OCR · A-Level · Physics

    Course version: H556 · Version from Sept 2015

    (ii) techniques and procedures used to determine the acceleration of free…

    Full specification wording

    Linear motion: (ii) techniques and procedures used to determine the acceleration of free fall, to include using trapdoor and electromagnet arrangement and light gates and timer arrangement

    Two standard laboratory methods determine g.

    Checked against the OCR H556 specification (opens in a new tab) on .

    • Point 4 of 5

    Study notes

    From the checked teaching notes for this specification point.

    The idea

    Two standard laboratory methods determine g. In the trapdoor and electromagnet arrangement, a steel ball is held by an electromagnet; when the current is switched off the ball falls and, on reaching the trapdoor, breaks a circuit and stops a timer. The measured time t and fall height s give g from s = ½gt², so g = 2s/t². In the light-gate arrangement, a card of known length passes through a gate (or two gates a known distance apart) and the timer records the interruption, giving speed and hence acceleration. Both methods reduce timing error by removing human reaction time. Repeat readings, measure s carefully and plot a suitable graph, such as s against t², whose gradient gives ½g.

    What earns the marks

    • Trapdoor and electromagnet method: the electromagnet releases a steel ball and the trapdoor stops a timer, so g = 2s/t² from s = ½gt².
    • Light gates and timer method: a card of measured length passing through a gate gives speed, and two gates a known distance apart give acceleration.
    • Repeating readings and plotting a graph such as s against t², with gradient ½g, reduces random error and improves the value of g.

    Common mistakes and how to put them right

    • Rearranging s = ½gt² incorrectly.

      Put it right: The correct form is g = 2s/t², so forgetting the factor of 2 halves the value obtained.

    • Assuming the timer starts when the ball is released.

      Put it right: In the trapdoor arrangement the timer starts when the electromagnet circuit is broken, so the release and the start are simultaneous.

    • Ignoring the finite size of the falling object or card.

      Put it right: The measured distance must correspond to the actual fall or the card length used to find speed.

    Exam tips

    • Identify which quantity each method measures directly: the trapdoor method gives a time for a known distance, while light gates give speeds at known positions.
    • When a graph is plotted, state what the gradient represents before using it, for example gradient of s against t² equals ½g.
    • Mention repeats and averaging whenever a question asks how to improve the accuracy of a g determination.

    Try the lesson

    The start of the Linear motion: (ii) techniques and procedures used to determine the acceleration of free fall, to include using trapdoor and electromagnet arrangement and light gates and timer arrangement lesson, made from checked teaching notes for this specification point.

    Listen

    Two standard laboratory methods determine g. In the trapdoor and electromagnet arrangement, a steel ball is held by an electromagnet; when the current is switched off the ball falls and, on reaching the trapdoor, breaks a circuit and stops a timer. The measured time t and fall height s give g from s = ½gt², so g = 2s/t². In the light-gate arrangement, a card of known length passes through a gate (or two gates a known distance apart) and the timer records the interruption, giving speed and hence acceleration. Both methods reduce timing error by removing human reaction time. Repeat readings, measure s carefully and plot a suitable graph, such as s against t², whose gradient gives ½g. A strong answer earns marks for these points. Trapdoor and electromagnet method: the electromagnet releases a steel ball and the trapdoor stops a timer, so g = 2s/t² from s = ½gt². Light gates and timer method: a card of measured length passing through a gate gives speed, and two gates a known distance apart give acceleration. Repeating readings and plotting a graph such as s against t², with gradient ½g, reduces random error and improves the value of g. Exam tip: Identify which quantity each method measures directly: the trapdoor method gives a time for a known distance, while light gates give speeds at known positions.

    See it

    A top-to-bottom flowchart with eight boxes. The first box says the electromagnet holds a steel ball. An arrow leads to the current being switched off. An arrow leads to the ball falling, with the timer starting as the circuit breaks. An arrow leads to the ball reaching the trapdoor, breaking the circuit and stopping the timer. An arrow leads to the measured time t and fall height s. An arrow leads to g = 2s/t² from s = ½gt². An arrow leads to repeating readings and plotting s against t². A final arrow leads to the gradient giving ½g.
    The sequence of the trapdoor and electromagnet method, from release of the ball to obtaining g from the gradient of s against t².

    Put it in order

    Put these steps in the order they happen.

    1. 1. Measured time t and fall height s
    2. 2. Gradient gives ½g
    3. 3. g = 2s/t² from s = ½gt²
    4. 4. Electromagnet holds steel ball
    5. 5. Current switched off
    6. 6. Repeat readings and plot s against t²
    7. 7. Ball falls; timer starts as circuit breaks
    8. 8. Ball reaches trapdoor; breaks circuit and stops timer

    Label the diagram

    Some boxes have lost their names. Pick the right name for each number.

    The diagram again, with 3 boxes numbered instead of named. A top-to-bottom flowchart with eight boxes. The first box says the electromagnet holds a steel ball. An arrow leads to the current being switched off. An arrow leads to the ball falling, with the timer starting as the circuit breaks. An arrow leads to the ball reaching the trapdoor, breaking the circuit and stopping the timer. An arrow leads to the measured time t and fall height s. An arrow leads to g = 2s/t² from s = ½gt². An arrow leads to repeating readings and plotting s against t². A final arrow leads to the gradient giving ½g.
    • 1Box 1

    • 2Box 2

    • 3Box 3

    0 of 3 labelled

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