwidth over 1 GHz.…”
Section: Up-conversion Mixer Path and Amplitude Mismatch Calibrationmentioning
confidence: 99%
“…The most popular approach for this is to tune the resistor-capacitor (RC) elements in a feedback path of a baseband amplifier. This is found a very popular approach in conventional RF transmitters having a narrow channel bandwidth such as, for example, a few MHz for sub-6 GHz applications [14,15] or at most a few hundred MHz for 5G applications [2]. However, since millimeter-wave RF transmitters desirably have a channel bandwidth over 1 GHz [1], the feedback-type baseband amplifier should not be appropriate because the complex switched-element feedback network induces huge parasitic elements and makes it difficult to increase the bandwidth over 1 GHz.…”
Section: Up-conversion Mixer Path and Amplitude Mismatch Calibrationmentioning
confidence: 99%
“…Figure 4 b illustrates how the low-pass characteristics of the unit biquad are translated to the complex bandpass characteristics. The cross-interconnecting resistors R xa and R xb that are placed between the I- and Q-path biquads as shown in Figure 4 a shift the complex conjugate poles to real poles, resulting in the original low-pass filter response being shifted to the desired complex bandpass filter response, which gives the image rejection capability [ 25 ]. For optimal image rejection performance, the center frequency f o is equally set to the channel bandwidth.…”
Section: Designsmentioning
confidence: 99%
“…Then, the overall complex BPF shows a tunable gain of −22–+45 dB, tunable center frequency of 0.25–3 MHz, tunable bandwidth of 0.23–2.7 MHz, and tunable quality factor of 0.9–1.1. In addition, the passband flatness is also tunable by independently controlling the on-chip R xa and R xb in the range of 78–106 kΩ so that the band-edge gain difference is adjusted in the range of −1–+1 dB [ 25 ].…”
Section: Designsmentioning
confidence: 99%
“…Hence, an analog-domain calibration is needed together in order to acquire the best I/Q balance and satisfactory image rejection ratio (IRR). Moreover, the analog-domain calibration is also needed if the quadrature down-conversion scheme adopts a low IF frequency plan, because in which the image-rejection is typically done in the analog domain by using a complex bandpass filter such as [ 16 ]. In spite of the importance of the I/Q mismatch calibration issue, interestingly, we have found that it has not been often addressed in the previous millimeter-wave CMOS receiver designs for the radar applications [ 6 , 8 , 9 , 10 ].…”
Section: Introductionmentioning
confidence: 99%