Electricity ppt presentation modified.pptx

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    Electricity Theory

    Ohms Law Combination of Resistors Electric Work & Power KirchhoffS Laws

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    Potential Difference

    Battery - Sorce of Emf

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    Electric CurrentMovement of electric chargeRate of charge movement

    QI

    t

    =unit Ampere, A

    C1A=1 s

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    Charge Movement

    !ctal "low of Crrent

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    Charge Movement

    Con#entional "low of Crrent

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    Types of CurrentAC Alternating current charges continuously

    change direction forward and back at ! "#

    $%ample& outlets (appro% '2! )

    C irect current charges move in one direction

    $%ample& batteries

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    Ohms Law

    Where$

    % %olta'e (%)

    * Crrent (!)

    R Resistance ()

    %

    * R

    *he ratio of potential difference (voltage) across a

    conductor to the current it carries is constant which is the

    resistance+

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    ResistanceResistance is the impedance of the motion of chargethrough a conductor

    VR

    I

    =

    2

    unit ohm,

    V Js1 1 1

    A C

    = =

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    Resistance *he electrical resistanceof a wire would be e%pected to

    be greater for a longer wire, less for a wire of larger cross

    sectional area, and would be e%pected to depend upon the

    material out of which the wire is made+ $%perimentally,

    http://hyperphysics.phy-astr.gsu.edu/hbase/electric/resis.htmlhttp://hyperphysics.phy-astr.gsu.edu/hbase/electric/resis.html
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    Electric Power

    Power& Rate at which work is done or Rate at which

    energy is transformed

    Electric Power& *he rate at which electricity does work orprovides energy+

    ymbol - .unit watt, W

    J1 W = 1

    s

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    Electrical Energy"ome use of electric energy is based on the amount of

    $lectrical .ower use per hour

    Measured in kilowatt hours

    ('!!! watts per hour) - k/h

    E + P ,

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    Resistor Combinations&

    eries

    .arallel

    eries0parallel

    Resistor CombinationsThe combination rules for any number of resistors in

    series or parallel can be derived with the use of Ohms

    Law the voltage law and the current law !

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    "eries #esistors

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    Parallel #esistors

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    Kirchhoffs Laws

    ./ Kirchhoffs Point (or 0nction) Rle

    01n any unction, the sum of all the currents coming into it must e3ual to

    the sum of all the current leaving it+ (41 in - 4 1 out)

    654321 IIIIII ++=++

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    Kirchhoffs Laws2/ Kirchhoffs Loo1 (or circit) Rle

    - *n any loo12 the al'ebraic sm of all emfs in it is e3al to the

    al'ebraic sm of all the #olta'es or *R 4s 5ro1s in it/

    = sIRsemf ''

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    Definition of TermsLoo15 a closed conducting path

    0nction5 a point where 6 or more resistances are

    oined

    Branch5 a conducting line connecting 2 unctions

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    "ample Problems8+ A 6!0% and a +&-; connected series and the

    combination is connected to a 27!0 dc line+ =ind& a) total

    resistance of the combination b) total current drawn from the

    source c) power dissipated by the combined resistors+

    + A 6!0; and a 2!0; connected parallel and the

    combination is connected to a 27!0 dc line+ =ind& a) total

    resistance of the combination b) total current drawn from thesource c) power dissipated by the combined resistors+

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    6/