R
Rakesh Malik
Researcher at STMicroelectronics
Publications - 51
Citations - 329
Rakesh Malik is an academic researcher from STMicroelectronics. The author has contributed to research in topics: Power integrity & Jitter. The author has an hindex of 9, co-authored 51 publications receiving 266 citations.
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Patent
Self-calibrated digital-to-analog converter
TL;DR: In this article, an analog-to-analog converter senses a voltage at the output of the D2D converter and generates a digital voltage signal, which is then converted to an analog compensation signal to nullify effects of the current source mismatch.
Robust Optimization and Reflection Gain Enhancement of Serial Link System for Signal Integrity and Power Integrity
TL;DR: A model is developed to optimize the performance of high speed serial link in terms of jitter and amplitude performance and Taguchi array optimization has been applied during the optimization process.
Proceedings ArticleDOI
Robust optimization of serial link system for signal integrity and power integrity
TL;DR: System level model has been created for USB HSLINK taking into account the external parameters like board, package, measurement environment which influence the performance of the channel.
Journal ArticleDOI
A 0.065-mm 2 19.8-mW Single-Channel Calibration-Free 12-b 600-MS/s ADC in 28-nm UTBB FD-SOI Using FBB
Ashish Kumar,Chandrajit Debnath,Pratap Narayan Singh,Vivek Bhatia,Shivani Chaudhary,Vigyan Jain,Stephane Le Tual,Rakesh Malik +7 more
TL;DR: A 0.065-mm2 single-channel calibration-free 12-b analog-to-digital converter sampling at 600 MS/s in 28-nm ultrathin body bias fully depleted silicon on insulator (FD-SOI) with integrated body bias generator ensures the required voltages for FBB.
Proceedings ArticleDOI
Mitigating the impact of sinusoidal jitter and duty cycle distortion on random jitter estimation by Tailfit algorithm
TL;DR: The proposed methodology is validated by inducing known jitter sources in real channel simulator of ADS from Agilent and involves calculation of mathematical correction factor, which is derived and used to calculate the precise value of random jitter.