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UNIT -I
UNIT -II
UNIT -III
UNIT -IV
UNIT -V
 It is a curve generated by a point on the circumference of
the circle as the circle rolls along a straight line with out
slipping.
CYCLOID
 The moving circle is called the "Generating circle"
 the straight line is called the "Directing line" or the "Base line".
 The point on the Generating circle which generates the curve is called
the "Generating point“.
Fig: 3
.
Circle / Generating circle
Point / Generating point
Fig: 1
Fig: 2
straight line / Directing line/ Base line
.
.
Fig 1 Fig 2
Fig 3 Fig 4
Step1: Draw the generating circle and the base line equal to the circumference of the generating circle.
Step 2 : Divide the circle and the base line in to equal number of parts. also erect the perpendicular lines
from the division of the line
Step 3: with your compass set to the radius of the circle and centers as C1,C2,C3,.... etc cut the arcs on the
lines from circle through 1,2,3, .. etc.
Step 4: locate the points which are produced by cutting arcs and joining by a smooth curve.
• By joining these new points you will have created the locus of the point P for the circle as it rotates
along the straight line with out slipping
As our final result is a cycloid

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CYCLOID.pptxsssssssssssssssssssssssssssssssssssss

  • 1. UNIT -I UNIT -II UNIT -III UNIT -IV UNIT -V
  • 2.
  • 3.  It is a curve generated by a point on the circumference of the circle as the circle rolls along a straight line with out slipping. CYCLOID  The moving circle is called the "Generating circle"  the straight line is called the "Directing line" or the "Base line".  The point on the Generating circle which generates the curve is called the "Generating point“.
  • 4. Fig: 3 . Circle / Generating circle Point / Generating point Fig: 1 Fig: 2 straight line / Directing line/ Base line . .
  • 5.
  • 6.
  • 7.
  • 8.
  • 9.
  • 10.
  • 11.
  • 12. Fig 1 Fig 2 Fig 3 Fig 4
  • 13.
  • 14. Step1: Draw the generating circle and the base line equal to the circumference of the generating circle. Step 2 : Divide the circle and the base line in to equal number of parts. also erect the perpendicular lines from the division of the line Step 3: with your compass set to the radius of the circle and centers as C1,C2,C3,.... etc cut the arcs on the lines from circle through 1,2,3, .. etc.
  • 15. Step 4: locate the points which are produced by cutting arcs and joining by a smooth curve. • By joining these new points you will have created the locus of the point P for the circle as it rotates along the straight line with out slipping As our final result is a cycloid