Recent content by TonyS

  1. TonyS

    Writing a Novel....Have a quandry/qustion

    Jeff, hi, I think it depends which version of the mass cancellation field generator you're thinking about. Obviously not the Mk I as that had a nasty tendency to generate negative inertia fields and promptly self annihilate, so it never got into production beyond the prototype stage. I think the...
  2. TonyS

    Classical Good exercises book for relativistic electrodynamics

    The 'Further Reading' section of Quantum Field Theory for the Gifted Amateur by Lancaster and Blundell recommends V Radovanovic, Problem book in quantum field theory 2nd Edition, Springer, Berlin (2008) 'for those eager to practise, as it contains a useful set of solved problems.' I am not...
  3. TonyS

    When did QM become standard Curriculum

    Dirac would have been giving lectures on quantum mechanics at Cambridge by 1930
  4. TonyS

    Rotational Vectors not merely a bookkeeping device?

    As I understand it, the choice of a right hand rule for defining the cross product is independent of the choice of coordinate system. By convention, the right hand rule is always used in defining the vector cross product, regardless of the handedness of any particular coordinate system.
  5. TonyS

    The lazy time in sofa to learn physics?

    Lev Landau used to work reclining on a sofa - (just saying).
  6. TonyS

    Lifting a square tile by one of its corners

    If you start out with a tile cornered at the origin in the xy plane then lift the corner that was lying at (5,5,0), the corners that started out at (5,0,0) and (0,5,0) will certainly not have the x and y coordinates that you have assigned in your modification of the problem. Cut out a square of...
  7. TonyS

    Lifting a square tile by one of its corners

    Visualise vector displacements along the edges of the tile and think about what happens to those vectors when the corner of the tile is lifted. Then think about how you could use those vector displacements to move from (0,0) to the diagonally opposite corner.
  8. TonyS

    Lifting a square tile by one of its corners

    Try thinking about the problem in terms of vector displacements of the corners of the tile.
  9. TonyS

    Help with a Universal Gravitational Constant

    The square of the period is proportional to the cube of the radius, as you indicated in your original post, aside from a typo, I think. This is one of Kepler's laws, by the way.
  10. TonyS

    I Quantum mechanics is not weird, unless presented as such

    Yes, this was the aspect of quantum mechanics that Landau was discussing.
  11. TonyS

    Help with a Universal Gravitational Constant

    The physics of the problem allows you to find an expression for the orbital period as a function of r, that involves your unknown constants. You know the values of T and r for one particular case, namely the spacestation. The same relation between T and r also holds for the telescope, with the...
  12. TonyS

    Help with a Universal Gravitational Constant

    It is possible to solve your problem without knowing the value of G or the mass of the Earth.
  13. TonyS

    I Quantum mechanics is not weird, unless presented as such

    Landau points out in vol 3 of the course of theoretical physics, that it is impossible to formulate the basic concepts of quantum mechanics without using classical mechanics (paragraph 1). That, surely, qualifies as weird ?
  14. TonyS

    I want to become interested in Physics

    I have found that the way ideas are presented can dramatically affect one's level of interest. Feynman was an inspirational communicator, take a look here, for example http://www.bbc.co.uk/iplayer/episode/p018dvyg/horizon-19811982-9-the-pleasure-of-finding-things-out I don't know what level of...
  15. TonyS

    How can an object move in a straight line?

    callmespitfire, I find your post fascinating, to me it illustrates the difficulty we sometimes have with physics because of the way our mind visualises ideas. You might want to consider the idea of something moving in a straight line to a sufficient approximation, where 'sufficient' is...
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