Experimental measurement of phase averaged wall-pressure distributions for a 25% eccentric whirling annular seal

Instantaneous wall-pressure data were recorded for a 25% eccentric whirling annular seal for rotor speeds of 1800RPM and 3600RPM, axial Reynolds numbers of 24000 and 12000, and whirl ratios of 0.1-1.0 following the procedure set forth by Winslow (1994), Robic (1999) and Suryanarayanan (2003). Overal...

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Main Author: Cusano, Domenic
Other Authors: Morrison, Gerald L.
Format: Others
Language:en_US
Published: Texas A&M University 2006
Subjects:
Online Access:http://hdl.handle.net/1969.1/3955
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spelling ndltd-tamu.edu-oai-repository.tamu.edu-1969.1-39552013-01-08T10:38:20ZExperimental measurement of phase averaged wall-pressure distributions for a 25% eccentric whirling annular sealCusano, DomenicWhirlannularsealsInstantaneous wall-pressure data were recorded for a 25% eccentric whirling annular seal for rotor speeds of 1800RPM and 3600RPM, axial Reynolds numbers of 24000 and 12000, and whirl ratios of 0.1-1.0 following the procedure set forth by Winslow (1994), Robic (1999) and Suryanarayanan (2003). Overall, the phase averaged wall-pressure distributions were consistent with previous results. The “switch” in the pressure distribution measured by Suryanarayanan (2003) and Robic (1999) from pressure to suction between the seal entrance and exit occurs at and above a whirl ratio of 0.7 for 1800RPM and 0.4 for 3600RPM. For both rotor speeds, decreasing the flow rate by one-half also decreases the wall pressure fluctuation distributions by one-half. For whirl ratios less than 0.5, the phase averaged pressure field was relatively constant which leads to minimal forces being imparted on the rotor by the fluid in the annulus. Talyor-Gortler vortices are measured for 1800RPM and Re=24000 at whirl ratios 0.1 and 0.3-0.7. As the whirl ratio increases past 0.5, longitudinal vortices begin to emerge in the pressure contours and skew axially with 180° shifts occurring when the Taylor-Reynolds ratio is large enough. Longitudinal vortices were measured for both rotor speeds when the whirling motion is greater than 1400RPM for Re=12000 and greater than 1600RPM for Re=24000. Attempts were made to apply Childs (1983) procedure for finding the rotordynamic coefficients of annular seals; however, the seal moves in a non-circular orbit about the seal’s center so Childs analysis cannot be applied.Texas A&M UniversityMorrison, Gerald L.2006-08-16T19:11:02Z2006-08-16T19:11:02Z2003-052006-08-16T19:11:02ZBookThesisElectronic Thesistext8494723 byteselectronicapplication/pdfborn digitalhttp://hdl.handle.net/1969.1/3955en_US
collection NDLTD
language en_US
format Others
sources NDLTD
topic Whirl
annular
seals
spellingShingle Whirl
annular
seals
Cusano, Domenic
Experimental measurement of phase averaged wall-pressure distributions for a 25% eccentric whirling annular seal
description Instantaneous wall-pressure data were recorded for a 25% eccentric whirling annular seal for rotor speeds of 1800RPM and 3600RPM, axial Reynolds numbers of 24000 and 12000, and whirl ratios of 0.1-1.0 following the procedure set forth by Winslow (1994), Robic (1999) and Suryanarayanan (2003). Overall, the phase averaged wall-pressure distributions were consistent with previous results. The “switch” in the pressure distribution measured by Suryanarayanan (2003) and Robic (1999) from pressure to suction between the seal entrance and exit occurs at and above a whirl ratio of 0.7 for 1800RPM and 0.4 for 3600RPM. For both rotor speeds, decreasing the flow rate by one-half also decreases the wall pressure fluctuation distributions by one-half. For whirl ratios less than 0.5, the phase averaged pressure field was relatively constant which leads to minimal forces being imparted on the rotor by the fluid in the annulus. Talyor-Gortler vortices are measured for 1800RPM and Re=24000 at whirl ratios 0.1 and 0.3-0.7. As the whirl ratio increases past 0.5, longitudinal vortices begin to emerge in the pressure contours and skew axially with 180° shifts occurring when the Taylor-Reynolds ratio is large enough. Longitudinal vortices were measured for both rotor speeds when the whirling motion is greater than 1400RPM for Re=12000 and greater than 1600RPM for Re=24000. Attempts were made to apply Childs (1983) procedure for finding the rotordynamic coefficients of annular seals; however, the seal moves in a non-circular orbit about the seal’s center so Childs analysis cannot be applied.
author2 Morrison, Gerald L.
author_facet Morrison, Gerald L.
Cusano, Domenic
author Cusano, Domenic
author_sort Cusano, Domenic
title Experimental measurement of phase averaged wall-pressure distributions for a 25% eccentric whirling annular seal
title_short Experimental measurement of phase averaged wall-pressure distributions for a 25% eccentric whirling annular seal
title_full Experimental measurement of phase averaged wall-pressure distributions for a 25% eccentric whirling annular seal
title_fullStr Experimental measurement of phase averaged wall-pressure distributions for a 25% eccentric whirling annular seal
title_full_unstemmed Experimental measurement of phase averaged wall-pressure distributions for a 25% eccentric whirling annular seal
title_sort experimental measurement of phase averaged wall-pressure distributions for a 25% eccentric whirling annular seal
publisher Texas A&M University
publishDate 2006
url http://hdl.handle.net/1969.1/3955
work_keys_str_mv AT cusanodomenic experimentalmeasurementofphaseaveragedwallpressuredistributionsfora25eccentricwhirlingannularseal
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