Recent content by NFuller

  1. NFuller

    Possible Ball Lightning Event Recorded in a Wildlife Preserve - April 30, 2016

    I don't think that is what is normally called "ball lightning", but it could be some other anomalous electrostatic discharge from the storm. The videos I have seen which purport to show ball lighting show a small spot of light that moves very fast between clouds or from the clouds to the...
  2. NFuller

    Stargazing How Can You Improve Your Amateur Solar Imaging Techniques?

    Thanks for the advice. I just started looking at Ha solar filters so I haven't really decided what to go with. The daystar filters look very nice, but you definitely pay a premium on them... $10000 for 0.3A :))
  3. NFuller

    Stargazing How Can You Improve Your Amateur Solar Imaging Techniques?

    Currently, I don't, but I have been thinking about getting an Ha setup for my 80mm and a white light filter for the 8" from 1000 oaks optical. I've heard many good things about their products. Here are the links below. http://thousandoaksoptical.com/shop/solar-filters/full-aperture-solarlite/...
  4. NFuller

    Stargazing How Can You Improve Your Amateur Solar Imaging Techniques?

    Thanks, I've been happy with it so far. The other scope is a celestron EdgeHD 800. I use this one for smaller objects like planets and galaxies.
  5. NFuller

    Stargazing How Can You Improve Your Amateur Solar Imaging Techniques?

    I have a celestron cgx mount I use for this as well as another scope.
  6. NFuller

    Stargazing How Can You Improve Your Amateur Solar Imaging Techniques?

    Yep, that's it. Yes. I don't know much about those scopes, but I'm sure they are of good quality. I believe it is a FPL53 doublet...
  7. NFuller

    Stargazing How Can You Improve Your Amateur Solar Imaging Techniques?

    Nice choice, Skywatcher has been known to put out some good equipment for a reasonable price. I actually just purchased my first refractor a few weeks ago: a Skywatcher esprit 80mm. But of course, I haven't had a clear night since I bought it!:frown:
  8. NFuller

    Statistical Mechanics Part II: The Ideal Gas - Comments

    Yes, that was a typo. These should be fixed now. I was originally doing the derivation with dimensionless variables but then later switched to dimensionful variables, but forgot to change this in the article.
  9. NFuller

    Statistical Mechanics Part II: The Ideal Gas - Comments

    You're right that I never proved that using Planck's constant yields the correct discritization of the space space. Rather, I assumed it a priori as a reasonable guess which yields the right answer. It's also true that dividing the volume by Planck's constant doesn't really mean anything...
  10. NFuller

    Statistical Mechanics Part II: The Ideal Gas - Comments

    Yes, I intend to do a few more parts as time permits.
  11. NFuller

    Statistical Mechanics Part II: The Ideal Gas - Comments

    Greg Bernhardt submitted a new PF Insights post Statistical Mechanics Part II: The Ideal Gas Continue reading the Original PF Insights Post.
  12. NFuller

    Statistical Mechanics Part I: Equilibrium Systems - Comments

    That's strange, do you have any idea what could be causing this? It looks normal on my computer.
  13. NFuller

    Download Linux on Windows - Step-by-Step Solutions

    Just to mention, If you are running Windows 10, it comes with a built in Linux subsystem that you can turn on very easily. I've been using it for over a year to compile Python and C++ code with no problems. https://docs.microsoft.com/en-us/windows/wsl/install-win10
  14. NFuller

    A Can indistinguishable particles obey Boltzmann statistics

    The chemical potential of an ideal gas is a function of ##N##, ##V##, and ##T## or simply ##P## and ##T##. $$\mu=kT\ln\left(\frac{\lambda^{3}N}{V}\right)=kT\ln\left(\frac{\lambda^{3}P}{kT}\right)$$ where ##\lambda=h/\sqrt{2\pi mkT}##
  15. NFuller

    A Can indistinguishable particles obey Boltzmann statistics

    This is generally justified a priori by stating that there is no directional preference in the momentum, so the points are uniformly distributed on the sphere. You may be right. I think I have heard of people trying to prove the a priori arguments given and they always fail miserably.
Back
Top