2 energy and its conservation (1)

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    Energy and its Conservation

    Physics

    Mrs. Coyle

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    Part I

    • Mechanical Energy

     – Potential

     – Kinetic

    • Work Energy Theorem

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    Energy and Work

    • Energy is the ability to do work.

    • Work is the energy transferred toor from a system by a force thatacts on it.

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    Video ink! Kinetic "c#l$t#re

    • htt$!%%www.yo#t#be.com%watch&v'W

    c()*+t#,o-feat#re'related

    http://www.youtube.com/watch?v=WcR7U2tuNoY&feature=relatedhttp://www.youtube.com/watch?v=WcR7U2tuNoY&feature=relatedhttp://www.youtube.com/watch?v=WcR7U2tuNoY&feature=relatedhttp://www.youtube.com/watch?v=WcR7U2tuNoY&feature=related

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    Energy

    • "ymbol! E

    "calar

    • *nits!

     –/0 /o#le

     –cal0 calorie

     –kcal0 kilocalorie 1Cal2

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    Mechanical Energy

    • Potential Energy

    • Kinetic Energy

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    Kinetic Energy0 KE= 1 mv2

      2

    Energy of Motion

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    Problem 34 bird of mass +kg is traveling at a s$eed of

    5m%s. What is its kinetic energy& 14! 65/2

    If the s$eed of the bird do#bles whatha$$ens to its kinetic energy&

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    7#estion

    • Can Kinetic Energy be ,egative&

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    Work8Energy Theorem

    W'∆KE

    W'KEf 8KEi

      The net work done on an ob9ect ise:#al to the change in its kineticenergy.

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    Problem +If (obin ;ood a$$lies a 3

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    Problem 6

      What is the

    work done bygravity as an> kg ob9ectfalls from

    rest at 3

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    Work Aone by the Bravitationalorce

    "ystem is an ob9ect and the earth.

    4s an ob9ect falls!W' mgh

    4s an ob9ect is thrown #$!W' 8mgh

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    Potential Energy0 PE'mgh

    • Energy of $osition

    • "tored energy

    • "ymbol! * or PE

    • *nit! /o#le

    • Com$ared to a(eference Point

      1base level2

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    Problem @  4 flower $ot of mass

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    Part II

    • Conservation of Energy

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    Conservation of Energy

    • Energy can neither be created nordestroyed. It can only change fromform to form.

    • Mechanical Energy0 PE and KE

    •Conservation of Mechanical Energy

    PE1 + KE1 = PE2 + KE2

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    What ha$$ens when friction is$resent&

    • When friction is $resent0 the workdone by the frictional force W'fd istransferred to heat energy.

    • riction is a non8conservativeF force.

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    4 orce is ,on8ConservativeFif!

    •  the work it does on an ob9ect that movesbetween two $oints de$ends on the $athtaken.F 

    •  the work it does on an ob9ect that movesthro#gh a ro#nd tri$ is non8Gero.F 

    • EHam$le! friction0 tension0 normal force0$ro$#lsion forces.

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    4 orce is ConservativeF if!

    •   the work it does on an ob9ect that movesbetween two $oints de$ends only on the$osition of these two $oints and not on the$ath.F 

    •  the work it does on an ob9ect that movesthro#gh a ro#nd tri$ is Gero.F 

    • EHam$le! gravity0 force of a s$ring.

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    Problem <4 6kg watermelon sits ona table 3.+m above thegro#nd.

    a2What is its PE at the to$

    com$ared to the gro#nd&

    b2 What is its KE at the to$&

    c2 With what s$eed will it hitthe gro#nd&

    4! 65/0 =/0 @.m%s

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    Problem 5  4 $enny is at the to$ of

    the Em$ire "tateD#ilding 6>3m abovethe gro#nd. It is thenreleased. With what

    s$eed will it hit thegro#nd&

    4! >).6 m%s

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    Problem )8(oller Coaster

    4 roller coaster car started from $oint 4

    at a height of 3==m. What is its s$eed

    at $oint D&

    4! @@.)m%s

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    Problem > 8 Pend#l#m

    a2 What is the$otential energy ofthe bob at $oint 4com$ared to the

    gro#nd&

    b2 What is the s$eed

    of the bob at thebottom&

    4! +.6/0 3.3m%s

     A