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Motion · 2020-08-05 · Uniform Circular Motion Velocity –Time Graph Distance Speed Motion •...

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Motion Scalar quantity Displacement Uniform Speed Non-uniform Speed Acceleration Vector quantity Equations of Motion Distance –Time Graph Terminologies of Uniform Circular motion Time Period (T) Frequency (f) Centripetal Force Angular Speed Uniform Circular Motion Velocity –Time Graph Speed Distance Motion • Change in position of an object with respect to time. • Change in position is based on the reference point of an individual. • Quantities having only magnitude and no direction. • Examples: Speed, mass, distance, volume, etc. • Length of the shortest path travelled by a body. SI Unit: metre(m) • Body travelling equal distance at equal intervals of time. • Average speed = Speed • Quantities having both magnitude and direction. • Change in either magnitude or the direction, changes the value of the vector quantity. • Examples: Velocity, acceleration, force, displacement, etc. at 2 • v = u + at • v 2 = u 2 + 2as s = ut + Where, s = displacement u = initial velocity v = final velocity a = acceleration t = time of motion • Determines the change in the position of the object. • Slope gives the speed of the object. • Line graph of uniform motion is always a straight line. • Time lies on the x-axis while the distance on the y-axis. Time taken by the body to complete one revolution. The number of revolutions the body completes in one second Centripetal force is the force acting on a body in a circular path. It points towards the centre around which the body is moving. Speed of the object in rotational motion. It is the rate at which the angle subtended at the centre changes. Unit: Hertz (Hz) f = 1 T • Body undergoing circular motion at a constant speed. • Body traces a circle with a fixed centre. • At every point, the body changes its direction. • Slope gives the acceleration of the object. • Line graph of uniform velocity is a straight line. • Time lies on the x-axis while the velocity on the y-axis. • Distance travelled is the area under the graph. • Distance travelled by a body per unit time. • SI Unit: metre/second (m/s) • Length of the total path travelled by a body. • SI Unit: metre(m) • Speed = Distance Time • Body travelling unequal distance at equal intervals of time. • Average speed Total distance travelled Total time taken = • Rate of change of velocity with time. SI Unit: metre/second squared (m/s 2 ) Centripetal Force, F = mv 2 r Angular speed, ω = 2Л T Acceleration Velocity 1 2 1 h 52 min 187 km Distance Displacement A B
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Page 1: Motion · 2020-08-05 · Uniform Circular Motion Velocity –Time Graph Distance Speed Motion • Change in position of an object with respect to time. • Change in position is based

Motion

Scalar quantity Displacement Uniform Speed

Non-uniform Speed

Acceleration

Vector quantity

Equations of MotionDistance –Time Graph

Terminologies of Uniform Circular motionTime Period (T) Frequency (f)

Centripetal ForceAngular Speed

Uniform Circular Motion

Velocity –Time Graph

SpeedDistance

Motion

• Change in position of an object

with respect to time.

• Change in position is based on

the reference point of an

individual.

• Quantities having only

magnitude and no direction.

• Examples: Speed, mass, distance,

volume, etc.

• Length of the shortest path

travelled by a body.

• SI Unit: metre(m)

• Body travelling equal distance at

equal intervals of time.

• Average speed = Speed

• Quantities having both

magnitude and direction.

• Change in either magnitude or

the direction, changes the value

of the vector quantity.

• Examples: Velocity, acceleration,

force, displacement, etc.

at2

• v = u + at

• v2 = u2 + 2as

• s = ut + Where, s = displacement u = initial velocity v = final velocity a = acceleration t = time of motion

• Determines the change in the

position of the object.

• Slope gives the speed of the

object.

• Line graph of uniform motion is

always a straight line.

• Time lies on the x-axis while the

distance on the y-axis.

Time taken by the body to complete one revolution.The number of revolutions the body completes in one

second

Centripetal force is the force acting on a body in a

circular path. It points towards the centre around

which the body is moving.

Speed of the object in rotational motion. It is the

rate at which the angle subtended at the centre

changes.

Unit: Hertz (Hz)f = 1—T

• Body undergoing circular motion

at a constant speed.

• Body traces a circle with a �xed

centre.

• At every point, the body changes

its direction.

• Slope gives the acceleration of the object.

• Line graph of uniform velocity is a straight line.

• Time lies on the x-axis while the velocity on the y-axis.

• Distance travelled is the area under the graph.

• Distance travelled by a body per

unit time.

• SI Unit: metre/second (m/s)

• Length of the total path travelled

by a body.

• SI Unit: metre(m)

• Speed = DistanceTime

• Body travelling unequal distance

at equal intervals of time.

• Average speed

Total distance travelledTotal time taken

=• Rate of change of velocity with

time.

• SI Unit: metre/second squared

(m/s2)

Centripetal Force, F = mv2

rAngular speed, ω = 2Л

T

Acceleration

Velocity

12

1 h 52 min187 km

Distance

Displacement

A

B

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