Circular Motion.

Slides:



Advertisements
Similar presentations
Chapter 7 Review.
Advertisements

Newton’s Second Law of Motion Page Force and Acceleration Force is a push or a pull. Acceleration is when the motion of an object changes. Examples:
Satellites What keeps them in orbit?. Satellites A satellite is any projectile given a large enough velocity so its path follows the curvature of the.
Determine the force of gravitational attraction between the earth (m = 5.98 x 10^24 kg) and a 70-kg physics student if the student is standing at sea level,
AP Physics B Summer Course 年 AP 物理 B 暑假班 M Sittig Ch 15: Gravitation and Circular Motion.
What keeps them in orbit?
Circular Motion.
Rotation and Newton’s Universal Law of Gravitation
Newton’s Second Law of Motion. Force and Acceleration Force is a push or a pull acting on an object. Acceleration occurs when the VELOCITY of an object.
Newton believed that every object ___attracts_____ every other object. The force of the attraction depends on the __mass___ and _distance__ of the two.
Acceleration is equal to Δv/Δt. Velocity is a vector and there are two ways a vector can be changed: by changing magnitude or by changing direction.
Circular Motion. Uniform Circular Motion Motion of an object at constant speed along a circular path.
7-3 Circular Motion. As an object travels in uniform circular motion Its tangential speed remains constant The direction of its velocity is constantly.
CIRCULAR MOTION. WHAT IS UNIFORM CIRCULAR MOTION The motion of an object in a circle at constant speed. However, direction and therefore velocity are.
Chapter 5 Circular Motion; Gravitation. 1. Use Newton's second law of motion, the universal law of gravitation, and the concept of centripetal acceleration.
Circular Motion Uniform circular motion: examples include Objects in orbit (earth around the sun Driving a car around a corner Rotating a ball around on.
Newton’s Second Law of Motion. Newton’s Second Law Newton’s Second Law of Motion- Acceleration depends on the objects mass and the net force acting on.
Derivation of the proportionality of velocity and radius for an object in circular motion under a constant centripetal force.
1 SATELLITESSATELLITES 2 Newton’s Law of Gravitation M1M1 M2M2 r F F.
Proportionality between the velocity V and radius r
Circular Motion r v F c, a c. Centripetal acceleration – acceleration of an object in circular motion. It is directed toward the center of the circular.
1 Uniform Circular Motion SP1. Students will analyze the relationships between force, mass, gravity, and the motion of objects. g. Measure and calculate.
Circular Motion Chapter 9 in the Textbook Chapter 6 is PSE pg. 81.
Unit 6: Circular Motion Consider a Ferris wheel. ◦ The cars are in circular motion because they revolve about a single axis. ◦ The line about which the.
EQ: Why does an object in circular motion have a constant velocity yet an acceleration and unbalanced force that is directed toward the center of the circle?
5.2 Uniform Circular motion 5.3 Dynamic of Uniform Circular Motion Circular Motion HW4: Chapt.5: Pb.23, Pb.24, Pb.30, Pb.33, Pb.36, Pb.53- Due FRIDAY,
Projectiles Motion in Two Dimensions Chapter 7. Projectile An object launched into the air by a force Trajectory The path followed by a projectile.
Uniform circular motion is the motion of an object traveling at a constant speed on a circular path. Uniform Circular Motion.
Physics Section 7.1 Define and apply circular motion What is circular motion? Any object that revolves about.
If it is known that A is directly proportional to B, how would A change if B is increased by a factor of 2? 1. Increase by a factor of 2 2. Increase by.
Crash Course in Motion PS-5.3, 5.4, 5.5, 5.9, and 5.10.
Circular Motion and the Law of Universal Gravitation.
Welcome to Who Wants to be a Millionaire
Gravitation pg. 25.
Newton’s Second Law Continued
3.1 Motion in a Circle Gravity and Motion
Circular Motion 6.2 In this section you will:
Circular Motion What are some examples of objects taking a circular path? What force causes those objects to follow that path?
Circular Motion 6.2 In this section you will:
4.2b Notes Writing the YELLOW.
Forces Chapter 3.
Centripetal Acceleration Centripetal Force
Newton’s Second Law of Motion
PHYSICS 103: Lecture 10 Agenda for Today: Circular Motion Gravity.
Aim: How do we solve problems involving circular motion?
Circular motion - chapter 6
The Physics of Orbits Three of Newton’s Laws combine to explain why satellites orbit like they do.
Demonstration I’m going to drop a ping pong ball and a golf ball from the same height at the same time. Which one is going to hit the desk first? What.
Circular Motion Uniform circular motion: examples include
**Uniform Circular Motion
Circular Motion.
Circular Motion and the Law of Gravity.
Uniform Circular Motion Chapter 5 Lesson 1
Newton’s Second Law of Motion
Universal Law of Gravitation
Newton’s Second Law of Motion
Circular Motion Notes.
What causes the path of a projectile to be curved?
Circular motion.
Chapter-5: Circular Motion, the Planets, and Gravity
Reviewing Main Ideas Forces A force is a push or pull.
And other weird, wild stuff.
4.2b Notes.
The Physics of Orbits Three of Newton’s Laws combine to explain why satellites orbit like they do.
Circular motion.
Chapter 5: Circular Motion; Gravitation
Circular Motion An object that revolves about a single axis undergoes circular motion. The axis of rotation is the line about which the rotation occurs.
2.2 – Force and Mass Determine Acceleration
Circular Motion r v Fc, ac.
Gravity.
Presentation transcript:

Circular Motion

Tangential Speed Tangential Speed is the linear speed of an object undergoing circular motion Direction of velocity: Right A D C B Direction of velocity: Up Direction of velocity: Left Direction of velocity: Down

Centripetal Acceleration and Force Centripetal acceleration and force always point toward the center of the circle

Newton’s Universal Law of Gravitation Gravity is everywhere! r is the distance between the two objects. Don’t divide it in half!

Examples of Circular Motion Force on a revolving ball (p. 117). Estimate the force that a person must exert on a string attached to a 0.150 kg ball to make the ball revolve in a horizontal circle of radius 0.600 m. The ball makes 2.00 rev/sec Find v first. V=(2πr)/T= 7.54 m/s F=mv

Calculating g To calculate g at the surface of the earth we would use the equation below and plug in the values for G, Mass of the Earth and Radius of the earth. If we want to know g at some height above the earth’s surface, add the height to the radius of the earth