Download Centripetal Force Mini Lab and Lecture EN

Survey
yes no Was this document useful for you?
   Thank you for your participation!

* Your assessment is very important for improving the work of artificial intelligence, which forms the content of this project

Document related concepts

Centripetal force wikipedia, lookup

Inertia wikipedia, lookup

Centrifugal force wikipedia, lookup

Fictitious force wikipedia, lookup

Faster-than-light wikipedia, lookup

Classical central-force problem wikipedia, lookup

Newton's laws of motion wikipedia, lookup

Buoyancy wikipedia, lookup

Kinematics wikipedia, lookup

Force wikipedia, lookup

Rigid body dynamics wikipedia, lookup

Equations of motion wikipedia, lookup

Classical mechanics wikipedia, lookup

Velocity-addition formula wikipedia, lookup

Mass versus weight wikipedia, lookup

Newton's theorem of revolving orbits wikipedia, lookup

Hunting oscillation wikipedia, lookup

Coriolis force wikipedia, lookup

Jerk (physics) wikipedia, lookup

Relativistic mechanics wikipedia, lookup

Seismometer wikipedia, lookup

Modified Newtonian dynamics wikipedia, lookup

Inertial frame of reference wikipedia, lookup

Derivations of the Lorentz transformations wikipedia, lookup

Frame of reference wikipedia, lookup

Mechanics of planar particle motion wikipedia, lookup

Transcript
Centripetal Force Mini Lab and Lecture EN_____
In this activity we will investigate objects moving in a circular or semi circular motion in order to
better understand the formation of stars and our solar system.
First, take a ball and string and try swinging the ball in a uniform circle and speed. Since keeping
an object at a constant speed is challenging to say the least, let’s take the average speed.
1. Swing the ball 10 times in a circle without changing the length of the string from your grip to
the ball.
2. Record the time it takes to complete 10 cycles. ____________
3. Record the distance of the string. ____________
The PERIOD of motion is the time it takes to complete one rotation.
T= rotations/time
How far does the ball travel in one rotation?
How can we calculate the distance traveled by a circular path?
Speed of an object moving in a uniform circular path is
Show your work for your trial:
Circumference:
Period (T) =
Velocity:
OK, so we’ve figured out the speed of the mass, but is it accelerating?
Remember that the mass is traveling at “constant” speed, However acceleration is defined as:
So how does the velocity of the mass change with respect to time?
Imagine throwing a discus. Explain the behavior of the discus after you spins around a couple of
times and release it.
Think about swinging the ball in a circle. What did your arm feel like?
The acceleration of an object in circular motion is always towards the ….
This is the definition of centripetal which
means center seeking.
Notice that the direction of the velocity at any time is ....
So even though it may be traveling at a _______________ ___________________ anything traveling
in a circular path is _________________________ because the _________________ of its velocity is
always changing
Whenever an object is accelerated there must be a
This force is known as the ___________________ _____________ Fc. This is not a new force, it is
simply the net force that accelerates an object towards the center of its circular path.
Examples:
1. A mass is twirled in a circle, the centripetal force is provided by ___________
2. When a car rounds a corner on a highway, the centripetal force is provided by ____________
3. When the Moon orbits the Earth, the centripetal force is provided by _______________
Challenge question:
A Plane makes a complete circle with a radius of 3622m in 2.10 min. What is the speed of the
plane?
One last note on a little thing call centrifugal force. While centripetal means center
______________, centrifugal means center - ________________ .
An inertial frame of reference is one where Newton’s Laws are ________. In an inertial frame of
reference, centrifugal force is actually the apparent force – IT DOES NOT EXIST. It is simply the
apparent force that causes a revolving or rotating object to move in a straight line.
Example: When riding in the backseat of a car that is turning a corner, you slide across the seat
and lean to the side of the car opposite the center of the turn. Explain where the force is going
towards.