Uniform Circular Motion Flashcards
When is a particle’s motion called uniform circular motion?
When the particle moves with a constant speed in a circular path
What happens to the speed and direction in uniform circular motion?
The speed of the particle is uniform, because a particle in circular motion travels equal distances along the circular path in equal intervals of time. But the direction of motion of the particle changes at each point of the circular path.
Why is the velocity of a particle in uniform circular motion variable?
This is because the speed of such a particle is uniform but the direction of motion of the particle goes through continuous changes at each point of the circular path. This implies that the velocity is non-uniform i.e., the motion is accelerated.
How to find the direction of motion of a particle in uniform circular motion?
At any point, the direction of motion is along the tangent drawn at that point of the circular path.
What is the difference between uniform circular motion and uniform linear motion?
In uniform linear motion, the speed and velocity, both are constant and therefore, acceleration is zero ; therefore, ULM is an unaccelerated motion, whereas in a uniform circular motion the velocity is variable (although the speed is uniform), so it is an acceleration motion.
Under the influence of which force is the motion in circular path possible?
Centripetal force
Give the meaning of centripetal
centre seeking
Where is the centripetal force directed at each point of the circular path?
Towards the centre of the circle
Define centripetal force
It is the force acting on a body moving in a circular path, in a direction towards the centre of the circular path
From where is the required centripetal force obtained in an atom?
In an atom, an electron moves around the nucleus in a circular path for which the required centripetal force is obtained from the electrostatic force of attraction on the negatively charged electron by the positively charged nucleus
From where is the required centripetal force obtained in a planet moving around the sun?
From the gravitational force of attraction on the planet by the Sun
From where is the required centripetal force obtained in the Moon moving around the Earth?
The gravitational force of attraction on the Moon by Earth provides the required centripetal force
From where is the required centripetal force obtained in a stone being whirled in a circular path?
The tension in the string provides the centripetal force
In the absence of which force will a stone not turn to move in a circular path?
In the absence of tension
Name a few instances where centripetal force is at play
- In an atom, an electron moving around the nucleus
- A plant moving around the sun
- The Moon moving around the Earth
- A stone being whirled around in a circular path