Understanding and Characterizing Timing Jitter
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Blind Denoising Autoencoder
1 Blind Denoising Autoencoder Angshul Majumdar In recent times a handful of papers have been published on Abstract—The term ‘blind denoising’ refers to the fact that the autoencoders used for signal denoising [10-13]. These basis used for denoising is learnt from the noisy sample itself techniques learn the autoencoder model on a training set and during denoising. Dictionary learning and transform learning uses the trained model to denoise new test samples. Unlike the based formulations for blind denoising are well known. But there has been no autoencoder based solution for the said blind dictionary learning and transform learning based approaches, denoising approach. So far autoencoder based denoising the autoencoder based methods were not blind; they were not formulations have learnt the model on a separate training data learning the model from the signal at hand. and have used the learnt model to denoise test samples. Such a The main disadvantage of such an approach is that, one methodology fails when the test image (to denoise) is not of the never knows how good the learned autoencoder will same kind as the models learnt with. This will be first work, generalize on unseen data. In the aforesaid studies [10-13] where we learn the autoencoder from the noisy sample while denoising. Experimental results show that our proposed method training was performed on standard dataset of natural images performs better than dictionary learning (K-SVD), transform (image-net / CIFAR) and used to denoise natural images. Can learning, sparse stacked denoising autoencoder and the gold the learnt model be used to recover images from other standard BM3D algorithm. -
Johnson Noise and Shot Noise: the Determination of the Boltzmann Constant, Absolute Zero Temperature and the Charge of the Electron
Johnson Noise and Shot Noise: The Determination of the Boltzmann Constant, Absolute Zero Temperature and the Charge of the Electron MIT Department of Physics (Dated: September 3, 2013) In electronic measurements, one observes \signals," which must be distinctly above the \noise." Noise induced from outside sources may be reduced by shielding and proper \grounding." Less noise means greater sensitivity with signal/noise as the figure of merit. However, there exist fundamental sources of noise which no clever circuit can avoid. The intrinsic noise is a result of the thermal jitter of the charge carriers and the quantization of charge. The purpose of this experiment is to measure these two limiting electrical noises. From the measurements, values of the Boltzmann constant and the charge of the electron will be derived. PREPARATORY QUESTIONS By the end of the 19th century, the accumulated ev- idence from chemistry, crystallography, and the kinetic Please visit the Johnson and Shot Noise chapter on the theory of gases left little doubt about the validity of the 8.13x website at mitx.mit.edu to review the background atomic theory of matter. Nevertheless, there were still material for this experiment. Answer all questions found arguments against the atomic theory, stemming from a in the chapter. Work out the solutions in your laboratory lack of "direct" evidence for the reality of atoms. In fact, notebook; submit your answers on the web site. there was no precise measurement yet available of the quantitative relation between atoms and the objects of direct scientific experience such as weights, meter sticks, EXPERIMENT GOALS clocks, and ammeters. -
A Comparison of Delayed Self-Heterodyne Interference Measurement of Laser Linewidth Using Mach-Zehnder and Michelson Interferometers
