Particle F=ma (n-t): Example Problem 3

Slides:



Advertisements
Similar presentations
Interactions A force is one side of an interaction. When two objects interact, they exert forces on each other. A B Newton’s third law says that these.
Advertisements

Gravitational Field Strength & Satellites. Gravitational Field Strength Gravitational force per unit mass on an object g = F g / m (units = N/Kg) g =
Lecture 19 Satellites. Quick Review Newton’s Law of gravity.
Chapter 13: Gravitation. Newton’s Law of Gravitation A uniform spherical shell shell of matter attracts a particles that is outside the shell as if all.
Does Zero Gravity Exist? If so, what is it?. Gravity holds many objects together in orbits. Moons…
Physics 111: Elementary Mechanics – Lecture 12 Carsten Denker NJIT Physics Department Center for Solar–Terrestrial Research.
Chapter 12.
TOPIC 6: Fields and Forces. What is gravity? Is there gravity in space? Why do astronauts float? What keeps the moon from flying off in space?
Ch. 8 Universal Gravitation
Newton reasoned that there is a force of attraction between every two objects in the universe.
Gravity ISCI More Free Fall Free Fall Vertical and Horizontal Components of Free Fall.
What keeps them in orbit?
Kepler’s first law of planetary motion says that the paths of the planets are A. Parabolas B. Hyperbolas C. Ellipses D. Circles Ans: C.
What can you tell me about gravity?. Gravity is usually assumed to be a uniform vertical downward force......it is actually radial.
Newton believed that every object ___attracts_____ every other object. The force of the attraction depends on the __mass___ and _distance__ of the two.
Fast Moving Projectiles: Satellites The Earth satellite is simply a projectile that falls around the Earth rather than into it.
Physics Chapter 4: Forces and the Laws of Motion Section 4.4 Everyday Forces.
Cutnell/Johnson Physics 7th edition Reading Quiz Questions
Motion Distance Displacement Speed: average and instantaneous Velocity Acceleration.
3 3 What is gravity? _______ is an attractive force between any two objects that depends on the _______of the objects and the ________ between them.
1 SATELLITESSATELLITES 2 Newton’s Law of Gravitation M1M1 M2M2 r F F.
Proportionality between the velocity V and radius r
Gravity and Orbits   Newton’s Law of Gravitation   The attractive force of gravity between two particles   G = 6.67 x Nm 2 /kg 2 Why is this.
Gravity Physical Science Section 3.2. Gravity All objects have a gravitational attraction for all other objects Law of Gravitation- Any two masses exert.
Universal Gravitation Physics. Warm-Ups WWhat is Newtonian Synthesis? SSame laws of physics that apply to Earth, also apply to the heavens.
Newton’s Second Law Pages Describe your acceleration if you are in a circular motion. What is the net force of your motion? You are constantly.
Space and Gravity. 1. What determines how much gravity a planet will have?
PHYSICS 103: Lecture 11 Circular Motion (continued) Gravity and orbital motion Example Problems Agenda for Today:
What is Weightlessness? More About the Effects of Gravity! SPH3U.
Newton’s Law of Universal Gravitation. Law of Universal Gravitation.
Universal Law of Gravitation. Newton and Gravity Newton and the apple “If gravity attracts an apple toward the Earth, perhaps it also attracts the Moon,
The Solar System The Moon The Earth The Sun How do they move? Why doesn’t the Earth fly away? Photos by NASA.
Satellites and Gravitational Fields Physics 12. Clip of the day:  $ !  zexOIGlrFo
A satellite orbits the earth with constant speed at height above the surface equal to the earth’s radius. The magnitude of the satellite’s acceleration.
Physics Section 7.2 Apply Newton’s Law of Universal Gravitation Gravitational force (gravity) is the mutual force of attraction between particles of matter.
SPACE SHUTTLE.
gRavitational fields and newton
Experiencing Gravity’s Effects
Newton’s Laws of Universal Gravitation
Weight and Mass How much you are being pulled down vs. how much matter you have in your body.
1. If you travel at 10mph for 1 hour, how far do you travel?
Gravity & Orbits An abridged version….
b. What is the coefficient of friction?
The period of a satellite circling planet Nutron is observed to be 95 s when it is in a circular orbit with a radius of 7.0 x 106 m. What is the mass of.
Enduring Understanding: Studying dynamics (causes of motion) has had a profound effect on the way humans view their world. Essential Question: What may.
Newton’s Law of Universal Gravitation
Circular Motion Uniform circular motion: examples include
Universal Law of Gravitation
Newton's Law of Universal Gravitation
Gravity.
The Law of Universal Gravitation
Ch. 6 slides Circular Motion.ppt.
Ch. 8 slides.ppt Circular Motion.ppt.
Newton’s Law of Universal Gravitation & Kepler’s Laws
Universal Gravitation & Satellites
Lesson 1: Newton’s Law of Universal Gravitation
Universal Gravitation
How fast would a bowling ball have to be moving for it to clear the gap in the elevated alley and continue moving on the other side?
Is a force necessary to keep an object in motion?
Solution... Click for answers.
Gravity, Weight 9/14/11.
1. What is the force of gravity between a 3
Newton’s Law of Gravitation
3. a. What is the force of gravity between a 2
Universal Law of Gravitation
Gravitation and Newton’s Synthesis
How do objects move under the influence of gravity?
Newton’s Law of Universal Gravitation
Universal Gravity Newton’s Law of Universal Gravitation
Gravity.
Presentation transcript:

Particle F=ma (n-t): Example Problem 3 A space shuttle orbits the earth. On board, the astronauts are seen floating. Does this mean that there is ‘zero gravity’ at the shuttle?

For example, if the space shuttle is in low earth orbit (LEO), i. e For example, if the space shuttle is in low earth orbit (LEO), i.e. at an altitude of around 500 km (310 miles), determine its speed. [Numbers used: earth’s radius = 6378 km, radius to shuttle = 6378 + 500 = 6878 km, earth’s mass M = 5.976•1024 kg, gravitational constant G = 66.73•10-12 m3/(kg•s2)]. Gravity at the shuttle: g = GM/r2 = 8.43 m/s2 = v2/r = v2/(6878•103 m) v = 7614 m/s = 17,037 mph (Very fast, to maintain LEO. At this speed, the shuttle circles the earth every 95 minutes.)