Linear n Circular Motion

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    Kinematic motionKinematic motionLINEAR AND CIRCULARLINEAR AND CIRCULAR

    MOTIONMOTION

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    Basic competence:Basic competence: Analyze physics quantities in rectilinear motion bothAnalyze physics quantities in rectilinear motion both

    of no acceleration & constant accelerationof no acceleration & constant acceleration

    Indicators:Indicators: Identify physic quantities of rectilinear motionIdentify physic quantities of rectilinear motion Analyze physic quantities of rectilinear motion withAnalyze physic quantities of rectilinear motion with

    no accelerationno acceleration Analyze physic quantities of rectilinear motion withAnalyze physic quantities of rectilinear motion with

    constant accelerationconstant acceleration Analyze the graphic of rectilinear motion with noAnalyze the graphic of rectilinear motion with no

    acceleration and constant accelerationacceleration and constant acceleration

    LINEAR MOTION

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    MOTIONMOTION

    LINEAR

    CIRCULAR

    UNIFOR

    MMOTION

    FAST

    UNIFORMMOTION

    SLOW

    UNIFORMMOTION

    UNIFOR

    MMOTION

    FAST

    UNIFORMMOTION

    SLOW

    UNIFORMMOTION

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    Parabolic functionParabolic function

    Analyze the graph of Acceleratedmotion

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    Y = axY = ax22 + bx + c+ bx + c

    yy

    xx

    Analyze the graph of Acceleratedmotion

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    s = ats = at22 + bt + c+ bt + c

    ss

    tt

    Graph displacement againts timeGraph displacement againts time

    Analyze the graph of Acceleratedmotion

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    S = u.t + .atS = u.t + .at22

    With:With:

    S=displacement (perpindahan)S=displacement (perpindahan)

    u = initial velocity (kecepatan awal)u = initial velocity (kecepatan awal)

    a =acceleration (percepatan)a =acceleration (percepatan)

    t = timet = time (waktu)(waktu)

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    ExampleExample

    A train travelling at 20 m/s acceleratesA train travelling at 20 m/s accelerates

    at 0.5 m/sat 0.5 m/s22 for 30 seconds. How far willfor 30 seconds. How far will

    it travel in this time?it travel in this time?

    S=S= u.t + .atu.t + .at22

    S=S= 20.30 + (0.5)(30)20.30 + (0.5)(30)22

    S= 600 + 225 = 825 mS= 600 + 225 = 825 m

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    Linear function: y = mx + cLinear function: y = mx + c

    yy

    xx

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    Graph velocity againts timeGraph velocity againts time

    Velocity function: v = u + atVelocity function: v = u + at

    vv

    tt

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    Velocity function: v = u + atVelocity function: v = u + at

    With:With: With:With: u = initial velocity (kecepatan awal)u = initial velocity (kecepatan awal)

    V = final velocity (kecepatan akhir)V = final velocity (kecepatan akhir) a =acceleration (percepatan)a =acceleration (percepatan) t = timet = time (waktu)(waktu)

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    ExampleExample

    A car is initially stationary. It movesA car is initially stationary. It moves

    with acceleration 2 m/swith acceleration 2 m/s22. How fast will. How fast will

    it be moving after 10 seconds?it be moving after 10 seconds?

    V = u + a.tV = u + a.t

    V = 0 + 2.10V = 0 + 2.10 V = 20 m/sV = 20 m/s

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    Fast and slow uniformly motionFast and slow uniformly motion

    S=displacement (perpindahan)S=displacement (perpindahan) u = initial velocity (kecepatan awal)u = initial velocity (kecepatan awal) V = final velocity (kecepatan akhir)V = final velocity (kecepatan akhir) a =acceleration (percepatan)a =acceleration (percepatan) t = timet = time (waktu)(waktu)