Sensors 2011, 11, 9233-9241; doi:10.3390/s111009233 OPEN ACCESS sensors ISSN 1424-8220 www.mdpi.com/journal/sensors Article A Comparison of Delayed Self-Heterodyne Interference Measurement of Laser Linewidth Using Mach-Zehnder and Michelson Interferometers Albert Canagasabey 1,2,*, Andrew Michie 1,2, John Canning 1, John Holdsworth 3, Simon Fleming 2, Hsiao-Chuan Wang 1,2 and Mattias L. Åslund 1 1 Interdisciplinary Photonics Laboratories (iPL), School of Chemistry, University of Sydney, 2006, NSW, Australia; E-Mails: [email protected] (A.M.); [email protected] (J.C.); [email protected] (H.-C.W.); [email protected] (M.L.Å.) 2 Institute of Photonics and Optical Science (IPOS), School of Physics, University of Sydney, 2006, NSW, Australia; E-Mail: [email protected] (S.F.) 3 SMAPS, University of Newcastle, Callaghan, NSW 2308, Australia; E-Mail: [email protected] (J.H.) * Author to whom correspondence should be addressed; E-Mail: [email protected]; Tel.: +61-2-9351-1984. Received: 17 August 2011; in revised form: 13 September 2011 / Accepted: 23 September 2011 / Published: 27 September 2011 Abstract: Linewidth measurements of a distributed feedback (DFB) fibre laser are made using delayed self heterodyne interferometry (DHSI) with both Mach-Zehnder and Michelson interferometer configurations. Voigt fitting is used to extract and compare the Lorentzian and Gaussian linewidths and associated sources of noise. The respective measurements are wL (MZI) = (1.6 ± 0.2) kHz and wL (MI) = (1.4 ± 0.1) kHz. The Michelson with Faraday rotator mirrors gives a slightly narrower linewidth with significantly reduced error. -
Understanding Jitter and Wander Measurements and Standards Second Edition Contents
Understanding Jitter and Wander Measurements and Standards Second Edition Contents Page Preface 1. Introduction to Jitter and Wander 1-1 2. Jitter Standards and Applications 2-1 3. Jitter Testing in the Optical Transport Network 3-1 (OTN) 4. Jitter Tolerance Measurements 4-1 5. Jitter Transfer Measurement 5-1 6. Accurate Measurement of Jitter Generation 6-1 7. How Tester Intrinsics and Transients 7-1 affect your Jitter Measurement 8. What 0.172 Doesn’t Tell You 8-1 9. Measuring 100 mUIp-p Jitter Generation with an 0.172 Tester? 9-1 10. Faster Jitter Testing with Simultaneous Filters 10-1 11. Verifying Jitter Generator Performance 11-1 12. An Overview of Wander Measurements 12-1 Acronyms Welcome to the second edition of Agilent Technologies Understanding Jitter and Wander Measurements and Standards booklet, the distillation of over 20 years’ experience and know-how in the field of telecommunications jitter testing. The Telecommunications Networks Test Division of Agilent Technologies (formerly Hewlett-Packard) in Scotland introduced the first jitter measurement instrument in 1982 for PDH rates up to E3 and DS3, followed by one of the first 140 Mb/s jitter testers in 1984. SONET/SDH jitter test capability followed in the 1990s, and recently Agilent introduced one of the first 10 Gb/s Optical Channel jitter test sets for measurements on the new ITU-T G.709 frame structure. Over the years, Agilent has been a significant participant in the development of jitter industry standards, with many contributions to ITU-T O.172/O.173, the standards for jitter test equipment, and Telcordia GR-253/ ITU-T G.783, the standards for operational SONET/SDH network equipment. -
Retrospective Analysis of Phonatory Outcomes After CO2 Laser Thyroarytenoid 00111 Myoneurectomy in Patients with Adductor Spasmodic Dysphonia
Global Journal of Otolaryngology ISSN 2474-7556 Research Article Glob J Otolaryngol Volume 22 Issue 4- June 2020 Copyright © All rights are reserved by Rohan Bidaye DOI: 10.19080/GJO.2020.22.556091 Retrospective Analysis of Phonatory Outcomes after CO2 Laser Thyroarytenoid Myoneurectomy in Patients with Adductor Spasmodic Dysphonia Rohan Bidaye1*, Sachin Gandhi2*, Aishwarya M3 and Vrushali Desai4 1Senior Clinical Fellow in Laryngology, Deenanath Mangeshkar Hospital, India 2Head of Department of ENT, Deenanath Mangeshkar Hospital, India 3Fellow in Laryngology, Deenanath Mangeshkar Hospital, India 4Chief Consultant, Speech Language Pathologist, Deenanath Mangeshkar Hospital, India Submission: May 16, 2020; Published: June 08, 2020 *Corresponding author: Rohan Bidaye and Sachin Gandhi, Senior Clinical Fellow in Laryngology and Head of Department of ENT, Deenanath Mangeshkar Hospital, India Abstract Introduction: Adductor spasmodic dysphonia (ADSD) is a focal laryngeal dystonia characterized by spasms of laryngeal muscles during speech. Botulinum toxin injection in the Thyroarytenoid muscle remains the gold-standard treatment for ADSD. However, as Botulinum toxin CO2 laser Thyroarytenoid myoneurectomy (TAM) has been reported as an effective technique for treatment of ADSD. It provides sustained improvementinjections need in tothe be voice repeated over a periodically,longer duration. the voice quality fluctuates over a longer period. A Microlaryngoscopic Transoral approach to Methods: Trans oral Microlaryngoscopic CO2 laser TAM was performed in 14 patients (5 females and 9 males), aged between 19 and 64 years who were diagnosed with ADSD. Data was collected from over 3 years starting from Jan 2014 – Dec 2016. GRBAS scale along with Multi- dimensional voice programme (MDVP) analysis of the voice and Video laryngo-stroboscopic (VLS) samples at the end of 3 and 12 months of surgery would be compared with the pre-operative readings. -
