chapter 8 work, power, energy and machines zwork: applying a force in the direction of motion...

34
Chapter 8 Work, Power, Energy and Machines

Upload: arnold-newman

Post on 17-Jan-2016

218 views

Category:

Documents


2 download

TRANSCRIPT

Page 1: Chapter 8 Work, Power, Energy and Machines zWork: applying a force in the direction of motion zWork=Force x distance

Chapter 8

Work, Power, Energy and Machines

Page 2: Chapter 8 Work, Power, Energy and Machines zWork: applying a force in the direction of motion zWork=Force x distance

Work: applying a force in the direction of motion

Work=Force x distance

Page 3: Chapter 8 Work, Power, Energy and Machines zWork: applying a force in the direction of motion zWork=Force x distance

Work is measured in joules (J). 1 joule is equal to a force of 1 N exerted over a distance of 1 m.

Page 4: Chapter 8 Work, Power, Energy and Machines zWork: applying a force in the direction of motion zWork=Force x distance

Work = Force|| x Distance

In this case, the distance is the magnitude of the displacement.

Only the component of force parallel to the displacement does work

Page 5: Chapter 8 Work, Power, Energy and Machines zWork: applying a force in the direction of motion zWork=Force x distance

x

F

xxdFW

xF

yF

Page 6: Chapter 8 Work, Power, Energy and Machines zWork: applying a force in the direction of motion zWork=Force x distance

PowerPower is equal to the amount of work

done per unit time.

interval time

donework Power

The unit for power is the Joule/second which is also called a Watt.

Page 7: Chapter 8 Work, Power, Energy and Machines zWork: applying a force in the direction of motion zWork=Force x distance

measured in watts (W)One watt of power is expended when one joule of work is done in one second.

Power

Page 8: Chapter 8 Work, Power, Energy and Machines zWork: applying a force in the direction of motion zWork=Force x distance

What is horsepower?

1 horsepower = 746 Watts

A horse exerting 1 horsepower can raise 330 pounds of coal 100 feet in a minute, or 33 pounds of coal 1,000 feet in one minute, or 1,000 pounds 33 feet in one minute.

Page 9: Chapter 8 Work, Power, Energy and Machines zWork: applying a force in the direction of motion zWork=Force x distance

More on horsepower...

1 horsepower (over the course of an hour) is equivalent to 2,545 BTU (British thermal units). If you took that 746 watts and ran it through an electric heater for an hour, it would produce 2,545 BTU (where a BTU is the amount of energy needed to raise the temperature of 1 pound of water 1 degree F).

One BTU is equal to 1,055 joules, or 252 gram-calories or 0.252 food Calories. Presumably, a horse producing 1 horsepower would burn 641 Calories in one hour if it were 100-percent efficient.

Page 10: Chapter 8 Work, Power, Energy and Machines zWork: applying a force in the direction of motion zWork=Force x distance

Energy…the BIG Energy…the BIG picturepicture

The Universe is made up of matter and energy.

Energy is the “mover” of matter. There are many forms of energy.Conversions from one form of energy

to another continually occur.Energy cannot be created or

destroyed.

Page 11: Chapter 8 Work, Power, Energy and Machines zWork: applying a force in the direction of motion zWork=Force x distance

Energy possessed by an object due to its motion or its stored energy of position.

It can either be potential energy or kinetic energy.

All forms of energy are measured in joules (J).

Mechanical Energy

Page 12: Chapter 8 Work, Power, Energy and Machines zWork: applying a force in the direction of motion zWork=Force x distance

(PE) stored chemical energy or energy of position.

Types: elastic, gravitational and chemical.

Potential Energy

Page 13: Chapter 8 Work, Power, Energy and Machines zWork: applying a force in the direction of motion zWork=Force x distance

Gravitational Potential Energy = mass x gravity x height

EPE = mgh

Page 14: Chapter 8 Work, Power, Energy and Machines zWork: applying a force in the direction of motion zWork=Force x distance

(KE) energy of motion. Kinetic energy depends on both mass and velocity

Kinetic Energy

Page 15: Chapter 8 Work, Power, Energy and Machines zWork: applying a force in the direction of motion zWork=Force x distance

Kinetic energy = ½ mass x velocity ²

Ek = 1/2mv2

Page 16: Chapter 8 Work, Power, Energy and Machines zWork: applying a force in the direction of motion zWork=Force x distance

Mechanical Energy Conversions …total energy is constant

Page 17: Chapter 8 Work, Power, Energy and Machines zWork: applying a force in the direction of motion zWork=Force x distance

Calculate speed at positions B,C and D.

