Detection of Short-Step Pulses Using Practical Test-Functions and Resonance Aspects

An important aspect in modeling dynamic phenomena consists in measuring with higher accuracy some physical quantities corresponding to the dynamic system. Yet for measurements performed on limited time interval at high working frequency, certain intelligent methods should be added. The high working...

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Main Authors: Alexandru Toma, Cristian Morarescu
Format: Article
Language:English
Published: Hindawi Limited 2008-01-01
Series:Mathematical Problems in Engineering
Online Access:http://dx.doi.org/10.1155/2008/543457
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spelling doaj-0a37cbb594e7414ab4424b62583eec202020-11-24T23:30:20ZengHindawi LimitedMathematical Problems in Engineering1024-123X1563-51472008-01-01200810.1155/2008/543457543457Detection of Short-Step Pulses Using Practical Test-Functions and Resonance AspectsAlexandru Toma0Cristian Morarescu1Corner Soft Technologies, 23 George Macarovici St., Bucharest 6, 060142, RomaniaCorner Soft Technologies, 23 George Macarovici St., Bucharest 6, 060142, RomaniaAn important aspect in modeling dynamic phenomena consists in measuring with higher accuracy some physical quantities corresponding to the dynamic system. Yet for measurements performed on limited time interval at high working frequency, certain intelligent methods should be added. The high working frequency requires that the measurement and data processing time interval should be greater than the time interval when the step input is received, so as to allow an accurate measurement. This paper will show that an intelligent processing method based on oscillating second-order systems working on limited time interval can differentiate between large step inputs (which are active on the whole limited time interval) and short step inputs (which are active on a time interval shorter than the limited working period). Some resonance aspects (appearing when the input frequency is close to the working frequency of the oscillating second-order system) will be also presented.http://dx.doi.org/10.1155/2008/543457
collection DOAJ
language English
format Article
sources DOAJ
author Alexandru Toma
Cristian Morarescu
spellingShingle Alexandru Toma
Cristian Morarescu
Detection of Short-Step Pulses Using Practical Test-Functions and Resonance Aspects
Mathematical Problems in Engineering
author_facet Alexandru Toma
Cristian Morarescu
author_sort Alexandru Toma
title Detection of Short-Step Pulses Using Practical Test-Functions and Resonance Aspects
title_short Detection of Short-Step Pulses Using Practical Test-Functions and Resonance Aspects
title_full Detection of Short-Step Pulses Using Practical Test-Functions and Resonance Aspects
title_fullStr Detection of Short-Step Pulses Using Practical Test-Functions and Resonance Aspects
title_full_unstemmed Detection of Short-Step Pulses Using Practical Test-Functions and Resonance Aspects
title_sort detection of short-step pulses using practical test-functions and resonance aspects
publisher Hindawi Limited
series Mathematical Problems in Engineering
issn 1024-123X
1563-5147
publishDate 2008-01-01
description An important aspect in modeling dynamic phenomena consists in measuring with higher accuracy some physical quantities corresponding to the dynamic system. Yet for measurements performed on limited time interval at high working frequency, certain intelligent methods should be added. The high working frequency requires that the measurement and data processing time interval should be greater than the time interval when the step input is received, so as to allow an accurate measurement. This paper will show that an intelligent processing method based on oscillating second-order systems working on limited time interval can differentiate between large step inputs (which are active on the whole limited time interval) and short step inputs (which are active on a time interval shorter than the limited working period). Some resonance aspects (appearing when the input frequency is close to the working frequency of the oscillating second-order system) will be also presented.
url http://dx.doi.org/10.1155/2008/543457
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