Boundaries of Signal-To-Noise Ratio for Adaptive Code Modulations
BOUNDARIES OF SIGNAL-TO-NOISE RATIO FOR ADAPTIVE CODE MODULATIONS A Thesis by Krittetash Pinyoanuntapong Bachelor of Science in Electrical Engineering, Wichita State University, 2014 Submitted to the Department of Electrical Engineering and Computer Science and the faculty of the Graduate School of Wichita State University in partial fulfillment of the requirements for the degree of Master of Science July 2016 © Copyright 2016 by Krittetash Pinyoanuntapong All Rights Reserved BOUNDARIES OF SIGNAL-TO-NOISE RATIO FOR ADAPTIVE CODE MODULATIONS The following faculty members have examined the final copy of this thesis for form and content, and recommend that it be accepted in partial fulfillment of the requirement for the degree of Master of Science, with a major in Electrical Engineering. ______________________________________ Hyuck M. Kwon, Committee Chair ______________________________________ Pu Wang, Committee Member ______________________________________ Thomas DeLillo, Committee Member iii DEDICATION To my parents, my sister, my brother, and my dear friends iv ACKNOWLEDGEMENTS I would like to thank all the people who contributed in some way to the work described in this thesis. First and foremost, I am very grateful to my advisor, Dr. Hyuck M. Kwon, for giving me the opportunity to be part of this research and for providing the impetus, means, and support that enabled me to work on the project. I deeply appreciate his concern, appreciation, and encouragement, which enabled me to graduate. Additionally, I thank Dr. Thomas K. DeLillo and Dr. Pu Wang, who graciously agreed to serve on my committee and for spending their time at my thesis presentation. Thank you and the best of luck in your future endeavors. -
Bit Error Rate Analysis of OFDM
International Research Journal of Engineering and Technology (IRJET) e-ISSN: 2395 -0056 Volume: 03 Issue: 04| Apr -2016 www.irjet.net p-ISSN: 2395-0072 Bit Error Rate Analysis of OFDM Nishu Baliyan1, Manish Verma2 1M.Tech Scholar, Digital Communication Sobhasaria Engineering College (SEC), Sikar (Rajasthan Technical University) (RTU), Rajasthan India 2Assistant Professor, Department of Electronics and Communication Engineering Sobhasaria Engineering College (SEC), Sikar (Rajasthan Technical University) (RTU), Rajasthan India ---------------------------------------------------------------------***--------------------------------------------------------------------- Abstract - Orthogonal Frequency Division Multiplexing or estimations and translations or, as mentioned OFDM is a modulation format that is being used for many of previously, in mobile digital links that may also the latest wireless and telecommunications standards. OFDM introduce significant Doppler shift. Orthogonal has been adopted in the Wi-Fi arena where the standards like frequency division multiplexing has also been adopted 802.11a, 802.11n, 802.11ac and more. It has also been chosen for a number of broadcast standards from DAB Digital for the cellular telecommunications standard LTE / LTE-A, Radio to the Digital Video Broadcast standards, DVB. It and in addition to this it has been adopted by other standards has also been adopted for other broadcast systems as such as WiMAX and many more. The paper focuses on The MATLAB simulation of Orthogonality of multiple input well -
Performance Comparisons of Broadband Power Line Communication Technologies
