PHYSICS 103: Lecture 10 Agenda for Today: Circular Motion Gravity.

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Presentation transcript:

PHYSICS 103: Lecture 10 Agenda for Today: Circular Motion Gravity

HW (due today) CH5: Q2,Q3,Q4,Q9,Q10,Q12,Q13,Q20 E1,E3,E5,E8,E13,E15,CP2,CP5

CENTRIPETAL ACCELERATION Is the velocity of this object changing? Is this object accelerating? Is there a net force acting on it?

Force always points toward center of circle CENTRIPETAL FORCE Force always points toward center of circle

CENTRIPETAL ACCELERATION/FORCE Acceleration/force always points toward center Acceleration/Force is larger at larger velocities Acceleration/Force gets larger as radius decreases a=v2/r

IMPORTANT POINT: CENTRIPETAL FORCE IS NOT A NEW KIND OF FORCE IMPORTANT POINT: CENTRIPETAL FORCE IS NOT A NEW KIND OF FORCE. IT IS ANY FORCE OR COMBINATION OF FORCES THAT TOGETHER MAKE SOMETHING MOVE ALONG A CURVE For anything moving in a circle with constant speed

Example problem: Mass on a string Demo: Accelerometer attached to a string a=v2/r v=2pr/t If we set it to make a sound when a=3g and if we make t, the time it takes to make one revolution, equal to 1 second, what must the radius, r be to hear the sound?

CENTRIPETAL FORCE: EXAMPLE What is the net force on the chalk? What is the tension in the string? Does this depend on whether it is a vertical or horizontal circle?

The Ferris Wheel Example Problem Why do you feel light at the top? Why do you feel heavy at the bottom? Example Problem

CENTRIPETAL FORCE: EXAMPLE Fighter Planes r=100m What is the centripetal force felt by a 100 kg fighter pilot traveling 100 m/s in a loop of radius 100 m?

CENTRIPETAL FORCE: EXAMPLE Maximum humans can take is ~ 9 g

FORCE OF GRAVITY Attractive force between all massive objects Increases with increasing masses Increases as the two objects get closer by r-2 G = 6.67  10-11 N m2/kg2

Gravitational Force Between People Calculate the gravitational force between you and your neighbor. Assume your masses are 100 kg and the distance between you is 50 cm. Compare this to the gravitational force between you and the Earth. The radius of the Earth is 6370 km and its mass is 5.981024 kg.

Main Points from Today’s Lecture Centripetal Acceleration/Force You should understand that anything moving in a circle is accelerating and has a net force on it towards the center of the circle which is equal to mv2/r if it is moving with a constant speed. Gravity You should understand that gravity is a force that exists between all objects and that it is proportional to the masses of the objects and inversly proportional to the distance squared.