¹ Source: wiktionary.com
Definition of Multilobes
1. multilobe [n] - See also: multilobe
Lexicographical Neighbors of Multilobes
Literary usage of Multilobes
Below you will find example usage of this term as found in modern and/or classical literature:
1. Principles of Mechanism: A Treatise on the Modification of Motion by Means by Stillman Williams Robinson (1896)
"Similar Bevel multilobes.—Thus the half-wheels of Figs. 83 or 84 may be changed
from 180° ... Dissimilar Interchangeable Bevel multilobes.—By Rule 2d,Figs. ..."
2. Principles of Mechanism: A Treatise on the Modification of Motion by Means by Stillman Williams Robinson (1896)
"Similar Bevel multilobes.—Thus the half-wheels of Figs. 83 or •84 may be changed
from ... Dissimilar Interchangeable Bevel multilobes.—By Rule 2d, Figs. ..."
3. Kinematics: A Treatise on the Modification of Motion, as Affected by the by Charles William MacCord (1883)
"Interchangeable multilobes, derived from Ellipse and from Logarithmic Spiral.
Irregular Lobed Wheels. 1. Velocity Ratio Constant. 93. ..."
4. Kinematics: A Treatise on the Modification of Motion, as Affected by the by Charles William MacCord (1883)
"Interchangeable multilobes, derived from Ellipse and from Logarithmic Spiral.
Irregular Lobed Wheels. 1. Velocity Ratio Constant. 93. ..."
5. Kinematics: A Treatise on the Modification of Motion, as Affected by the by Charles William Mac Cord (1889)
"Interchangeable multilobes, derived from Ellipse and from Logarithmic Spiral.
Irregular Lobed Wheels. 1. Velocity Ratio Constant. 93. ..."
6. Kinematics: A Treatise on the Modification of Motion, as Affected by the by Charles William MacCord (1883)
"Interchangeable multilobes, derived from Ellipse and from Logarithmic Spiral.
Irregular Lobed Wheels. 1. Velocity Ratio Constant. 93. ..."
7. Odontics: Or, The Theory and Practice of the Teeth of Gears by George B. Grant (1891)
"These closed curves, called multilobes, will be each divided into like lobes,
... All these multilobes, positive and negative, will roll together ..."
8. A Treatise on Gear Wheels by George B. Grant (1904)
"These closed curves, called multilobes, will be each divided into like lobes,
... All these multilobes, positive and negative, will roll together ..."
9. Principles of Mechanism: A Treatise on the Modification of Motion by Means by Stillman Williams Robinson (1896)
"Similar Bevel multilobes.—Thus the half-wheels of Figs. 83 or 84 may be changed
from 180° ... Dissimilar Interchangeable Bevel multilobes.—By Rule 2d,Figs. ..."
10. Principles of Mechanism: A Treatise on the Modification of Motion by Means by Stillman Williams Robinson (1896)
"Similar Bevel multilobes.—Thus the half-wheels of Figs. 83 or •84 may be changed
from ... Dissimilar Interchangeable Bevel multilobes.—By Rule 2d, Figs. ..."
11. Kinematics: A Treatise on the Modification of Motion, as Affected by the by Charles William MacCord (1883)
"Interchangeable multilobes, derived from Ellipse and from Logarithmic Spiral.
Irregular Lobed Wheels. 1. Velocity Ratio Constant. 93. ..."
12. Kinematics: A Treatise on the Modification of Motion, as Affected by the by Charles William MacCord (1883)
"Interchangeable multilobes, derived from Ellipse and from Logarithmic Spiral.
Irregular Lobed Wheels. 1. Velocity Ratio Constant. 93. ..."
13. Kinematics: A Treatise on the Modification of Motion, as Affected by the by Charles William Mac Cord (1889)
"Interchangeable multilobes, derived from Ellipse and from Logarithmic Spiral.
Irregular Lobed Wheels. 1. Velocity Ratio Constant. 93. ..."
14. Kinematics: A Treatise on the Modification of Motion, as Affected by the by Charles William MacCord (1883)
"Interchangeable multilobes, derived from Ellipse and from Logarithmic Spiral.
Irregular Lobed Wheels. 1. Velocity Ratio Constant. 93. ..."
15. Odontics: Or, The Theory and Practice of the Teeth of Gears by George B. Grant (1891)
"These closed curves, called multilobes, will be each divided into like lobes,
... All these multilobes, positive and negative, will roll together ..."
16. A Treatise on Gear Wheels by George B. Grant (1904)
"These closed curves, called multilobes, will be each divided into like lobes,
... All these multilobes, positive and negative, will roll together ..."
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