applied sciences Article Performance Comparisons of Broadband Power Line Communication Technologies Young Mo Chung Department of Electronics and Information Engineering, Hansung University, Seoul 02876, Korea; [email protected]; Tel.: +82-2-760-4342 Received: 5 April 2020; Accepted: 6 May 2020 ; Published: 9 May 2020 Abstract: Broadband power line communication (PLC) is used as a communication technique for advanced metering infrastructure (AMI) in Korea. High-speed (HS) PLC specified in ISO/IEC12139-1 and HomePlug Green PHY (HPGP) are deployed for remote metering. Recently, internet of things (IoT) PLC has been proposed for reliable communications on harsh power line channels. In this paper, the physical layer performance of IoT PLC, HPGP, and HS PLC is evaluated and compared. Three aspects of the performance are evaluated: the bit rate, power spectrum, and bit error rate (BER). An expression for the bit rate for IoT PLC and HPGP is derived while taking the padding bits and number of tones in use into consideration. The power spectrum is obtained through computer simulations. For the BER performance comparisons, the upper bound of the BER for each PLC standard is evaluated through computer simulations. Keywords: advanced metering infrastructure; power line communication; IoT PLC; HPGP; ISO/IEC 12139-1; HS PLC; bit error rate 1. Introduction In a smart grid, the advanced metering infrastructure (AMI) is responsible for collecting data from consumer utilities and giving commands to them. AMI consists of smart meters, communication networks, and data managing systems [1,2]. An important challenge in building an AMI is choosing a cost-effective communication network [2–4]. -
Estimation of BER from Error Vector Magnitude for Optical Coherent Systems
hv photonics Article Estimation of BER from Error Vector Magnitude for Optical Coherent Systems Irshaad Fatadin National Physical Laboratory, Teddington, Middlesex TW11 0LW, UK; [email protected]; Tel.: +44-020-8943-6244 Received: 22 March 2016; Accepted: 19 April 2016; Published: 21 April 2016 Abstract: This paper presents the estimation of bit error ratio (BER) from error vector magnitude (EVM) for M-ary quadrature amplitude modulation (QAM) formats in optical coherent systems employing carrier phase recovery with differential decoding to compensate for laser phase noise. Simulation results show that the relationship to estimate BER from EVM analysis for data-aided reception can also be applied to nondata-aided reception with a correction factor for different combined linewidth symbol duration product at the target BER of 10−3. It is demonstrated that the calibrated BER, which would otherwise be underestimated without the correction factor, can reliably monitor the performance of optical coherent systems near the target BER for quadrature phase shift keying (QPSK), 16-QAM, and 64-QAM. Keywords: error vector magnitude (EVM); quadrature amplitude modulation (QAM); carrier phase recovery 1. Introduction Spectrally-efficient modulation formats are currently receiving significant attention for next-generation high-capacity optical communication systems [1–3]. With information encoded on both the amplitude and phase of the optical carrier for M-ary quadrature amplitude modulation (QAM), accurate measurement analysis needs to be developed to quantify the novel modulation schemes and to reliably predict the performance of optical coherent systems. A number of performance metrics, such as bit error ratio (BER), eye diagram, Q-factor, and, more recently, error vector magnitude (EVM), can be used in optical communications to assess the quality of the transmitted signals [4–6]. -
Estimation from Quantized Gaussian Measurements: When and How to Use Dither Joshua Rapp, Robin M
1 Estimation from Quantized Gaussian Measurements: When and How to Use Dither Joshua Rapp, Robin M. A. Dawson, and Vivek K Goyal Abstract—Subtractive dither is a powerful method for remov- be arbitrarily far from minimizing the mean-squared error ing the signal dependence of quantization noise for coarsely- (MSE). For example, when the population variance vanishes, quantized signals. However, estimation from dithered measure- the sample mean estimator has MSE inversely proportional ments often naively applies the sample mean or midrange, even to the number of samples, whereas the MSE achieved by the when the total noise is not well described with a Gaussian or midrange estimator is inversely proportional to the square of uniform distribution. We show that the generalized Gaussian dis- the number of samples [2]. tribution approximately describes subtractively-dithered, quan- tized samples of a Gaussian signal. Furthermore, a generalized In this paper, we develop estimators for cases where the Gaussian fit leads to simple estimators