    S = u.t + .atS = u.t + .at22

    v = u + atv = u + at

    vv22 u u22 = 2as= 2as

    S = u.t - .atS = u.t - .at22

    v = u - atv = u - at

    vv22 u u22 = - 2as= - 2as

    SLOWFAST

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    ContohContoh

    Sebuah kelereng dilempar vertikal keSebuah kelereng dilempar vertikal keatas dengan kecepatan 20 m/s.atas dengan kecepatan 20 m/s.Tentukan kecepatan dan ketinggianTentukan kecepatan dan ketinggian

    kelereng setelah 1 detik.kelereng setelah 1 detik. Diketahui: u=20 m/sDiketahui: u=20 m/s g = 10 m/sg = 10 m/s22

    t = 1 st = 1 s

    Ditanya: v dan hDitanya: v dan hJawab:Jawab:

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    CIRCULAR MOTIONCIRCULAR MOTION

    Basic competence:Basic competence: 2.2 Analyze physics quantities in2.2 Analyze physics quantities incircular motion withcircular motion with

    constant speedconstant speed

    Indicators:Indicators:

    Identify the frequency, period, and angular displacement inIdentify the frequency, period, and angular displacement incircular motion with constant speedcircular motion with constant speed

    Analyze physics quantities & its relationship betweenAnalyze physics quantities & its relationship betweenrectilinear motion & circular motion with constant speedrectilinear motion & circular motion with constant speed

    Apply the physics quantities in joining wheels systemApply the physics quantities in joining wheels system ObjectivesObjectives Can define and apply the concepts of kinematics in circularCan define and apply the concepts of kinematics in circular

    motionmotion

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    Angular displacementAngular displacement

    Angular position is symbolyzed byAngular position is symbolyzed by and the unit is degree or radianand the unit is degree or radian

    I rotation is 360I rotation is 36000

    or 2 radianor 2 radian which easily simplifies to = 2.which easily simplifies to = 2.

    Therefore 1 revolution is 2 radians.Therefore 1 revolution is 2 radians.

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    = = 22 11

    which equals the Angularwhich equals the Angular

    Displacement.Displacement.

    Angular displacementAngular displacement

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    Example

    Change the units into radian

    1. 300

    2. 1200

    3. 1/6 rotation

    Change the units into degree

    1. radian 2. 4 /3 radian

    3. rotation

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    Angular velocityAngular velocity

    == / t/ t

    : angular velocity (rad/s): angular velocity (rad/s) : angular displacement (rad): angular displacement (rad)

    t : time (s)t : time (s)

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    Linear displacementLinear displacement

    S : linear displacement(m)

    r : radius (m)

    : angulardisplacement(rad)

    v : linear velocity (m/s)

    r : radius (m)

    : angular velocity (rad/s)r

    v=

    Linear velocity

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    Period and FrequencyPeriod and Frequency

    T = t / n and f = n / t

    Where is:

    T = Periods

    f = frequency

    n = number of rotationt = time elapsed

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    Joining Wheel systemJoining Wheel system

    21 =

    2

    2

    1

    1

    r

    v

    r

    v

    =

    Same axis

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    Joining Wheel systemJoining Wheel system

    2211.. rr =

    21 vv=

    Side byside

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    Joining Wheel systemJoining Wheel system

    21vv =

    2211

    .. rr =

    Joining with chain

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    ANNOUNCEMENTANNOUNCEMENT

    Next meeting: Daily test-3Next meeting: Daily test-3

    Materials : Kinematic motionMaterials : Kinematic motion

    (linear and circular motion)(linear and circular motion)

    Test Preparation Sheet will be shown in myTest Preparation Sheet will be shown in my

    blogsoonblogsoon

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    Jadwal remedial (pulang sekolah)Jadwal remedial (pulang sekolah)

    Selasa/ 27 okt: kelas 10.6 dan 10.9Selasa/ 27 okt: kelas 10.6 dan 10.9 Rabu/ 28 okt: kelas 10.5 dan 10.1Rabu/ 28 okt: kelas 10.5 dan 10.1 kamis/ 29 okt: kelas 10.4, 10.2 dankamis/ 29 okt: kelas 10.4, 10.2 dan

    10.810.8 Sabtu/ 31 okt: kelas 10.3 dan 10.7Sabtu/ 31 okt: kelas 10.3 dan 10.7

    Ruang: Multimedia 1Ruang: Multimedia 1 Materi yg diujikan: Materi UH-1 danMateri yg diujikan: Materi UH-1 dan

    Mid testMid test