Gravitational Lensing : Eddington Experiment

Can anyone answer that light (photon) closer to the periphery of a massive Galaxy gets bent (Thats mainstream lensing) but the outermost star (or object) is comfortably wandering around, it does not get pulled inside. If the light is bent (or curved) than imagine what would happen to star inward...but it does not happen.


[1] Photons/light is massless, although it does have momentum, and it also follows geodesics in curved spacetime.
[2] The star at the periphery of the galaxy is also following a geodesic in curved spacetime, but they follow different geodesics due to differences in other properties such as mass, direction, inertia, speed etc
or as PhysBang says, an orbit.
So far all we see from you is the usual prancing about.


I'm still flabbergasted that our divine friend could ask such a question which is answered so simply correctly.
How could anyone participating in an astronomy/cosmology thread, not be able to know what an orbit is, or curved spacetime, or a geodesic! :eek:
No wonder this has gone on for near fifty pages. :rolleyes:
 
I'm still flabbergasted that our divine friend could ask such a question which is answered so simply correctly.
How could anyone participating in an astronomy/cosmology thread, not be able to know what an orbit is, or curved spacetime, or a geodesic! :eek:
No wonder this has gone on for near fifty pages. :rolleyes:

As I said, you don't understand the import of such complex questions.....it will need some more time, I will educate you..Physbang claiming to be a PHD has also failed so you are quite far off as of now to understand this.
 
As I said, you don't understand the import of such complex questions.....it will need some more time, I will educate you..Physbang claiming to be a PHD has also failed so you are quite far off as of now to understand this.
:smile: Yet as this forum knows, it's your threads that are being shifted to pseudoscience ;)
You are only fooling yourself my friend, but that's easy I would imagine.
 
1.
First and foremost what is weak field approximation ? this question was asked to Physbang, he avoided...
This is why I call you a liar: because you lie, and in particular lie about me.

The "weak field approximation" was discussed, with several links, before you asked your question. All answers were there.
 
Nobody who uses the weak field approximation thinks that they are using something that faithfully represents the metaphysics of the world, however.

What do you mean by "metaphysics"? Do you think the concept of spacetime is metaphysical ?
 
What do you mean by "metaphysics"? Do you think the concept of spacetime is metaphysical ?
What I mean is that people who use the weak field approximation do not feel that they are using something that represents "what is really going on", so to speak. They use it because they know that it gives them results within an allowed amount of accuracy.

It is often metaphysics when one asks about the nature of space and time. In this case, I meant that those using the weak field approximation do not feel that the model they are using is a faithful representation of the contents of the physical system and its relationships.
 
What I mean is that people who use the weak field approximation do not feel that they are using something that represents "what is really going on", so to speak. They use it because they know that it gives them results within an allowed amount of accuracy.

That means the "Physical reality of spacetime" is not very much well defined.

It is often metaphysics when one asks about the nature of space and time.

Space and time are very much well defined in Physics. I dont think they are metaphysical concept.

In this case, I meant that those using the weak field approximation do not feel that the model they are using is a faithful representation of the contents of the physical system and its relationships.

Maybe you are correct because Newtonian model does not work in the strong gravitational field and in the weak gravitational field the concept of "curvature of spacetime" becomes meaningless in terms of its Physical reality.
 
That means the "Physical reality of spacetime" is not very much well defined.
Not at all. It is extremely well-defined. It's just that its not always useful to go to the greatest lengths in physics to get a useful result.
Space and time are very much well defined in Physics. I dont think they are metaphysical concept.
You are free to think what you will.
Maybe you are correct because Newtonian model does not work in the strong gravitational field and in the weak gravitational field the concept of "curvature of spacetime" becomes meaningless in terms of its Physical reality.
The curvature does not become meaningless in terms of physical reality. What happens is that it becomes less useful to use it in our calculations than it is to use calculations based on a kludge.
 
Not at all. It is extremely well-defined. It's just that its not always useful to go to the greatest lengths in physics to get a useful result.

Can you explain the "physical reality of spacetime" in terms of its curvature, in the "weak field approximation" where it is "flat spacetime" ?
 
