DanMP

I did:

The mass of an object is not "gravitational information"? If, let's say, a new particle appears in a place, or a star collide with an antimatter star, how the information about the new/missing mass/gravitational pull travels, faster than light would travel?

I don't understand. Please elaborate.

The delay must be more than the length of the chirp (0.2s). That's all it takes for part of the mass to disappear from the chirp. As the separation between BHs diminishes, more mass seems to disappear, increasing the strength of the signal. The frequency "continues to increase in frequency in a smooth fashion" because the orbital frequency does.

I explained GWs (specifically the one and only signal we received), not the whole thing, not the calculation of BBH. Of course GR is needed to identify and describe how BBH was, but from there on GWs can be explained as I did. My explanation is not an alternative to GR, but a way to understand what GR produced. What you are asking is like "show me how you calculate, using rubber sheet analogy for gravitational wells, the orbit of Mercury". You use GR to calculate. A simple explanation is just a (possible) way to present GR effects to non-physicists or physicists not involved in GR. Maybe after we'll receive more signals, my explanation will fail. But maybe not. Let's wait for more facts.

Chirp mass? Of course both masses are included ... when you calculate orbital frequency. And chirp frequency is twice the orbital frequency, because: There are two maxima (M1+M2) and two minima (M1 or M2) per orbit. First, it was you who noticed: Second, when BHs are very close, as they were during last 2-4 orbits (the chirp), we still have Shapiro delay even when they are not exactly "side on". It's not the BH that "masks", is its "gravitational well" or "EH", and they are bigger then the BH ... You can see that the signal increases towards the end, probably because the masking effect is bigger when very close. Shapiro delay is part of mainstream relativity, so yes, the GR prediction probably included it. But with my Shapiro delay idea you don't have to explain someone the whole math behind "hours of supercomputer time". It is simple, logical, intuitive and in agreement with GR.

Not waves but gravitational pull. See here: http://www.physics.usu.edu/Wheeler/GenRel2013/Notes/GravitationalWaves.pdf

Here: http://arxiv.org/pdf/1511.01901.pdf I found this: and the 2 BHs that merged were much closer ... From here: https://en.wikipedia.org/wiki/First_observation_of_gravitational_waves I found this: It's enough? Nice "gift" for my birthday. Thank you.

If light goes very close to a BH, it never gets out. When it passes far enough, there is no delay. So, from a certain distance, with a certain orientation (angle), the delay may be bigger than "the chirp". 150 degrees (as it probably was) may be good enough, see above.

If the information (about mass, gravitational field, etc.) from BH-1 propagates as light does in free space, with constant speed c, than, if light is Shapiro delayed near a BH, that information from BH-1 may also be Shapiro delayed when it passes near BH-2 (placed between BH-1 and the Earth). I don't know exactly (it depends on BH mass and how near it passes), but if the delay is bigger then the whole "chirp" (few seconds?), the information (gravity pull) from BH-1 when is behind BH-2 would arrive (long) after the chirp, giving the impression that BH-1 disappeared ... The same is valid with BH-2 pull when it gets behind BH-1. This is a good (extra) reason for a GW: By the way, if this Shapiro delay idea is not good/important, then we should have big enough GWs from there long before the chirp/merger, because the BHs are moving fast enough long before the "crush". Did they record them? My Shapiro delay idea has (maximum) effect only when the BHs are very close to each other, right before they merge, as it happened ... The angle of observation was also just right for such an effect ... Do you think that it was a coincidence?

Yes, you are right (thank you), it's about the probable angle of the orbital plane with our line of site for the signal we received. As I read in your link (thanks again), perpendicular to the orbital plane "both polarisations are present but are out of phase, so this represents purely circularly polarised radiation". Along the x-axis "is pure +-polarised radiation". "At directions between the ones we have calculated there will be a mixture of polarisations, which leads to a general elliptically polarised wave. By measuring the polarisation received, a detector (or network of detectors) can measure the angle of inclination of the orbital plane of the binary to the line of sight." So, my simple explanation is valid only (or mainly) for the (one and only) signal we received. For now and for this thread is enough. Maybe I will get back to it later, in another thread. About "made-up stuff", Shapiro delay is in mainstream Relativity and the idea that gravity travels with the speed of light is taken from here: "As the binary evolves in its orbit, the masses change their position with respect to you, and so the gravitational field must change. It takes time for that information to propagate from the binary to you — tpropagate = d/c, where d is the luminosity distance to the binary." (the link was posted by swansont, see #50 - thank you swansont).

