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Dive into the research topics where Kareem Ragab is active.

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Featured researches published by Kareem Ragab.


IEEE Transactions on Circuits and Systems Ii-express Briefs | 2015

Digital Background Calibration for Pipelined ADCs Based on Comparator Decision Time Quantization

Kareem Ragab; Long Chen; Arindam Sanyal; Nan Sun

This brief presents a digital background calibration technique that embraces comparator decision time to calibrate interstage gain errors and capacitor mismatches in pipelined analog-to-digital converters (ADCs). It does not modify the original analog signal path except for the addition of a comparator decision time binary quantizer built by simple digital gates. The technique does not limit either the ADC input signal swing or bandwidth. Simulation results for a 12-bit pipelined ADC show that the proposed technique can improve the signal- to-noise-and-distortion ratio (SNDR) and the spurious-free dynamic range (SFDR) from 44 and 48 dB to 72 and 86 dB, respectively. The SNDR convergence time is less than 3 × 106 cycles.


IEEE Transactions on Computer-Aided Design of Integrated Circuits and Systems | 2012

Predictable Equation-Based Analog Optimization Based on Explicit Capture of Modeling Error Statistics

Ashish Kumar Singh; Kareem Ragab; Mario Lok; Constantine Caramanis; Michael Orshansky

Equation-based optimization using geometric programming (GP) for automated synthesis of analog circuits has recently gained broader adoption. A major outstanding challenge is the inaccuracy resulting from fitting the complex behavior of scaled transistors to posynomial functions. In this paper, we advance a novel optimization strategy that explicitly handles the error of the model in the course of optimization. The innovation is in enabling the successive refinement of transistor models within gradually reducing ranges of operating conditions and dimensions. Refining via a brute force requires exponential complexity. The key contribution is the development of a framework that optimizes efficient convex formulations, while using SPICE as a feasibility oracle to identify solutions that are feasible with respect to the accurate behavior rather than the fitted model. Due to the poor posynomial fit, standard GP can return grossly infeasible solutions. Our approach dramatically improves feasibility. We accomplish this by introducing robust modeling of the fitting errors sample distribution information explicitly within the optimization. To address cases of highly stringent constraints, we introduce an automated method for identifying a true feasible solution through minimal relaxation of design targets. We demonstrate the effectiveness of our algorithm on two benchmarks: a two-stage CMOS operational amplifier and a voltage-controlled oscillator designed in TSMC 0.18 μm CMOS technology. Our algorithm is able to identify superior solution points producing uniformly better power and area values under a gain constraint with improvements of up to 50% in power and 10% in area for the amplifier design. Moreover, whereas standard GP methods produced solutions with constraint violations as large as 45%, our method finds feasible solutions.


IEEE Journal of Solid-state Circuits | 2017

A 12-b ENOB 2.5-MHz BW VCO-Based 0-1 MASH ADC With Direct Digital Background Calibration

Kareem Ragab; Nan Sun

This paper presents a scaling friendly mostly digital voltage-controlled-oscillator (VCO)-based 0-1 multistage noise shaping (MASH) analog-to-digital converter. A novel background calibration technique corrects conversion errors due to VCO linear gain drift, residue generating digital-to-analog converter mismatches, and nonlinearity of the VCO voltage-to-frequency conversion. The proposed architecture minimally modifies the basic 0-1 MASH architecture and directly calibrates the main VCOs without relying on replica matching. A redundant first-stage coarse quantizer enables fast error estimation in the digital domain. A 12-b prototype implemented in 180-nm CMOS achieves 12-b ENOB over 2.5 MHz and consumes 4.8 mW from a 1.8 V supply.


custom integrated circuits conference | 2015

A 12b ENOB, 2.5MHz-BW, 4.8mW VCO-based 0–1 MASH ADC with direct digital background nonlinearity calibration

Kareem Ragab; Nan Sun

A direct digital background calibration technique to correct nonlinearity errors in VCO-based 0-1 MASH ΣΔ ADCs is presented. The proposed technique altogether corrects VCO gain error, nonlinearity, and capacitor mismatch of the residue generating DAC. It improves SNDR of the prototype ADC from 60dB to 73.4dB in 2.5MHz signal bandwidth. The ADC consumes 4.8mW from 1.8V supply in 180nm CMOS. The measured convergence time is only 64ms.


IEEE Transactions on Circuits and Systems Ii-express Briefs | 2013

Thermal Noise Analysis of a Programmable-Gain Switched-Capacitor Amplifier With Input Offset Cancellation

Kareem Ragab; Mucahit Kozak; Nan Sun

In this brief, we analyze the thermal noise in a switched-capacitor (SC) amplifier with input offset cancellation. We quantify the increase in thermal noise due to the extra phase required for offset sampling. We show that this noise penalty increases with the SC amplifier gain. A closed-form expression is obtained for the output RMS noise voltage for the special case where the amplifier is designed for low-power applications. Results obtained using our model match well with SPICE simulations.


international symposium on quality electronic design | 2012

Embracing local variability to enable a robust high-gain positive-feedback amplifier: Design methodology and implementation