Can you explain the "physical reality of spacetime" in terms of its curvature, in the "weak field approximation" where it is "flat spacetime" ?
There is no "weak field approximation" in reality. The "weak field approximation" is a useful fiction. It is a technique used for calculating that gives an error, but only a very small error in certain circumstances.
 
What do you mean by "metaphysics"? Do you think the concept of spacetime is metaphysical ?
You need to pay attentoon. Right now I think you're looking for some reason why using weak field analysis isn't the right thing to do regardless the goals of the analysis. Regardless Physbangs attempts to answer your questions?
 
I think you are not able to answer my above question.
Of course I cannot answer incorrect questions. When do you stop to eat small children?

There is the possibility that one and the same solution is, in one interpretation, described as a flat spacetime with something which distorts measurements, but in another interpretation as a curved spacetime.

There is the Newtonian approximation of GR, where a Newtonian potential, which would live in Newtonian theory in a flat spacetime, is used to define a metric which defines a curved spacetime.

In the weak field approximation, GR is Newtonian Mechanics.

No. In the weak field approximation of GR you have time dilation, in Newtonian mechanics not.
 
This is why I call you a liar: because you lie, and in particular lie about me.

The "weak field approximation" was discussed, with several links, before you asked your question. All answers were there.

Refer my post #938, you are making false accusations...I did specifically asked you about the point, when you claimed about some point of demarcation sort of between GR and Newtonian.. You are 'the liar' not me, all along you have been tacitly supporting that lensing deflection figure in this thread and countering me, but when you realised that it has incorrect deflection value from GR perspective, you backed out..and started claiming that you never said so..You still have to answer on your PhD specialization ? James felt that you never claimed.
 
No. In the weak field approximation of GR you have time dilation, in Newtonian mechanics not.

That what I was maintaining all along that Newtonian Universal Gravity is conceptually different from so called Newtonian Gravity in GR (Approximation of GR).....

I am yet to see the exact application of GR maths, its approximation everywhere. Orbital Motion - Approximation, Mercury precession - Approximation, Lensing - Approximation, Schwarzschild Solution - Approximation (Assumption of non spinning etc). Gravity - Approximation (simply because effect of multiple bodies on a test particle is a hopeless situation mathematically in GR).

So, what is so elegant about GR ?
 
I am yet to see the exact application of GR maths, its approximation everywhere.
So, what is so elegant about GR ?
Nobody cares much about exact solution. If people talk about elegance, they talk about aspects of mathematical beauty which have nothing to do with the existence of exact solutions. It is more about the nice thing that the equation for moving particles is exactly the same mathematics than the equation for geodesics in a metric. This is something mathematicians like a lot - mathematical connections between completely different things.
 
Refer my post #938, you are making false accusations...
OK, so you are lying again. Why you feel the need to lie specifically about me so often I do not know, but please stop.
I did specifically asked you about the point, when you claimed about some point of demarcation sort of between GR and Newtonian..
Yeah: they are different theories, so one need only look at their different content to find a demarcation between them. If you do not understand this, then how can you hope to understand any physics.
You are 'the liar' not me, all along you have been tacitly supporting that lensing deflection figure in this thread and countering me, but when you realised that it has incorrect deflection value from GR perspective, you backed out..and started claiming that you never said so..
I supported the idea that one can have a straight line in GR. I don't care what picture you used.
You still have to answer on your PhD specialization ? James felt that you never claimed.
My credentials do not matter because I am not making an argument from my authority. I was merely being conversational with another poster. You like to talk about your own authority and attack others rather than address significant points.
I am yet to see the exact application of GR maths, its approximation everywhere. Orbital Motion - Approximation, Mercury precession - Approximation, Lensing - Approximation, Schwarzschild Solution - Approximation (Assumption of non spinning etc). Gravity - Approximation (simply because effect of multiple bodies on a test particle is a hopeless situation mathematically in GR).

So, what is so elegant about GR ?
Every. Physics. Application. Is. An. Approximation.
 
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