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No, unless you can identify a mass that would create such a huge gravitational field.
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Everyone is entitled to his own opinion, but not his own facts. |
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1) Relative to everything? If the universe is expanding, and we are not shrinking, thus making the universe expand, then the universe would have to be expanding relative to everything. The question is, is time-space expanding? If so is it expanding relative to everything? This is what I have a hard time believing in. 2) The distant objects would be redshifted more because of distance needed to travel. As we sink into a well all distances are further. Thus making very distant objects further away. 3) The same could also be true about the world being flat and that planets and stars rotating around the earth. How many years was that theory taken as absolute truth. 4) A black hole? , The center of our galaxy, or our galaxy as a whole?, the things that make galaxies move? |
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The universe is expanding, and everything contained in the universe is moving relative to everything else. Not necesserily at the same speeds. This is because inflation left large area's of the universe expanding at different speeds, as strange as this sounds. Space and time is certainly expanding. If it isn't, then we need a better explanation to why things are moving about in a static vacuum.
There is also no center to the universe Tommac. |
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"It's over you head now. Time to get some professional help." - My fortune cookie from lunch Ned Wright's Cosmology Tutorial Usenet Physics FAQ |
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In a word, no. I know of no part of mainstream science that says this. If you want to speculate about time expanding, take it to ATM.
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"It's over you head now. Time to get some professional help." - My fortune cookie from lunch Ned Wright's Cosmology Tutorial Usenet Physics FAQ |
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You're very good at running your mouth off, and by the quality of your arguements, you don't know any relativistic concepts correctly.
It won't go to ATM, because it is well known that space and time are a continuum. They are the same thing. |
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That is a dreadful attempt at an analogy. In ancient times people believed the Earth to be flat because it looks that way locally, and our early ancestors had not yet learned to do the observations that would indicate otherwise. Aristotle and his fellow Greek scholars inferred that our planet was spherical and were able to estimate its size pretty closely.
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It is true that space and time can be considered as part of a single construct aka space-time continuum. But they are separate, distinct dimensions. Expansion in the dimensions of space does NOT automatically imply expansion in the dimension of time.
If you have math to "prove" this, sure, show it... in ATM.
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"It's over you head now. Time to get some professional help." - My fortune cookie from lunch Ned Wright's Cosmology Tutorial Usenet Physics FAQ |
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Special Relativity
1. Special Relativity and Flat Spacetime involve deep understanding into the spacetime interval — the metric — spacetime diagrams — vectors — the tangent space — dual vectors — tensors — tensor products — the Levi-Civita tensor —electromagnetism — Lorentz transformations — differential forms — worldlines — proper time — energy-momentum vector — energy momentum tensor — perfect fluids — energy-momentum conservation index manipulation, and more. In these relativistic principles, we need to know some concepts. Minkowski’s flat vector spacetime is best used in physics today. It is given as (-, -, -, +) or (+,+,+,-) and with a matrix of, and in special conditions, can be written as (0,0,0,0) in zero-dimensions: …..1000 …..0100 N=0010 …..0001- The following equations are called ‘’Cartesian’’ coordinated systems, and they describe the distance between two points: s^2 = (∆x)^2 + (∆y)^2 In a rotated system, we twist coordinates around in space, and we find them as a geometry of distance. The new coordinates are given as: s^2 = (∆x′)^2 + (∆y′)^2 Being almost identical math, they are easy to remember. In this case, we say that distance is an invariant of these equations. More interesting is that we learn that time is also an invariant of space. Because of this, we can therefore find the following equation describing a spacetime interval: s^2 = −(c∆t)^2 + (∆x)^2 + (∆y)^2 + (∆z)^2 Where (t, x, y and z) are the coordinates of spacetime, because we can rotate space, and find a corresponding value with time, and this is why we say that space and time are one thing. All these equations lead to many more equations, just as Lorentz Boosts which derive from the mathematics described by Galileo, and his coordinates are given through the variables: x' = x − vt y' = y z' = z t' = t We therefore give the spacetime metric a 4x4 matrix. Time coordinates are found as being invariant to the system. We then have the formula, s^2 =n_μ_v∆x^u∆x^v We can simplify the transformation in spacetime into a more arbitrary equation, x^u → x^u ’ = x^u + a^u Where aμ is a set of four fixed numbers. Translations leave the differences ∆xμ unchanged, so it is not remarkable that the interval is unchanged. The only other kind of linear transformation is to multiply xμ by a (spacetime-independent) matrix: x_μv’ = Lamba^u’_v x^v |
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Occams Ghost you are painfully close to another suspension with your rude post above. Tone it down.
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Insanity: doing the same thing over and over again and expecting different results. Albert Einstein |
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Hence my original post ''The universe is expanding, and everything contained in the universe is moving relative to everything else. Not necesserily at the same speeds. This is because inflation left large area's of the universe expanding at different speeds, as strange as this sounds. Space and time is certainly expanding. If it isn't, then we need a better explanation to why things are moving about in a static vacuum.
There is also no center to the universe Tommac.'' You will find answered Tommacs questions in post 3. |