Kareem Ragab; Ranjit Gharpurey; Michael Orshansky

A novel digital calibration technique based on component redundancy and random diversity (CRRD) is used to enable robust high-gain positive-feedback (PF) amplifiers. Gain enhancement is achieved through output conductance cancellation which requires accurate calibration across process, voltage, and temperature. CRRD employs a set of redundant elements intentionally exhibiting high local variability, and the subset of the elements that best cancels amplifiers output conductance is employed. We develop a novel design methodology to rigorously predict: (1) how to partition the full configuration range between a fixed load and a tunable load, and (2) how, for a given partition, to size the tunable load elements. We prove that having a sizable coarse load is essential for reaching optimality. We apply the developed theory to the design of a 0.18μm CMOS test-chip implementing a 6×10 array of high-gain PF amplifiers based on CRRD. We demonstrate that the use of CRRD allows only linear increase of the array size, and its associated capacitance, with dB gain improvement, in contrast to exponential increase in earlier designs. Gains of ninety amplifiers from three different dies were measured and exceeded 64dB for 95% of the samples, up from an intrinsic gain of 28.5dB. A gain-bandwidth product of 186MHz was measured while consuming 65μA from a 1.8V supply.


custom integrated circuits conference | 2014

A hybrid SAR-VCO ΔΣ ADC with first-order noise shaping

Arindam Sanyal; Kareem Ragab; Long Chen; T. R. Viswanathan; Shouli Yan; Nan Sun

A scaling-friendly, hybrid, two-stage ΔΣ ADC with a 5-bit SAR as first stage and a VCO as second stage is presented in this work. Since the VCO can provide fine quantization for small signals in the time-domain, it is used to directly quantize the SAR residue without OTA-based residue amplification. Also, having a small input swing obviates the need for VCO non-linearity calibration. The VCO phase overflow problem is solved by using a counter to record the number of overflows, thus allowing a variable sampling rate. Since the VCO phase and counter are never reset, the VCOs first-order noise-shaping capability is retained. A prototype ADC in an 180 nm process achieves 73 dB SNDR over 2.2 MHz bandwidth and consumes 5 mW from a 1.8V supply while sampling at 35 MHz.


international conference on computer aided design | 2010

An algorithm for exploiting modeling error statistics to enable robust analog optimization

Ashish Kumar Singh; Mario Lok; Kareem Ragab; Constantine Caramanis; Michael Orshansky

Equation-based optimization using geometric programming (GP) for automated synthesis of analog circuits has recently gained broader adoption. A major outstanding challenge is the inaccuracy resulting from fitting the complex behavior of scaled transistors to posynomial functions. Fitting over a large region can be grossly inaccurate, and in fact, poor posynomial fit can lead to failure to find a true feasible solution. On the other hand, fitting over smaller regions and then selecting the best region, incurs exponential complexity. In this paper, we advance a novel optimization strategy that circumvents these dueling problems in the following manner: by explicitly handling the error of the model in the course of optimization, we find a potentially suboptimal, but feasible solution. This solution subsequently guides a range-refinement process of our transistor models, allowing us to reduce the range of operating conditions and dimensions, and hence obtain far more accurate GP models. The key contribution is in using the available oracle (SPICE simulations) to identify solutions that are feasible with respect to the accurate behavior rather than the fitted model. The key innovation is the explicit link between the fitting error statistics and the rate of the error uncertainty set increase, which we use in a robust optimization formulation to find feasible solutions. We demonstrate the effectiveness of our algorithm on a two benchmarks: a two-stage CMOS operational amplifier and a voltage controlled oscillator designed in TSMC 0.18µm CMOS technology. Our algorithm is able to identify superior solution points producing uniformly better power and area values under gain constraint with improvements of up to 50% in power and 10% in area for the amplifier design. We also demonstrate that when utilizing the models with the same level of modeling error, our method yields solutions that meet the constraints while the violations for the standard method were as high as 45% and larger than 15% for several constraints.


IEEE Journal of Solid-state Circuits | 2017

A 10-b 800-MS/s Time-Interleaved SAR ADC With Fast Variance-Based Timing-Skew Calibration

Jeonggoo Song; Kareem Ragab; Xiyuan Tang; Nan Sun

This paper presents a time-interleaved (TI) SAR analog-to-digital converter (ADC) with a fast variance-based timing-skew calibration technique. It uses a single-comparator-based window detector (WD) to calibrate the timing skew. The WD can suppress variance estimation errors and allow precise variance estimation from a significantly small number of samples. It has low-hardware cost and orders of magnitude faster convergence speed compared to prior variance-based timing-skew calibration technique. The proposed technique brings collateral benefit of offset mismatch calibration. After timing-skew calibration, a prototype 10-b 800-MS/s ADC in 40-nm CMOS achieves the Nyquist-rate SNDR of 48 dB and consumes 4.9 mW, leading to the Walden FoM of 29.8-fJ/conversion step.


asian solid state circuits conference | 2016

A 10-b 800MS/s time-interleaved SAR ADC with fast timing-skew calibration

Jeonggoo Song; Kareem Ragab; Xiyuan Tang; Nan Sun

This paper presents a time-interleaved (TI) successive-approximation-register (SAR) ADC with a fast variance-based timing-skew calibration technique. It uses a single comparator-based window detector to calibrate the timing skew. It has low-hardware cost and 104 times faster convergence speed compared to prior variance-based timing skew calibration technique. The proposed technique brings collateral benefits of offset mismatch calibration. A prototype 10-b 800MS/s ADC in 40nm CMOS achieves Nyquist-rate SNDR of 48 dB and consumes 9.8mW, leading to a Walden FoM of 59-fJ/conversion-step.

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Nan Sun

University of Texas at Austin

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Arindam Sanyal

University of Texas at Austin

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Jeonggoo Song

University of Texas at Austin

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Long Chen

University of Texas at Austin

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Michael Orshansky

University of Texas at Austin

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Xiyuan Tang

University of Texas at Austin

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Ashish Kumar Singh

University of Texas at Austin

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Constantine Caramanis

University of Texas at Austin

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Ranjit Gharpurey

University of Texas at Austin

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