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UNIT-2
KINEMATICS OF LINKAGE
MECHANISM
Distance and Displacement
• The length of the actual path travelled by a body is called
the distance travelled by the body. It is a scalar quantity.
• The shortest distance from the initial position to the final
position of a body is called displacement of the body. It is a
vector quantity.
Instantaneous Centre of Rotation
Instantaneous Centre of Rotation
Velocity of a point on a link by
Instantaneous Centre Method
For point A we know Magnitude and Velocity
For point B we know Velocity only
By drawing perpendicular lines from A & B we can
Get intersection for instantaneous Centre I
Velocity of a point on a link by Instantaneous Centre
Method
Number of Instantaneous Centers in a Mechanism
Types of Instantaneous Centers
ANGULAR VELOCITY RATIO THEOREM
Significance of co-incident point
• When a coincident point exist in a mechanism, to
find the total acceleration at that point – we have
to calculate one more acceleration component
which is known as coriolis component
• So ,
Total acceleration at a coincident point about
another point in a link is the vector sum of their
radial acceleration, tangential acceleration and the
coriolis acceleration.
Significance of co-incident point
Coriolis component of
Acceleration
Example
Magnitude of coriolis
component of
acceleration
KINEMATIC SYNTHESIS
STAGES OF KINEMATIC SYNTHESIS
Types of synthesis Problems
(Tasks of kinematic synthesis)

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