NEW COMPLEX-NUMBER FORMS OF THE EULER-SAVARY EQUATION IN A COMPUTER-ORIENTED TREATMENT OF PLANAR PATH-CURVATURE THEORY FOR HIGHER-PAIR ROLLING CONTACT.

G. N. Sandor; A. G. Erdman; L. Hunt; E. Raghavacharyulu

NEW COMPLEX-NUMBER FORMS OF THE EULER-SAVARY EQUATION IN A COMPUTER-ORIENTED TREATMENT OF PLANAR PATH-CURVATURE THEORY FOR HIGHER-PAIR ROLLING CONTACT.

G. N. Sandor, A. G. Erdman, L. Hunt, E. Raghavacharyulu

Mechanical Engineering

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

Abstract

In this paper new complex-number forms of the Euler-Savary Equation are presented in a computer-oriented format. The results are useful in the application of path-curvature theory to higher-pair rolling contact mechanisms, such as cams and gears, as well as linkages, once the key parameters of an equivalent rolling-contact mechanism are known. The complex-number technique has the advantage of eliminating the need for the traditional sign conventions and is suitable for digital computation. An example is presented.

Original language	English (US)
Journal	American Society of Mechanical Engineers (Paper)
Issue number	80 -DET-89
State	Published - Jan 1 1980

Find It

Find It at U of M Libraries

Cite this

@article{5111ad9aeb2a4d9e9932fbfbf1bcd8da,

title = "NEW COMPLEX-NUMBER FORMS OF THE EULER-SAVARY EQUATION IN A COMPUTER-ORIENTED TREATMENT OF PLANAR PATH-CURVATURE THEORY FOR HIGHER-PAIR ROLLING CONTACT.",

abstract = "In this paper new complex-number forms of the Euler-Savary Equation are presented in a computer-oriented format. The results are useful in the application of path-curvature theory to higher-pair rolling contact mechanisms, such as cams and gears, as well as linkages, once the key parameters of an equivalent rolling-contact mechanism are known. The complex-number technique has the advantage of eliminating the need for the traditional sign conventions and is suitable for digital computation. An example is presented.",

author = "Sandor, \{G. N.\} and Erdman, \{A. G.\} and L. Hunt and E. Raghavacharyulu",

year = "1980",

month = jan,

day = "1",

language = "English (US)",

journal = "American Society of Mechanical Engineers (Paper)",

issn = "0402-1215",

publisher = "Cambridge University Press",

number = "80 -DET-89",

}

TY - JOUR

T1 - NEW COMPLEX-NUMBER FORMS OF THE EULER-SAVARY EQUATION IN A COMPUTER-ORIENTED TREATMENT OF PLANAR PATH-CURVATURE THEORY FOR HIGHER-PAIR ROLLING CONTACT.

AU - Sandor, G. N.

AU - Erdman, A. G.

AU - Hunt, L.

AU - Raghavacharyulu, E.

PY - 1980/1/1

Y1 - 1980/1/1

N2 - In this paper new complex-number forms of the Euler-Savary Equation are presented in a computer-oriented format. The results are useful in the application of path-curvature theory to higher-pair rolling contact mechanisms, such as cams and gears, as well as linkages, once the key parameters of an equivalent rolling-contact mechanism are known. The complex-number technique has the advantage of eliminating the need for the traditional sign conventions and is suitable for digital computation. An example is presented.

AB - In this paper new complex-number forms of the Euler-Savary Equation are presented in a computer-oriented format. The results are useful in the application of path-curvature theory to higher-pair rolling contact mechanisms, such as cams and gears, as well as linkages, once the key parameters of an equivalent rolling-contact mechanism are known. The complex-number technique has the advantage of eliminating the need for the traditional sign conventions and is suitable for digital computation. An example is presented.

UR - https://www.scopus.com/pages/publications/85069363753

UR - https://www.scopus.com/inward/citedby.url?scp=85069363753&partnerID=8YFLogxK

M3 - Article

SN - 0402-1215

JO - American Society of Mechanical Engineers (Paper)

JF - American Society of Mechanical Engineers (Paper)

IS - 80 -DET-89

ER -

NEW COMPLEX-NUMBER FORMS OF THE EULER-SAVARY EQUATION IN A COMPUTER-ORIENTED TREATMENT OF PLANAR PATH-CURVATURE THEORY FOR HIGHER-PAIR ROLLING CONTACT.

Abstract

Find It

Other files and links

Fingerprint

Cite this