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T h e Law of Conservation Of Energy T h e Law of Conservation Of Energy

T h e Law of Conservation Of Energy - PowerPoint Presentation

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Uploaded On 2018-02-09

T h e Law of Conservation Of Energy - PPT Presentation

Law of Conservation of Energy Energy cannot be created or destroyed only changed from one form into another Imagine a ball being thrown up into the air As the ball travels upwards KE is converted into ID: 629763

conservation energy law hill energy conservation hill law converted ball work travels mgh height top friction traveling forces ramp

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Presentation Transcript

Slide1

T

h

e Law of Conservation Of EnergySlide2

Law of Conservation of Energy

:

Energy cannot be created or destroyed, only changed from one form into another.Slide3

Imagine a ball being thrown up into the air:

As the ball travels upwards

KE

is converted into

PE

As the ball falls downwards

PE

is converted into

KESlide4

This is similar to a pendulum:Slide5

On roller coasters the largest hill is always the first. Why is that?Slide6

When only conservative forces (like gravity) work on an object,

E

k

is converted into

E

p

and vice versa.

When external forces like friction are at work then energy is not conserved.

Friction converts some energy into heatSlide7

The Law of Conservation of Energy:

Since no energy is lost, the

total initial energy

must

equal

the

total final energy

:

ΔKE

= -

ΔPE

KE

i

+ PEi = KEf + PEf

½mv

i

2

+

mgh

i

= ½

mv

f

2

+

mgh

fSlide8

Ex:

While

jumping over The Great Wall of China an 82 kg

skateboarder

needs to leave the ramp traveling at 78 km/h.

a) How

much potential energy does he need to start with

?

b

) What minimum height of ramp should he use?Slide9

A trampoline dunk artist is

bounced

to

a maximum

vertical height of 4.8 m before launching himself towards the hoop. At the top of his arc he is 3.2 m above the ground.

How

fast is he traveling at this point?Slide10

A 65 kg snowboarder starts at rest, travels down a hill into a gulley and back up the other side as shown. Find his speed at the top of the 2

nd

hill.

45 m

25 m