technician otes aqa as and a evel physics otes 3 pearson ducation ltd 2018 physics aqa as and a...

Download Technician otes AQA AS and A evel Physics otes 3 Pearson ducation Ltd 2018 Physics AQA AS and A Level

Post on 27-Jul-2018




0 download

Embed Size (px)


  • PhysicsAQA AS and A LevelTechnician Notes

    1 Pearson Education Ltd 2018

    Practical 1: Investigation into the variation of the frequency of stationary waves on a string with length, tension, and mass per unit length of the string


    To carry out an investigation into standing waves

    To develop the skills to carry out further investigations

    Safety ! Equipment

    There are no hazards associated with this experiment if rubber is used as the medium. If metal wire is used, safety glasses should be worn.

    Follow the usual electrical precautions for mains powered apparatus, including a visual inspection of the supply lead.

    bench pulley

    slotted masses and hanger

    metre ruler

    2 m length of rubber string

    vibration generator connected to a signal generator


    In this practical, students investigate the effect of changing variables length, tension, and mass per unit length on a variety of resonant frequencies. They are asked to write detailed methods for testing each variable, which teachers may wish to check before starting.


    Follow these steps to find the resonant frequency of a rubber string.

    1. Students set up the practical by attaching one end of the string to the vibration generator. The other end of the string is passed over the bench pulley and attached to the mass hanger.

    2. Students add masses until the total mass is 100 g.

    3. The signal generator is turned on to set the rubber string oscillating. Students move the generator to vary the oscillating length, until resonance is observed.

    4. Students use a cathode ray oscilloscope (or another suitable method) to obtain an accurate value for the frequency of the signal generator.

  • PhysicsAQA AS and A LevelTechnician Notes

    2 Pearson Education Ltd 2018


    To determine the wavelength of laser light using Youngs fringes

    Safety ! Equipment

    Lasers should be Class 2 and have a maximum output of 1 mW. They present little risk in the laboratory, provided sensible precautions are taken to reduce the risk of accidentally shining the light into eyes.

    CLEAPSS Laboratory Handbook section 12.12 and publication PS52 are helpful.

    Follow the usual electrical precautions for mains-powered apparatus, including a visual inspection of the supply lead.


    slide with double slit rulings

    white screen


    mounting material

    metre ruler

    optional: vernier microscope


    Part A: Youngs double slit interference experiment

    1. Students set up a laser and double slit slide, as shown in Figure A. The light can be shone onto a wall rather than a screen, but the surface must be matt to prevent too much of the beam being reflected in one direction. The distance, D, between the double slit slide and the screen should be approximately 1 metre.


    fringe patternfringe width w

    screen or non-reflective surface

    double slitseparation s


    Figure A: Experimental set-up

    2. Students move the laser so that the light shines through the double slit slide. An interference pattern should be visible on the screen.

    3. The fringe spacing, w, is measured by averaging over a large number of visible fringes. (Measure across several fringes and divide this measurement by the number of fringes.) The best way to do this is to attach a sheet of paper to the screen (or wall), mark fringes on it, then remove the paper and measure over a large number of fringes.

    4. The distance, D, is now measured.

    5. Steps 1 to 4 are repeated, varying the distance D.

    6. Students will require the slit separation, s. This may be printed on the slide, or if not, they can use a travelling or vernier microscope to measure this distance.

    Practical 2: Investigation of interference in Youngs slit experiment and diffraction by a diffraction grating

  • Technician Notes

    3 Pearson Education Ltd 2018

    PhysicsAQA AS and A Level

    Practical 2: Investigation of interference in Youngs slit experiment and diffraction by a diffraction grating

    Procedure continued

    Part B: Diffraction grating

    1. With the laser approximately 4 m away from a large wall, the diffraction grating is placed in front of the laser. The laser beam should pass through the grating at normal incidence and meet the wall perpendicularly.

    2. The distance, D, is measured between the grating and the wall.

    3. Students turn on the laser and identify the zero-order maximum (straight through the grating).

    4. They measure the distance x from the zero-order maximum to the first-order maxima (the closest maxima either side of the zero-order maximum).

