Equations of Motion Explantion

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    The Understanding Physics Group

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    Requirements

    Have an interest in science or at least thissession.

    Stay motivated, even when it's difficult.

    Bring highlighters, colour pens and flash drives ifyou want the slideshows.

    Ask questions.

    Help and be helped; we are a group of non-

    judgement and understanding.

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    The Cycle

    5th of Feb: The first Grade 12 Physics Cycle

    Apparently:

    Grade 11: Equations of Motion

    Grade 12: Motion in Two Dimensions

    There are 11 days until our physics cycle.

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    Equations of Motion: Recap

    This section falls into Motion in Two Dimensionsbecause these Equations of Motion describe the

    problem, in notation that can be solved.

    Remember: almost all of these equations are

    vectors (deal with magnitude and direction).

    You need to decide which direction will be the

    positive and work out the equation accordingly.

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    Vectors: Recap

    For example: If you take left as positive, andyour answer comes out as a negative, the

    direction andthe sign have to change i.e.

    - answer left + answer right

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    Equations of Motion: Recap

    Vi = initial velocity (ms-1) at t= 0 s

    Vf= final velocity (ms-1) at t

    x/y = vertical displacement (m)

    t= time (s) t= time interval/change in time (s)

    g = acceleration due to gravity (ms-2)

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    Motion In Two Dimensions

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    Motion in Two Dimensions

    Introduction

    We are going to look at momentum in twodimensions.

    In Grade 10:

    Free fall motion with objects at g [9,8 (ms-1) ]

    In Grade 11:

    Conservation of momentum.

    In Grade 12:

    Application of free fall motion and momentumconservation

    in two dimensions.

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    Motion in Two Dimensions

    Terms In This Section

    Momentum: Theproductof a bodys mass and itsvelocity.

    (kg)(ms-1) = kgms-1 is the unit momentum has.

    It is a vector quantity.

    p = mv is a common equaition in working out

    momentum (p)

    Conservation of Momentum: A law

    Statement: The principle of conservation of

    momentum states that in an isolated system, the

    total momentum remains constant.

    Projectile Motion: The motion of objects that are

    thrown upwards and then fall back to Earth.

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    Motion in Two Dimensions

    Vertical Projectile Motion

    We will only consider the situation where theobject is thrown straight upwards and then falls

    straight downwards.

    There will be no horizontal displacement of the

    object, only a vertical displacement.

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    Motion in Two Dimensions

    Motion in a Gravitational Field

    An object always experiences the Earthsgravitation field, which causes it to go

    downwards, whether its going upwards or

    downwards.

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    Motion in Two Dimensions

    Vertical Projectile Motion

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    Motion in Two Dimensions

    Vertical Projectile Motion

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    Motion in Two Dimensions

    Vertical Projectile Motion

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    Motion in Two Dimensions

    Vertical Projectile Motion

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    Motion in Two Dimensions

    Vertical Projectile Motion

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    Motion in Two Dimensions

    Vertical Projectile Motion

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    Motion in Two Dimensions

    Vertical Projectile Motion

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    Motion in Two Dimensions

    Vertical Projectile Motion