Abstract:Abstract-Adaptive feedforward error cancellation applied to correct distortion arising from third-order nonlinearities in RF receivers requires low-noise low-power reference cubic nonidealities. Multistage cubic-term generators utilizing cascaded nonlinear operations are ideal in this regard, but the frequency response of the interstage circuitry can introduce errors into the cubing operation. In this paper, an overview of the use of cubic-term generators in receivers relative to other applications is presente… Show more
“…Values for γ and E sat were extracted from simulated device models and found to be 0.55 and 1.8 V/µm, respectively. Although γ is traditionally thought to be greater than unity in submicron devices, this result is consistent with other recent reports of noise in submicron CMOS devices [39,41]. H (ω LO − ω 2 )/H (ω LO − ω 1 ) was simulated and found to be equal to 0.8.…”
Section: Quantitative Theoretical Performance Of Multi-stage Cubic Tesupporting
“…Values for γ and E sat were extracted from simulated device models and found to be 0.55 and 1.8 V/µm, respectively. Although γ is traditionally thought to be greater than unity in submicron devices, this result is consistent with other recent reports of noise in submicron CMOS devices [39,41]. H (ω LO − ω 2 )/H (ω LO − ω 1 ) was simulated and found to be equal to 0.8.…”
Section: Quantitative Theoretical Performance Of Multi-stage Cubic Tesupporting
“…j2π∆fû n/fs (19) where (12) and (19) shows that the synthesization process would further require a frequency offset ∆f correction such that, ∆fû − ∆f = ∆f u (20) and a gain-phase correction ρ such that,…”
Section: B Nonlinear Polynomial Function: Cubermentioning
confidence: 99%
“…If the auxiliary receivers include noise (and other error) terms, n a and n b , from receiver Rx1 and Rx2 respectively, then equation (19) becomes:…”
Section: Appendix B the Variance Offmentioning
confidence: 99%
“…Similar circuits can be used to linearize receivers. The authors [18] and [19] used analog circuits to synthesize a distortion estimate for use in a digital adaptive postdistortion cancellation technique. Analogue squaring and cubing circuits often have inherent complexities such as direct feed-through, DC-offsets, temperature drifts and poor noise performance.…”
Abstract-In a colocated setting, large jamming signals from one transmitter can radiate into the antenna system of a second transmitter. The signals enter the second transmitter in the reverse direction and mix in the output stage of its power amplifier to produce intermodulation products. These 'reverse' intermodulation products get radiated from the antenna system and may fall on the victim receiver's desired channel. The paper proposes an architecture that regenerates an estimate of the reverse intermodulation products using the fundamental jammer components and mitigates them in a baseband postdistortion cancellation circuit. A novel multiple-front-end receiver architecture is developed to overcome the high sample rate requirements if the jammers are well out of band. However, this leads to a frequency offset problem in the regenerated distortion estimate. Signal correlation is used to align the frequency, phase and amplitude of the distortion estimate with the interfering reverse intermodulation product. Simulations and theoretical analysis show the output signal-to-interference ratio (SIR) of the system is independent of the input SIR but dependent on the equivalent number of uncorrelated samples in the averaging block. A hardware prototype demonstrated a 16dB reduction of the interfering reverse intermodulation product.
“…The odd path IM term generator utilizes a multistage architecture as in [4] but with a CMOS input stage in order to increase the dynamic range for a given current. The even path IM term generator consists of a buffered canonical squaring transconductor that feeds directly into a TIA.…”
Section: Nonlinear Path Receiver Architecture and Circuitsmentioning
-A direct conversion receiver is demonstrated which operates in the presence of a rail-to-rail (+12.4dBm) out-of-band blocker and a -16.3dBm blocker, where the ICP1 is +12.5dBm and the uncorrected extrapolated IIP3 is +33.5dBm. IM distortion is adaptively cancelled via feedforward loops which are digitally expanded to reproduce higher order nonlinear reference terms. Cancellation improves input-referred total IM distortion by over 24dB, resulting in an extrapolated IIP3 of +45.3dBm.
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