    The mean of these two values is the maximum produced according to n = 1 using the equation n = d sin . (Remind students, if necessary, that d is the distance between slits in the diffraction grating.)

    5. They should now measure the distance x for increasing orders.

    6. The measured values of x and D are used to calculate using tan = xD for each maximum.

  • PhysicsAQA AS and A LevelTechnician Notes

    4 Pearson Education Ltd 2018


    To measure the acceleration due to gravity, g of an object falling freely and to consider the following alternative methods:

    object falling through a trap door

    object falling through a light gate

    Safety ! Equipment

    Ensure security of any apparatus that might topple over. A G-clamp can assist here.

    Be aware of falling objects.

    Turn off the electromagnet when it is not in use, as it will get hot.

    metre ruler or tape measure with millimetre resolution

    iron sphere

    electronic timer

    electromagnet to retain iron sphere

    two light gates (optional)

    clamp and stand

    low voltage power supply

    trap door switch


    It is difficult to produce a free-falling object in a laboratory, because the object will experience air resistance as it falls. For an object to be truly free falling, there must be no other forces acting on it.

    However, if the object is made of a suitably dense substance, and its speed is not disproportionate, it can be considered to be falling freely. This means the appropriate SUVAT equation can be used to calculate g.


    1. The equipment is set up as shown in Figure A. (Note: light gates may be used as an alternative method, as shown in the set-up diagram on the right below.)

    Figure A: Experimental set-up



    trap door



    stand clamp


    light gate

    light gatecounterweight



    Alternative Method

    Practical 3: Determination of g by a free-fall method

  • Technician Notes

    5 Pearson Education Ltd 2018

    PhysicsAQA AS and A Level

    Practical 3: Determination of g by a free-fall method

    Procedure continued

    2. The object is dropped from rest and time, t, for the sphere to fall to the trap door switch is recorded.

    3. Step 2 is repeated twice more and the mean value of t calculated.

    4. The height, h, from which the object falls is measured and recorded.

    5. Students repeat steps 24, varying the height each time. Readings should be taken for a minimum of six different heights.

    6. For each height, students calculate the range for t in their readings. Dividing this value by 2 will give the uncertainty in t, from which the percentage uncertainty in t can be calculated.

  • PhysicsAQA AS and A LevelTechnician Notes

    6 Pearson Education Ltd 2018


    To determine the Young modulus of a material by a simple method

    Safety ! Equipment

    Wear safety goggles.

    Place a tray of sand or newspapers below weights.

    Do not stand close to where the weights can drop.

    32 swg steel wire

    28 swg copper wire

    scale and vernier arrangement with integral clamps for the wires

    scale and marker

    micrometer screw gauge

    metre ruler

    masses and mass holders

    safety goggles

    tray of sand


    There are two methods that can be used to determine the Young modulus of a wire: one suspends the test wire from the ceiling (Part A), while the other requires the test wire to be stretched horizontally (Part B).

    Students are asked to write a method for each procedure, including diagrams to show how the apparatus is used in each case. They then use the method selected by the teacher and technician to determine the Young modulus of a wire.

    Technician notes have been provided for both the vertical method (Part A) and horizontal method (Part B), so that teachers and technicians can choose the method best suited to the equipment available.


    Part A: Vertical method

    1. Students set up the apparatus as shown in the diagram. They should make sure that all the wire clamps are fully tightened (note that details of the wire clamps are not shown on this diagram).

    2. Students use the metre ruler to measure the initial length of the test wire, L.

    3. A 1 kg mass hanger is attached to each wire to ensure both wires are initially stretched taut, and an initial scale reading is taken, using the vernier scale.

    4. Students add an additional mass, of either 0.5 or 1 kg, to the test wire and take the new scale reading. The extension of the wire can be calculated by subtracting the initial scale reading from this second reading. Note that more readings can be obtained using the lighter masses.

    5. This process is repeated, adding an e


View more >