Re: Hobba's misconceptions



Bill Hobba wrote:
> <surrealistic-dream@xxxxxxxxxxx> wrote in message
> news:1134317574.120054.40230@xxxxxxxxxxxxxxxxxxxxxxxxxxxxxxx
> > Mike wrote:
> >> Bill Hobba wrote:
> >>
> >>
> >> [snip]
> >>
> >> > >
> >> > > In the mean time, let's try an example: Consider Einstein's claim
> >> > > that
> >> > > Newton viewed acceleration as with respect to absolute space (or
> >> > > inertial space).
> >> >
> >> > Inertial space????????? - there are inertial FOR's. Before proceeding
> >> > to
> >> > discuss physics learn enough of the language to discuss it
> >> > meaningfully.
> >> >
> >>
> >>
> >> Now surealistic, I hope you get the idea of what kind of people you are
> >> dealing with. First, they come in these ng's and throw in their
> >> misconceptions, they pretend to be experts, but when they cornered and
> >> are proven to be idiots they will continue the conversation and try to
> >> grap and phrase they can in order to attack you and tell you that you
> >> have to learn the subject.
> >
> > I'm not happy that Hobba dissed me, but I also am not happy that
> > posters here call each other names, like you do to others. Is this NG a
> > return to high school immaturity and posturing?
> >
> >>
> >> Hobba, you are the one who needs to get formal education in physics and
> >> not surealistic. In this tread and other, it is evident surealistic has
> >> a deep understanding of the issues involved in mechanics but you have
> >> shown complete misunderstanding and confusion.
> >>
> >> Inertial space idiot? That is a term used in orbital mechanics all the
> >> time imbecile Hobba. Seefor yourself:
> >>
> >> http://www2.jpl.nasa.gov/basics/bsf5-1.html
> >>
> >> I hope you can use Edit-Find-Inertial space.
> >>
> >> Definition: inertial space. A frame of reference defined w.r.t. the
> >> fixed stars.
> >
> > I may be using the term a little differently than JPL does, though
> > related, of course. A space is a union of things. Physical space is a
> > union of physical points; inertial space is the union of all inertial
> > FoR.
>
> Hold on here. What is a physical point? What makes it different from the
> usual concept of point as something that has position and no size? How do
> you know the position of a point without a coordinate system? The
> mathematical union of all inertial FOR's is not a FOR (it is a set of FOR's)
> so how can anything be stationary wrt to it?

Yes, these frames are coordinate systems. However, the context is
acceleration, not position or velocity. Give me a chance to read Landau
and I'll get back to you later. In any case, I have my doubts about
your claim on Landau's behalf that Newtonian mechanics can do without
absolute space. I reproduced for you a variation of Einstein's thought
experiment about the two fluid orbs in relative rotation to each other
(found in his 1916 GR paper, Dover, 112-113), in which he claimed that
Newtonian mechanics needs invisible absolute space (only alluded to
there, but he spoke often about this defect of Newton's theory in his
essays) to explain the empirical asymmetry. So, we'll see how it goes.

.



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