What is Trochoid in engineering drawing?
What is Trochoid in engineering drawing?
What is Trochoid in engineering drawing?
It is the curve traced out by a point fixed to a circle (where the point may be on, inside, or outside the circle) as it rolls along a straight line.
How do you construct an inferior Trochoid?
Construction of an Inferior Trochoid Draw a circle that runs through the point P. We get our height lines from where the division lines of the circle cut this new circle. You can continue by setting your compass to the radius of the new circle, placing the point of the compass on C1 and cutting height line 1.
What is superior Trochoid?
A Superior Trochoid is the path or Locus of a point which lies on the outside of a circle when it rotates along a straight line without slipping.
What is cycloid in engineering drawing?
A Cycloid is the path or Locus followed by a point on a circle when it moves a long a straight line without slipping.
What is cycloid and Trochoid?
As nouns the difference between trochoid and cycloid is that trochoid is (mathematics) the curve traced by a point on a circle as it rolls along a straight line while cycloid is (geometry) the locus of a point on the circumference of a circle that rolls without slipping on a fixed straight line.
What is the equation of Trochoid?
x=aθ−bsinθ y=a−bcosθ
What do you mean by cycloid and Trochoid illustrate with examples?
In geometry, a cycloid is the curve traced by a point on a circle as it rolls along a straight line without slipping. A cycloid is a specific form of trochoid and is an example of a roulette, a curve generated by a curve rolling on another curve.
What is Epicycloid and Hypocycloid?
Epicycloid and Hypocycloid. Main Concept. An epicycloid is a plane curve created by tracing a chosen point on the edge of a circle of radius r rolling on the outside of a circle of radius R. A hypocycloid is obtained similarly except that the circle of radius r rolls on the inside of the circle of radius R.
What are the applications of cycloid?
An epitrochoidal cam constrained to perform a wobble motion, used in conjunction with a stationary mangle gear, constitutes a highly efficient, compact speed reducer. Other examples of the application of cycloidal motion are function generators, indexing devices, pumps, straight-line linkages, etc.
What is cycloid epicycloid and hypocycloid?
The point on the Generating circle which generates the curve is called the “Generating point” The cycloid is called the epicycloid when the generating circle rolls along another circle outside(directing circle) The curve traced by a point on a circle which rolls on the out side of a circular base surface.