Not a joke, just a misunderstanding. Read here where and how is the right answer. If the line of sight is perpendicular to the orbital plane (0o or 180o in the figure), the signal is 0 or close to 0. Close to 0 is also seen from the orbital plane (90o). "The best fit shows the angle between the line of sight and the angular momentum vector of the system is about 150 degrees". With this problem solved, I can finally reveal my simple, logical, intuitive explanation for GWs: Black holes (BHs) are surrounded by "gravity wells". If gravity "travels" with the speed of light, then close to a BH, we should have/see a delay, as in Shapiro time delay. If this delay is big enough (minutes, hours), in the final seconds before merging, the "gravity well" of the BH in the front appear to mask the gravity pull of the BH in the back. So we have/"see" M1+M2 when the BH's are side by side and M1 or M2 when they are one in front of the other. This alternance of apparent mass produces the waves, the signal we detected. This is in agreement with relativity (Shapiro delay is explained by GR). Also, it explains the frequency and the fact that on the perpendicular the signal is close to 0. The fact that in the orbital plane the signal is also close to 0 is due to the fact that there is a common "gravity well" that delays and distorts the signal. Why this is not happening in the line of sight (150 degree) it can be easily explain with my relativity (the delay & distortion is smaller above that line/angle). Robittybob1, are you satisfied with my logical explanation? mod edit (17Mar) ! Moderator Note This has been split from the main forum discussion on Gravitational waves http://www.scienceforums.net/topic/93472-gravitational-lens-and-gravitational-waves-question/

Another simulation. For some reason the distant observer position is always in (or close to) the orbital plane ...

So, the signal ("ripples") that can be detected in a place straight above/below the orbital plane of the merging black holes may be different than the signal that can be detected in a place situated at the same distance but close to the orbital plane? How different? Which one is bigger? How was Earth situated in relation with the orbital plane of the black holes in the actual/recorded case?

I can wait. Anyone else?

English is not my first language. I meant "in a similar way as in #12", not identical. You will see.

I don't need to. I calculate time intervals as in #12. You mean how "Sagnac in free space" is relevant for "a better understanding on how light travels through transparent materials"? Materials are made of atoms. The atomic nucleus is very very small compared to the size of the atom. The electrons in the atom are even smaller. So, it is plenty of "free space" inside an atom. Therefore, any material on Earth consists mainly on "free space" At least half of Sagnac in materials calculation is "Sagnac in free space" calculation. I will post it (+ Fizeau), but not today. I need some time to figure out how to insert it here (few pages with equations and images). I also have to make a "forum version" from my 2 versions. This may take some time, and I don't have very much for forum activities. Please be pacient.

Are you sure that we would get the same signal from the merging BH, no matter if we are in their orbital plane or perpendicular to it? How it was in the actual/recorded case?

As far as I understood, the gravitational waves detected were from 2 black holes that merged. My question is: the waves were emitted/detectable in all directions, including straight up/down from the orbital plane?

Ok, it seems that we both misunderstood. I believed that you consider the Sagnac effect in vacuum explanation relativistic just because it relies on the fact that the speed of light in vacuum in the lab is c. [in fact you wrote (#27): "any calculation that relies on c being invariant is a relativistic calculation, as that is a postulate of special relativity".] That's why I tried to explain that the fact that the speed of light in vacuum in the lab is c, is not necessarily from relativity, not a relativistic calculation, but a result of experiments and of Maxwell equations, and that the explanation does not use the fact that c is constant in all inertial frames. You, on the other hand, believed that I rely on aether, although I wrote many times that I'm not, that I know that the speed of light in vacuum in the real lab is c due to relativity (that's why I proposed to use non-Lorentzian instead of non-relativistic). You seem to ignore that and for some reason wrote the stupid (sorry) conclusion below: So, again, forget aether! My point is that we can have good non-Lorentzian explanations for Fizeau and Sagnac. And if we can, we should be interested in such an explanation for a better understanding on how light travels through transparent materials. Do you understand/agree now?

Non-Lorentzian means that it not uses Lorentz transformation, as in Sagnac effect in vacuum. Yes, but the water/cable moves. Mordred, to understand "my postulate" you have to go back in the linked thread, or to wait until I decide to post the full "story". I'm not sure that I will post it in "scienceforums.net", since I didn't get any positive feedback in a month, and in this thread I had to explain again and again the same thing and no one seem to understand, care or agree with anything.

Ok, then again, non-Lorentzian, not non-relativistic, although the fact that the speed of light in vacuum in one frame is c, is not due to a relativistic calculation. If you want a calculation for it, then why not Maxwell calculation? And forget aether. It's not about aether vs.relativity. It's about the fact that a calculation is not relativistic only because it uses c as the speed of light in vacuum in the lab frame. It agrees with relativity but is not a relativistic calculation!

If this is your answer, it's not very clear, that's why I asked again. Anyway, if you think it is possible, why are you not interested in such a theory? It may offer a better explanation on how light travels through transparent materials. Or it can test current theories (on how light travels through transparent materials) ... Who said I don't have experiments able to prove my theory? See here. There are more. Why exactly?