Diagnostics of Turbine Blades, Based on Estimation of Frequency Response Function
The aim of the study is to propose a diagnostics method based on blade’s vibration model in frequency domain. Amplitude spectrum A(ω) and phase spectrum φ(ω) have been experimentally identified which define transfer function G(jω) = P(ω) + jQ(ω) and their real P(ω) and imaginary Q(ω) parts. Transfer...
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Online Access: | https://doi.org/10.2478/jok-2021-0022 |
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doaj-a9465c1c83434914a54013ec98b530832021-09-06T19:41:45ZengSciendoJournal of KONBiN2083-46082021-06-01512637810.2478/jok-2021-0022Diagnostics of Turbine Blades, Based on Estimation of Frequency Response FunctionKotkowski Jerzy0Rokicki Edward1Lindstedt Paweł2Spychała Jarosław3Perczyński Jerzy4Karbowiak Hieronim5Air Force Institute of TechnologyAir Force Institute of TechnologyAir Force Institute of TechnologyAir Force Institute of TechnologyAir Force Institute of TechnologyAir Force Institute of TechnologyThe aim of the study is to propose a diagnostics method based on blade’s vibration model in frequency domain. Amplitude spectrum A(ω) and phase spectrum φ(ω) have been experimentally identified which define transfer function G(jω) = P(ω) + jQ(ω) and their real P(ω) and imaginary Q(ω) parts. Transfer function G(jω) and resulting frequency, amplitude, phase characteristics and real P(ω) and imaginary Q(ω) parts are parts of blade’s diagnostics model. Changes in those characteristics are directly related to changes in the technical condition of the blades. It has been noticed that small changes in the technical condition cause large changes in frequency characteristics, which proves their usefulness in the diagnosis process.https://doi.org/10.2478/jok-2021-0022modal analysisblade vibrationfrequency responseresonancebode plotvibration modeoperating deflection shapeq factorvibration spectrumtransfer functionfrequency response function |
collection |
DOAJ |
language |
English |
format |
Article |
sources |
DOAJ |
author |
Kotkowski Jerzy Rokicki Edward Lindstedt Paweł Spychała Jarosław Perczyński Jerzy Karbowiak Hieronim |
spellingShingle |
Kotkowski Jerzy Rokicki Edward Lindstedt Paweł Spychała Jarosław Perczyński Jerzy Karbowiak Hieronim Diagnostics of Turbine Blades, Based on Estimation of Frequency Response Function Journal of KONBiN modal analysis blade vibration frequency response resonance bode plot vibration mode operating deflection shape q factor vibration spectrum transfer function frequency response function |
author_facet |
Kotkowski Jerzy Rokicki Edward Lindstedt Paweł Spychała Jarosław Perczyński Jerzy Karbowiak Hieronim |
author_sort |
Kotkowski Jerzy |
title |
Diagnostics of Turbine Blades, Based on Estimation of Frequency Response Function |
title_short |
Diagnostics of Turbine Blades, Based on Estimation of Frequency Response Function |
title_full |
Diagnostics of Turbine Blades, Based on Estimation of Frequency Response Function |
title_fullStr |
Diagnostics of Turbine Blades, Based on Estimation of Frequency Response Function |
title_full_unstemmed |
Diagnostics of Turbine Blades, Based on Estimation of Frequency Response Function |
title_sort |
diagnostics of turbine blades, based on estimation of frequency response function |
publisher |
Sciendo |
series |
Journal of KONBiN |
issn |
2083-4608 |
publishDate |
2021-06-01 |
description |
The aim of the study is to propose a diagnostics method based on blade’s vibration model in frequency domain. Amplitude spectrum A(ω) and phase spectrum φ(ω) have been experimentally identified which define transfer function G(jω) = P(ω) + jQ(ω) and their real P(ω) and imaginary Q(ω) parts. Transfer function G(jω) and resulting frequency, amplitude, phase characteristics and real P(ω) and imaginary Q(ω) parts are parts of blade’s diagnostics model. Changes in those characteristics are directly related to changes in the technical condition of the blades. It has been noticed that small changes in the technical condition cause large changes in frequency characteristics, which proves their usefulness in the diagnosis process. |
topic |
modal analysis blade vibration frequency response resonance bode plot vibration mode operating deflection shape q factor vibration spectrum transfer function frequency response function |
url |
https://doi.org/10.2478/jok-2021-0022 |
work_keys_str_mv |
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1717765482624319488 |