Page 18: Chapter 8 Work, Power, Energy and Machines zWork: applying a force in the direction of motion zWork=Force x distance

More Energy Transfer

High speed winds are used to do work on the blades of a turbine at the so-called wind farm.

Mech. Energy from the air gives the air particles the ability to apply a force to the blades.

As the blades spin, their energy is subsequently converted into electrical energy (a non-mechanical form of energy) and supplied to homes and industries in order to run electrical appliances.

Page 19: Chapter 8 Work, Power, Energy and Machines zWork: applying a force in the direction of motion zWork=Force x distance

Energy Transfer...

This diagram shows that the boys potential energy is changing. Explain what is happening, in other words how is the energy changing?

Page 20: Chapter 8 Work, Power, Energy and Machines zWork: applying a force in the direction of motion zWork=Force x distance

Energy cannot be created or destroyed.

Energy can be transformed from one form to another, but the total amount of energy never changes.

Law of Conservation of Energy

Page 21: Chapter 8 Work, Power, Energy and Machines zWork: applying a force in the direction of motion zWork=Force x distance

Machine: a device

used to multiply forces or change the direction of forces.

Simple Machine: a machine that has only one motion. Two basic simple machines are

levers and pulleys.

Page 22: Chapter 8 Work, Power, Energy and Machines zWork: applying a force in the direction of motion zWork=Force x distance

A bar that freely pivots around a fixed point called the fulcrum. A lever multiplies a force

Lever

Page 23: Chapter 8 Work, Power, Energy and Machines zWork: applying a force in the direction of motion zWork=Force x distance

Classes of Levers

1st Class

3rd Class

2nd Class

Page 24: Chapter 8 Work, Power, Energy and Machines zWork: applying a force in the direction of motion zWork=Force x distance
Page 25: Chapter 8 Work, Power, Energy and Machines zWork: applying a force in the direction of motion zWork=Force x distance

Your Body as a Lever...

1st Class

2nd Class

3rd Class

Page 26: Chapter 8 Work, Power, Energy and Machines zWork: applying a force in the direction of motion zWork=Force x distance

Pulley: grooved wheel with a rope running through it. It changes the direction of the force.

Page 27: Chapter 8 Work, Power, Energy and Machines zWork: applying a force in the direction of motion zWork=Force x distance

Fixed Pulley

A pulley in which the wheel does not move.

change the direction of the effort force. It does not increase the size of the effort force. The effort force is equal to

the resistance force in a fixed pulley; therefore, the mechanical advantage (MA) of a fixed pulley is equal to 1.

Page 28: Chapter 8 Work, Power, Energy and Machines zWork: applying a force in the direction of motion zWork=Force x distance

Movable Pulley

A moveable pulley does not change the direction of the effort force but does increase the size of the force.

When the rope is pulled, the pulley and the load come up. The mechanical advantage

(MA) of a moveable pulley may be determined by counting the number of ropes that lift the load.

Page 29: Chapter 8 Work, Power, Energy and Machines zWork: applying a force in the direction of motion zWork=Force x distance

Pulley System

The pulleys are used to increase the mechanical advantage of the system.

A pulley system's mechanical advantage (MA) is equal to the number of supporting ropes.

Page 30: Chapter 8 Work, Power, Energy and Machines zWork: applying a force in the direction of motion zWork=Force x distance

Determine the MA of the following pulleys:

Page 31: Chapter 8 Work, Power, Energy and Machines zWork: applying a force in the direction of motion zWork=Force x distance

Other Simple Machines

Wheel & Axle

Screw

Wedge

Page 32: Chapter 8 Work, Power, Energy and Machines zWork: applying a force in the direction of motion zWork=Force x distance

Work input = work output assuming that there is no friction.

Mechanical Advantage: (MA) the ratio of output force to input force

Page 33: Chapter 8 Work, Power, Energy and Machines zWork: applying a force in the direction of motion zWork=Force x distance

An ideal machine would be 100% efficient.

Work input would equal work output.

This does not exist…due to friction, work output cannot equal work input.

In an ideal situation…

Page 34: Chapter 8 Work, Power, Energy and Machines zWork: applying a force in the direction of motion zWork=Force x distance

Efficiency: The ratio of useful work output to total work input.

E = (Work output / Work input ) 100

orE = actual MA / ideal MA