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Gravity and Gravitation

Overview of Gravity and Gravitation

Gravity topics

Force of Gravity

Equivalence Principle of Gravity

Derivations of equations

Overview of Derivation of Gravity Equations

Derivation of Velocity-Time Gravity Equations

Derivation of Distance-Time Gravity Equations

Derivation of Velocity-Distance Gravity Equations

Falling objects

Overview of Gravity Equations for Falling Objects

Velocity Equations for Falling Objects

Distance Equations for Falling Objects

Time Equations for Falling Objects

Effect of Gravity on Sideways Motion

Thrown downward

Overview of Gravity Equations for Objects Projected Downward

Velocity Equations for Objects Projected Downward

Distance Equations for Objects Projected Downward

Time Equations for Objects Projected Downward

Thrown upward

Overview of Gravity Equations for Objects Projected Upward

Velocity Equations for Objects Projected Upward

Distance Equations for Objects Projected Upward

Time Equations for Objects Projected Upward

Gravity applications

Escape Velocity from Gravity

Artificial Gravity

Work by Gravity Against Inertia

Work Against Gravity and Inertia by an External Force

Gravitation topics

Overview of Gravitation

Universal Gravitation Equation

Gravity Equation Comes From Universal Gravitation Equation

Theories

Theories of Gravitation

Law of Universal Gravitation

General Relativity Theory of Gravitation

Quantum Theory of Gravitation

Applications

Applications of Universal Gravitation Equation

Influence of Gravitation in the Universe

Gravitation and Center of Mass

Length of Year for Objects in Gravitational Orbit

Effect of Dark Matter and Dark Energy on Gravitation

Escape velocity

Gravitational Escape Velocity

Gravitational Escape Velocity Derivation

Effect of Sun on Escape Velocity from Earth

Gravitational Escape Velocity for a Black Hole


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Explanation of the Overview of the Force of Gravity - Succeed in Understanding Physics. Also refer to physical science, Isaac Newton, Universal Gravitation, acceleration, mass, weight, Earth, Moon, planets, Sun, Ron Kurtus, School for Champions. Copyright © Restrictions

Overview of the Force of Gravity

by Ron Kurtus (revised 23 August 2009)

Gravity is a term used for gravitation for objects relatively close to Earth. Gravitation is the force that attracts bodies of matter toward each other, often at great distances. Gravity is the force that pulls objects toward the Earth.

The equation for the force of gravity is F = mg. The major result of this force is that all objects fall at the same rate, regardless of their mass. Gravity on the Moon and on other planets have different values of the acceleration due to gravity, but the effects of the force are similar.

Questions you may have include:

This lesson will answer those questions. There is a mini-quiz near the end of the lesson.

Useful tools: Metric-English Conversion | Scientific Calculator.

Gravity equation

According to Newton's Law of Universal Gravitation, gravitation is the force that attracts objects toward each other. The equation for that force is:

F = GMm/R2

For objects relatively close to the Earth, the equation reduces to:

F = mg

where

(To verify that F = GMm/R2 = mg for objects close to Earth, see Gravity Equation Comes From Universal Gravitation Equation.)

The gravitation for objects close to the Earth is called gravity. Once an object gets into outer space, the gravitation equation takes over.

Acceleration due to gravity

The acceleration due to the force of gravity on Earth is g:

g = 9.8 m/s2 in the metric or SI system of measurement

g = 32 ft/s2 in the English system of measurement

In the equation F = mg, you must use the same measurement system for mass, m, as you do for g.

Note: g is often incorrectly called the acceleration of gravity. That is misleading, since gravity does not accelerate. The expression should be the acceleration due to gravity, which is a more accurate definition for g.

Weight

The weight of an object is the measurement of the force of gravity on that object. You weigh something on a scale, according to the force that the Earth pulls it down:

w = mg

where w is the weight in newtons (N) or pounds (lb).

Note: There is often confusion concerning the designation of weight and mass. Although a kilogram is supposed to be a unit of mass, it is often used to designate weight.

The weight of 1 kg of mass is w = 9.8 newtons.

Objects fall at the same rate

The most outstanding characteristic of gravity is the fact that all objects fall at the same rate—assuming the effect of air resistance is negligible. This is because the acceleration due to gravity, g, is a constant for all objects, no matter what their mass.

This seems counterintuitive, since you would expect a heavy object to fall faster than an object that weighed less. But it is a fact. Try dropping two objects at the same time, from the same height, making sure they are heavy enough not to be affected by air resistance. You will see they hit the ground at the same time.

(See Gravity Equations for Falling Objects for more information.)

Gravity elsewhere

When you talk about gravity, you mean gravitation near the Earth. However, the same gravity equation holds for objects near the Moon or other planets, except that the value of g is different. In those cases, you typically tell where the gravity is, such as "gravity on the Moon" or "gravity on Mars."

Gravity on the Moon

The force of gravity on the Moon is approximately 1/6 of that on the Earth for a given mass. Thus:

Fm = mgm

where

The value for gm is 1.6 m/s2 or 5.3 ft/s2. That is approximately 1/6 of the value for g on Earth. Thus, an object on the Moon would weigh about 1/6 of its weight on Earth.

Weight on the Moon

If you weight 60 kg (132 pounds) on the Earth, you would weight only 10 kg (22 lbs) on the Moon.

Dropped objects

If you dropped two objects of different weights on the Moon, they would fall to the ground at the same rate. You wouldn't have to worry about the effect of air resistance, since there is no air on the Moon.

Since gm = g/6, the objects would fall at a slower rate.

(See Gravity Equations for Falling Objects and then apply gm to get the different values.)

Summary

Gravity is the force that pulls objects toward the Earth. It is a special case of gravitation. The equation for the force due to gravity is F = mg, resulting in the fact that all objects fall at the same rate, regardless of their mass. Gravity on the Moon and gravity on other planets have different values of the acceleration due to gravity, but the effects of the force are similar.

Answers to Readers' Questions

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Resources

The following resources provide information on this subject:

Websites

Gravity and Gravitation Resources

Books

Top-rated books on Simple Gravity Science

Top-rated books on Advanced Gravity Physics


Mini-quiz to check your understanding

1. What is required for the gravity equation to apply?

There are no requirements, and it always applies

Objects must be close to the Earth

There must be no air resistance

2. Does a piece of tissue and a ball fall at the same rate?

Yes, because everything falls at the same rate

Scientists aren't sure, because it has never been tried before

No, because air resistance slows down the tissue

3. Why would an object fall slower on the Moon?

Because the acceleration due to gravity on the Moon is less than on Earth

It would actually fall faster Because there is no air resistance

Gravity from the Earth would slow it down

If you got all three correct, you are on your way to becoming a Champion in Physics. If you had problems, you had better look over the material again.


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