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My staff tutor for S207, Sally Jordan, attended the session, and she kindly provided the following comments on the session:
I know that planning was a bit of an issue – very many thanks for all you had done and for coming so well prepared. I felt that the balance of activities on the day was good.
After lunch and Robert’s introduction to the S207 exam and the discussion of exam and revision strategy, I really liked the fact that you gave the students the choice of either returning to the examples in your Powerpoint or working through an old exam paper - and didn’t they do the exam paper well! After giving them a sensible length of time, you and Robert discussed the questions with them – lovely.
All in all then, an excellent day. You, Robert and Alan have different but complementary styles and your collective knowledge of the subject matter and experience of teaching shone through!
Preparing for the S207 revision day is a big challenge. The module covers such a huge range of physics, so students can ask questions about almost anything.
Last year there were three tutors along, and we relied heavily on Alan Cayless's experience and organisational skills. This year it will be just me and Robert Gibson running the event.
Robert and I exchanged one or two emails about the event, but we did not mange to get into regular contact, so I set out to prepare a plan for the day. I worked around building a PowerPoint presentation holding a set of revision questions and answers, and a very brief review of key topics for each book.
I sent this email to Robert about my thinking:
I have also worked through the "S207 Revision Examples". This is pretty good for the core of our session. I am thinking of turning it into a PowerPoint-plus-whiteboard activity. I would want to emphasise thinking physically about each problem first. For each book we could have a slide of some key physics issues. Then a Question slide. I would ask the students (as a group) to explain the issues and the physics solution method, then let them work it out in small groups. Then a slide of the 'official answer' (or our own version on the whiteboard).
I soon followed that up with an another idea:
This is another new tutorial topic for me! The tutorial falls in the early part of S207's Book 7. Therefore I only really need to consider material on reasons physicists developed quantum theory, wave-particle duality, Heisenberg's uncertainty principle and the one-dimensional time-independent Schrodinger equation for square wells and barriers.
I want to emphasise physical thinking as a means of getting into the maths. The material on the Schrodinger equation is quite mathematical and complex.
I decide to focus on the role of standing waves. These could be waves in a glass of wine (or cup of coffee), or in a skipping rope. I want to show how the confinement of the waves leads to discrete wavelength values, which then give rise to discrete energy values - quantization.
I sketched some one-dimensional standing waves on a rope, and wrote down expression for the possible wavelengths in terms of the length of the rope. Then I put these values into sine and cosine wave functions. These are the permitted waves that can 'stand' on the string.
To prepare the actual tutorial material I started to build a PowerPoint presentation. Individual slides were prepared by making use of MS Paint (sketching diagram and graph axes), constructing a series of sine and cosine graphs with Excel, and preparing images of equations in the MS Word equation editor. Student interaction was designed in with some simple quiz questions, by asking students to sketch curves onto my graph axes, and by asking students to do their own algebra.
A copy of the PowerPoint is available here.
I decided to deal with magnetic induction first. during the planning, I working through an explanation of the topic based on Faraday's law. But then I decided instead to use last year's TMA question about the transformer. I found that I could include Faraday's law nicely within this.
In practise, this provided a useful opportunity to discuss the merits of "remembering nothing - so there is less to forget in the exam"! The transformer equation is simply obtained directly from Faraday's law.
The lens calculation proved effective during the tutorial. Students were unclear about how to address even this simple two lens system. We discussed real and virtual images and the 'real is posiive' sign convention. I explained that the lenses are simply handled individually, in turn, working out image and then object distances.
The laser diffraction experiment went down very well. A student commented afterwards that he would have been disappointed if we had not done something like this - and he mentioned the value of our bouncing ball demonstration and discussion at the first tutorial.
The experiment task was to work out the ratio of the wavelengths of the red and green light from a laser pointer, using the grating equation. We also estimated the uncertainty. In fact we got exactly the ratio that is obtained from the wavelengths marked on the laser. This supported the uncertainty calculation of +/-0.01
Overall this seemed to be an enjoyable session, with a strong emphasis on using physical principles. I could repeat this next year.
After the session I had an email from a non-attender asking for information from the tutorial. I placed versions of the transformer and lens questions on the tutor group forum, with some tips to help guide the reader.However, there was no student discussion of this material and when I spoke to the student a couple of weeks later he had clearly not used the material.
[6 March 2013]
The S207 (The physical world) tutorial is face-to-face for Book 6 (Dynamic fields and waves). It will be followed a couple of week later with an Elluminate sesion.
The topics the students should have covered at this point are time-varying magnetic fields and induction, waves and ray optics.
The TMA has questions on induction, diffraction and relativity. I plan to leave relativity to the Elluminate session.
Last year my tutorial reviewed some tricky questions from the preceding TMA, and included a diffraction experiment for the students to carry out.
I decided that there is no need this time to review the previous TMA. I should provide something on the electrical work - emphasing physical principles.
I also found an old exam question on the use of the lens equation, which I think is instructive for sign conventions and selection of rays for ray tracing. I might extend this into a wider discussion of optics - and perhaps take along a telescope.
My own interferogram software might be used to illustrate wavefronts.
I will also take a spectroscope to allow students to look at spectra.
[6 march 2013]
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