Recent content by pchu

  1. pchu

    Casimir force experiments under environmental EM noises?

    I've always been curious about how rigorous are the Casimir force measurements carried out, because a couple of years ago I read some news about people inventing perpetual motion machine which turned out to be draining power from environmental EM noises, say, radio station, wifi, 3G/4G that keep...
  2. pchu

    I Is Flamm's paraboloid a paraboloid?

    Lucky for you, cause I've seen people calling it paraboloid surface or something in several literatures. In another book, the author even explains that the paraboloid is a parabola rotating around its axis of symmetry (which is generally correct but not in this case), which made me feel WTF for...
  3. pchu

    I Is Flamm's paraboloid a paraboloid?

    Alright, then we do agree that this "Flamm's paraboloid" is NOT what mathematicians defined as "paraboloid", that whenever we mention it, we should call it "Flamm's paraboloid" as a whole, right? I think that it's like we don't rotate an ellipse around an arbitrary inclined axis and call that an...
  4. pchu

    I Is Flamm's paraboloid a paraboloid?

    But then the Flamm's paraboloid looks nothing like a well-defined paraboloid!? Can we just rotate a parabola around an arbitrary line and call that a paraboloid!?
  5. pchu

    I Is Flamm's paraboloid a paraboloid?

    No, that's the picture for spherical incompressible fluid in vacuum, which has nothing to do with the Einstein-Rosen bridge model.
  6. pchu

    I Is Flamm's paraboloid a paraboloid?

    But if we rotate it around the ``correct'' axis to get the real paraboloid of revolution: https://en.wikipedia.org/wiki/Paraboloid Now it looks nothing like the ``Flamm's paraboloid'' (or, Einstein-Rosen bridge)...
  7. pchu

    I Is Flamm's paraboloid a paraboloid?

    The shape of the Einstein-Rosen bridge is often visualized/modelized with the Flamm's paraboloid, and many other references have also stated clearly that it's a "surface of revolution of a parabola". But as far as I can see, when we rotate the parabola w^2 = 8M(r-2M) (in natural units c=G=1)...
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