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" It is the curve which is traced by a point in the circumference of a circle which rolls along a straight line. The... "
elementary treatise on nautral philosophy - Página 71
por a. privat deschanel - 1873
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An Elementary Treatise on Kinematics and Dynamics

James Gordon MacGregor - 1887 - 540 páginas
...acceleration being uniform, in the direction of the axis, and towards the vertex. — A cycloid is the curve traced by a point in the circumference of a circle which rolls along a straight line. If the circle EP roll along the line AB, starting from that position in which P the point in its circumference...
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Mechanical Drawing: Prepared for the Use of the Students of the ...

Linus Faunce - 1887 - 160 páginas
...semicircle on the diameter AB for the other part of the oval. The cycloid is the path described by any point in the circumference of a circle which rolls along a straight line. An epicycloid is the path described by any point in the circumference of a circle which rolls along...
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Kinematics: A Treatise on the Modification of Motion, as Affected by the ...

Charles William Mac Cord - 1889 - 360 páginas
...directrix or base line; either of these may be straight, or both may be curved. THE CYCLOID. 33. This curve is traced by a point in the circumference of a circle which rolls upon its tangent. In Fig. 29 find Aa', the length of a convenient fraction Aa of the circumference...
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Mechanical Drawing: Progressive Exercises and Practical Hints

Charles William MacCord - 1892 - 282 páginas
...path of D is also tangent to that arc. 39 THE CYCLOID, EPICYCLOID, AND HYPOCYCLOID. 81. The Cycloid is traced by a point in the circumference of a circle which rolls upon its tangent. In Fig. 52 find the length Aa' of a convenient fraction Aa of the circumference,...
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Webster's High School Dictionary: A Dictionary of the English Language ...

Noah Webster - 1892 - 568 páginas
...Given to luxury. — n. One given to sensual indulgence. Ep'1-cy'clold (Bp'T-st'kloid), n. A curve traced by a point in the circumference of a circle which rolls on the convex side of a fixed circle. Ep'i-dem'ic (Sp'TdSrnTk), Ep'l-dem'IC-al (-T-kal), a. Common...
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Notes and Problems on the Elements of Mechanism and the Transmission of Power

William Bradford Homer - 1895 - 288 páginas
...directrix or baseline; either line may be straight, or both may be curved. 276. THE CYCLOID. This curve is traced by a point in the circumference of a circle which rolls upon a straight line as a directrix, as the curve CCtC7C10 (Fie. n) traced by the point C in the circumference...
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A Text-book on Applied Mechanics: Specially Arranged for the Use ..., Volumen1

Andrew Jamieson - 1895 - 446 páginas
...above condition for correct working. DEFINITION. — A cycloid is a curve traced out by a point on the circumference of a circle which rolls along a straight line. The form of this curve will be understood from the accompanying figure. The rolling circle, G, is called...
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Kinematics, statics, kinetics, statics of rigid bodies and of elastic solids

Augustus Jay Du Bois - 1902 - 682 páginas
...mountain. ANS. 1.86 miles. Motion in a Cycloid — Uniform Acceleration. — A cycloid is the curve traced by a point in the circumference of a circle which rolls along a straight line. If the circle EP rolls along the line AB, the point P being originally at A, the path of Pis the cycloid...
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A Text-book of Applied Mechanics and Mechanical Engineering, Volumen1

Andrew Jamieson - 1903 - 584 páginas
...above condition for correct working. DEFINITION. — A cycloid is a curve traced out by a point on the circumference of a circle which rolls along a straight line. The form of this curve will be understood from the accompanying figure. The rolling circle, G, is called...
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Elements of Mechanism

Peter Schwamb, Allyne Litchfield Merrill - 1904 - 306 páginas
...directrix or base line; either line may be straight, or both may be curved. 1° The Cycloid. — This curve is traced by a point in the circumference of a circle which rolls upon a straight line as a directrix, as the curve oa2as (Fig. 280) traced by the point a in the circumference...
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