based on order statistics quantization is neither extremely fine nor extremely coarse. that match the performance of more complicated maximum like- The motivation for this work stemmed from a series of lihood estimators requiring iterative solvers. The order statistics- experiments performed by the authors and colleagues with based estimators outperform both the sample mean and midrange single-photon lidar. In [3], temporally spreading a narrow for nontrivial sums of Gaussian and uniform noise. Additional laser pulse, equivalent to adding non-subtractive Gaussian analysis of the generalized Gaussian approximation yields rules dither, was found to reduce the effects of the detector’s coarse of thumb for determining when and how to apply dither to temporal resolution on ranging accuracy. -
Image Denoising by Autoencoder: Learning Core Representations
Image Denoising by AutoEncoder: Learning Core Representations Zhenyu Zhao College of Engineering and Computer Science, The Australian National University, Australia, [email protected] Abstract. In this paper, we implement an image denoising method which can be generally used in all kinds of noisy images. We achieve denoising process by adding Gaussian noise to raw images and then feed them into AutoEncoder to learn its core representations(raw images itself or high-level representations).We use pre- trained classifier to test the quality of the representations with the classification accuracy. Our result shows that in task-specific classification neuron networks, the performance of the network with noisy input images is far below the preprocessing images that using denoising AutoEncoder. In the meanwhile, our experiments also show that the preprocessed images can achieve compatible result with the noiseless input images. Keywords: Image Denoising, Image Representations, Neuron Networks, Deep Learning, AutoEncoder. 1 Introduction 1.1 Image Denoising Image is the object that stores and reflects visual perception. Images are also important information carriers today. Acquisition channel and artificial editing are the two main ways that corrupt observed images. The goal of image restoration techniques [1] is to restore the original image from a noisy observation of it. Image denoising is common image restoration problems that are useful by to many industrial and scientific applications. Image denoising prob- lems arise when an image is corrupted by additive white Gaussian noise which is common result of many acquisition channels. The white Gaussian noise can be harmful to many image applications. Hence, it is of great importance to remove Gaussian noise from images. -
On the Bit Error Rate of Repeated Error-Correcting Codes
On the bit error rate of repeated error-correcting codes Weihao Gao and Yury Polyanskiy Abstract—Classically, error-correcting codes are studied with We emphasize that the last observation suggests that conven- respect to performance metrics such as minimum distance tional decoders of block codes should not be used in the cases (combinatorial) or probability of bit/block error over a given of significant defect densities. stochastic channel. In this paper, a different metric is considered. We proceed to discussing the basic framework and some It is assumed that the block code is used to repeatedly encode user data. The resulting stream is subject to adversarial noise of known results. given power, and the decoder is required to reproduce the data A. General Setting of Joint-Source Channel Coding with minimal possible bit-error rate. This setup may be viewed as a combinatorial joint source-channel coding. The aforementioned problem may be alternatively formal- Two basic results are shown for the achievable noise-distortion ized as a combinatorial (or adversarial) joint-source channel tradeoff: the optimal performance for decoders that are informed coding (JSCC) as proposed in [1]. The gist of it for the binary of the noise power, and global bounds for decoders operating in source and symmetric channel (BSSC) can be summarized by complete oblivion (with respect to noise level). General results the following are applied to the Hamming [7; 4; 3] code, for which it is k n Definition 1: Consider a pair of maps f : F2 ! F2 demonstrated (among other things) that no oblivious decoder n k exist that attains optimality for all noise levels simultaneously.