STATIC RUNNING ACCURACY OF BALL BEARINGS

Hideyuki Tamura; Emil Halim Gad; Takahiro Kondou; Yoshihiro Tsuda; Atsuo Sueoka

STATIC RUNNING ACCURACY OF BALL BEARINGS

Hideyuki Tamura, Emil Halim Gad, Takahiro Kondou, Yoshihiro Tsuda, Atsuo Sueoka

Research output: Contribution to journal › Article › peer-review

Abstract

A quasi-vibratory analysis of a rotor supported by ball bearings is presented. The system is an ideal ball bearing in which the inner ring moves in the radial plane with two degrees of freedom under a constant radial load. The motion of the inner ring center due to ball revolution, which has been known as the Perret-Meldau problem is analyzed in detail. The results show that the inner ring motion has complicated features and changes drastically with the design and operating conditions.

Original language	English
Pages (from-to)	285-316
Number of pages	32
Journal	Memoirs of the Kyushu University, Faculty of Engineering
Volume	43
Issue number	4
Publication status	Published - Jan 1 1983
Externally published	Yes

All Science Journal Classification (ASJC) codes

Energy(all)
Atmospheric Science
Earth and Planetary Sciences(all)
Management of Technology and Innovation

Cite this

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title = "STATIC RUNNING ACCURACY OF BALL BEARINGS",

abstract = "A quasi-vibratory analysis of a rotor supported by ball bearings is presented. The system is an ideal ball bearing in which the inner ring moves in the radial plane with two degrees of freedom under a constant radial load. The motion of the inner ring center due to ball revolution, which has been known as the Perret-Meldau problem is analyzed in detail. The results show that the inner ring motion has complicated features and changes drastically with the design and operating conditions.",

author = "Hideyuki Tamura and Gad, {Emil Halim} and Takahiro Kondou and Yoshihiro Tsuda and Atsuo Sueoka",

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AU - Tamura, Hideyuki

AU - Gad, Emil Halim

AU - Kondou, Takahiro

AU - Tsuda, Yoshihiro

AU - Sueoka, Atsuo

PY - 1983/1/1

Y1 - 1983/1/1

N2 - A quasi-vibratory analysis of a rotor supported by ball bearings is presented. The system is an ideal ball bearing in which the inner ring moves in the radial plane with two degrees of freedom under a constant radial load. The motion of the inner ring center due to ball revolution, which has been known as the Perret-Meldau problem is analyzed in detail. The results show that the inner ring motion has complicated features and changes drastically with the design and operating conditions.

AB - A quasi-vibratory analysis of a rotor supported by ball bearings is presented. The system is an ideal ball bearing in which the inner ring moves in the radial plane with two degrees of freedom under a constant radial load. The motion of the inner ring center due to ball revolution, which has been known as the Perret-Meldau problem is analyzed in detail. The results show that the inner ring motion has complicated features and changes drastically with the design and operating conditions.

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ER -

STATIC RUNNING ACCURACY OF BALL BEARINGS

Abstract

All Science Journal Classification (ASJC) codes

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