Recent content by ExtravagantDreams

  1. ExtravagantDreams

    Does pumping for speed really work?

    town=turn. Also, not sure if carving is the appropriate word, but I didn't want to call it a bottom turn, since it's not at the bottom.
  2. ExtravagantDreams

    Does pumping for speed really work?

    that was misspelled
  3. ExtravagantDreams

    Line, surface and volume integrals

    In theory one can also integrate a scalar or vector field within volume with some directional vector. This would come up if you extended the divergence theorem to a four-dimensional space.
  4. ExtravagantDreams

    Does pumping for speed really work?

    sophiecentaur, Ok, I see what you are saying now. You're right that it only makes sense to pump on the face of a wave. Buf if I assume your argument for how pumping works is correct, I should be able to pump on an "ordinary" wave, since the front of non-breaking waves still move up, just not...
  5. ExtravagantDreams

    Electron Diffraction - One Electron Through Double Slit

    Quantum mechanics! It's a problem of statistical mechanics really. Individual particles don't move in a deterministic fashion, but with probabilities. The reason there is still an interference pattern is that each particle has a probability of going on some particluar path. Since the particle...
  6. ExtravagantDreams

    Does pumping for speed really work?

    I feel like no one read the whole thread. sophiecentaur, I was only making a pertubation to a simplified problem. I realize it is indeed extremely complex. But getting nowhere on an difficult problem is much worse than making a simplification. Yes the front of a breaking wave moves upward...
  7. ExtravagantDreams

    Does pumping for speed really work?

    I was simple making as estimation to compare how much the average kinetic energy drops if the motion goes up and down (without doing work). This was to see if it is comparable to the energy that is put in by doing the work.
  8. ExtravagantDreams

    Does pumping for speed really work?

    huh? I meant the pumping action as a sinusoidal oscillation.
  9. ExtravagantDreams

    Electron Diffraction - One Electron Through Double Slit

    Well, there is some interaction due to the edges, which is why one can obtain diffraction from a single slit. The electrons usually have low enough energy that they elastically scatter. Actually to clarify, Young's double slit experiment refers to interference, due to the two slits. It also has...
  10. ExtravagantDreams

    Electron Diffraction - One Electron Through Double Slit

    A single electon will create a single spot on a flourescence screen, hardly a diffraction pattern. But, quantum mechanics mantains that each electron will still follow the rules of feynmann paths. Hence, it is in a superposition of all pathes and will on average create a diffraction pattern...
  11. ExtravagantDreams

    Understanding How X-Rays Work: Explained by an Expert

    Yes, diffraction does occur, hence the loss in transmission. But, medical x-ray sources are not coherent, so you will not see a diffraction pattern. Secondary scattering can smear out an image, but this is a very small effect. Yes, if the transmission is very low through some dense region...
  12. ExtravagantDreams

    Why you call momentum for momentum?

    Momentum comes from the Latin word Mótus, meaning movement or motion. Hence it is associated with velocity. Impulse comes from the Latin impulsus meaning to push. Hence it is associated with Force.
  13. ExtravagantDreams

    What are the best books for understanding vector calculus and analysis?

    For Vector Calculus I like J. Marsden (CalTech) & A. Tromba (UCSC). But like wolfsy said, if you are trying to conceptualize things, a book on E&M. Feynman isn't super mathematically intensive. Griffith is a standard undergrad E&M text; some people love it some people hate it. Jackson is a grad...
  14. ExtravagantDreams

    Simple integral, example or general solution correct?

    Yes of course. v is the indefinate integral of v' and not over the boundary of the initial region. I should have realize this before. Thanks! Then, is there anything to be done without knowing the exact form of f(k,x)?
  15. ExtravagantDreams

    Integration by parts, can you do this?

    Yes, it's a book. Usually for graduate level, but the section on calculus of variations is just an ellaboration of what you've probably already learned. This method uses integrating along a parametized line, which is something you learn early on in vector calculus. I think what throws many...
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