Cover of: The noisy oscillator | M Gitterman

The noisy oscillator

The first hundred years, from Einstein until now
  • 144 Pages
  • 0.22 MB
  • 7485 Downloads
  • English
by
World Scientific , Hackensack, NJ
Stochastic differential equations, Harmonic oscill
StatementMoshe Gitterman
The Physical Object
Paginationxiv, 144 p. :
ID Numbers
Open LibraryOL17190453M
ISBN 109812565124

The noisy oscillator continues to be the subject of intensive studies in physics, chemistry, biology, and social new and the latest type of a stochastic oscillator has also been considered, namely, an oscillator with random s: 2. This book contains comprehensive descriptions of stochastic processes described by underdamped and overdamped oscillator equations with additive and multiplicative random forcing.

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The latter is associated with random frequency or random : Moshe Gitterman. Noisy Oscillator, The: The First Hundred Years, from Einstein Until Now Hardcover – November 9, by Moshe Gitterman (Author)Author: Moshe Gitterman.

Harmonic Oscillator with Random Damping Nonlinear Oscillator with Multiplicative Noise Readership: Researchers, engineers and graduate students working on the theory and application of random processes.

The noisy oscillator continues to be the subject of intensive studies in physics, chemistry, biology, and social sciences. The new and the latest type of a stochastic oscillator has also been considered, namely, an oscillator with random mass.

Such model describes, among other phenomena, Brownian motion with The noisy oscillator book. mechanics of which the noisy oscillator can be considered one of the main pillars. Gitterman’ s book consists of thirteen chapters. These are dev oted to Bro wnian. Title: The Noisy Oscillator: Random Mass, Frequency, Damping (2ND Edition) Authors: Gitterman, Moshe: Affiliation: AA(Bar-Ilan University, Israel) Publication.

Book Review: The Noisy Oscillator. The Noisy Oscillator: Authors: Masoliver, Jaume: Affiliation: AA(Departament de Fisica Fonamental, Universitat de Barcelona) Publication: Abstract Not Available Bibtex entry for this abstract Preferred format for this abstract (see Preferences).

The problem of a linear damped noisy oscillator is treated in the presence of two multiplicative sources of noise which imply a random mass and random damping. The additive noise and the noise in the damping are responsible for an in ux of energy to the oscillator.

Finally the Xtal oscillator (clock oscillator) passes in review in relation to the 'extra agc'. Eventually the recipe is offered how to configure a low noise oscillator without the need of complex measurements.

Preface Much has been published about the noise performance of oscillators the last decades. The fundamentai assumption used in the theoretical model is that an oscillator acts as a largesignal LC-tuned amplifier for purposes of noise analysis.

This approach allows us to derive closed-form expressions for the close-to- carrier spectral density of the output noise, and to estimate the phase-noise performance of an oscillator from Author: Behzad Razavi. It is hardly a revelation to note that wireless and mobile communications have grown tremendously during the last few years.

This growth has placed stringent requi- ments on channel spacing and, by implication, on the phase noise of oscillators. C- pounding the challenge has been a recent drive toward implementations of transceivers in CMOS, whose inferior 1/f noise performance has usually 5/5(1).

This book contains comprehensive descriptions of stochastic processes described by underdamped and overdamped oscillator equations with additive and multiplicative random forcing. The latter is associated with random frequency or random damping. Book Review; Published: 09 June ; Book Review: The Noisy Oscillator.

Description The noisy oscillator FB2

The Noisy Oscillator. Jaume Masoliver 1 Author: Jaume Masoliver. This book is an overview of the gamut of stochastic processes described by underdamped and overdamped oscillator equations with additive and multiplicative random forcing.

What it lacks in depth it makes up for in breadth by covering this spectrum without rigorous mathematical proofs or statement. Presenting a comprehensive account of oscillator phase noise and frequency stability, this practical text is both mathematically rigorous and accessible.

An in-depth treatment of the noise mechanism is given, describing the oscillator as a physical system, and showing that simple general laws govern the stability of a large variety of Cited by: The noisy oscillator: The first hundred years, from Einstein until now.

This book contains comprehensive descriptions of stochastic processes described by underdamped and overdamped oscillator equations with additive and multiplicative random forcing. The latter is associated with random frequency or random : Moshe Gitterman.

The noisy oscillator continues to be the subject of intensive studies in physics, chemistry, biology, and social sciences. The new and the latest type of a stochastic oscillator has also been considered, namely, an oscillator with random : World Scientific Publishing Company.

A linear model of CMOS ring oscillators is used to calculate their phase noise, and three phase noise phenomena, namely, additive noise, high-frequency multiplicative noise, and low-frequency multiplicative noise, are identified and formulated.

Based on the same concepts, a CMOS relaxation oscillator. Because these perturbations are attenuated by the oscillator dynamics, their contribution to the oscillator noisy spectrum can be neglected when compared to the phase noise.

The harmonic-balance system () corresponding to oscillator equation () is of great utility for the phase-noise study. COVID Resources. Reliable information about the coronavirus (COVID) is available from the World Health Organization (current situation, international travel).Numerous and frequently-updated resource results are available from this ’s WebJunction has pulled together information and resources to assist library staff as they consider how to handle coronavirus.

The noisy oscillator: random mass, frequency, damping. [M Gitterman] -- The properties of the harmonic oscillator with random frequency or/and random damping formed the content of the first edition.

The second edition includes hundreds of publications on this subject. Abstract: Phase-noise analysis of the self-injection-locked oscillator is presented in this paper. The analysis is developed for different oscillator models and arbitrary self-injection feedback loops.

The results are illustrated with specific cases of simple time Cited by: Like any oscillator, its important to focus on transitions from high extremes and momentum reversals when the oscillator crosses the zero line. Generally, ratio values between +/- O.5 are noise unless transitioning from an opposite extreme.

Values between and indicate bias in the direction of the oscillator. Oscillator Modeling and Phase Noise by Brian Nguyen Limketkai Doctor of Philosophy in Engineering-Electrical Engineering and Computer Sciences University of California, Berkeley Professor Robert W.

Brodersen, Chair Using a dynamical systems perspective, we develop a method to calculate phase noise in oscillators based on a particle diffusion File Size: KB.

The phase is free to drift. As a result, any perturbation of the oscillator causes the phase to drift, which explains why the noise produced by an oscillator is predominantly in phase. Oscillator voltage noise and phase-noise spectra.

There are two different ways commonly used to characterize noise in an oscillator. The AM noise is 20 dB below the phase noise in figure 21 that would be dBc/Hz but the true level could well be lower. AM This oscillator has high AM noise. It is a crystal oscillator followed by a buffer amplifier that gets its supply voltage directly from a without appropriate LF decoupling.

This book presents up to date information on all aspects of oscillator design, enabling a selection of the best oscillator topologies with optimized noise reduction and electrical performance. RF and Microwave Transistor Oscillator Design covers: analyses of non-linear circuit design methods including spectral-domain analysis, time-domain.

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PM noise in the oscillator circuit uThe oscillator frequency control element (i.e., resonator) can exhibit dominant levels of flicker-of-resonant frequency instability, especially acoustic resonators uIn an open loop sense, the resonator instability can be plotted as flicker-of-phase noise (induced on a carrier signal passing through the resonator).

An Optimized Grounded Base Oscillator Design for VHF/UHF Phase noise in oscillators, along with frequency stability and efficiency, is an important parameter in oscillator design.

The design of VHF/UHF oscillators has been described in many books and journals with most of the emphasis on frequencyFile Size: 1MB.

The phase noise of the PLL-based oscillator consists of three main noise sources, i.e., noises from the reference oscillator θ ref, the phase–frequency detector and the loop filter θ LP, and the voltage controlled oscillator (VCO) θ VCO, as shown in Fig.

The Laplace transform of the phase noise of the PLL-based oscillator is given as.The design of VHF/UHF oscillators has been described in many books and journals. Most of the Phase noise plot of MHz oscillator reference circuit for the evaluation of the linear approach (both 10 mA and 30 mA case).

The 30 mA case gives 10dB lower phase noise than 10 mA Size: 2MB.practical oscillator circuits Download practical oscillator circuits or read online books in PDF, EPUB, Tuebl, and Mobi Format.

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