Gravitational Attraction: Could Dark Matter be Explained?

In summary, the effect of "Dark Matter" could be explained if in the formulae for Gravitational attraction: F = GMm/d^x and x is considered to be less than 1.98, however this is one of the first things that was checked and it doesn't match observations. Dark Matter is definitely out there, but what it is is still unknown.
  • #1
mviswanathan
39
0
Could the effect of "Dark Matter" be explained if in the formaul for Gravitational attraction:
F = GMm/d^x
Where x is considered 2 is wee bit less (may be 1.98 or some thing)
 
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  • #2
No. This is one of the first things that was checked, and it doesn't match observations.
 
  • #3
I have difficulty [or disappointment] believing this is still in doubt, mvis, too many scientists have worked too long and hard to miss on this one. Dark matter is definitely out there. The only question is, what it is.
 
  • #4
Well, Thanks.
Is there is any derivation to arrive at the value of x as 2?
 
  • #5
It's a measured quantity.
 
  • #6
Thanks again.
It is one of the many strange things that is equal to integer 2
 
  • #7
There are alternative theories to Dark Matter which involve modification to the gravitational force law.

The most well-known of these is MOND (Modified Newtonian Dynamics), which initially had spectacularly great success with accounting for galactic rotation curves, but there are various other situations where MOND opponents claim that dark matter is a better explanation. MOND is however theoretically somewhat unscientific and arbitrary, and various attempts have been made to produce a more theoretically consistent equivalent, such as TeVeS or MOG/STVG. Although these theories are more consistent, the modifications are so far somewhat arbitrary and not very appealing compared with the simplicity of GR.

The main practical feature of MOND and of these other theories is that they all effectively give an extra acceleration which instead of being proportional to [itex]M/r^2[/itex] is proportional to the square root of that, [itex]\sqrt{M}/r[/itex].

Although this extra term is very weak and only has a significant effect on galactic scales, the MOND theory postulates that it is somehow cut off below certain absolute accelerations, presumably simply because otherwise this effect could in theory be detectable within the solar system. (It's actually on a similar scale to the well-known Pioneer Anomaly, but doesn't match it particularly convincingly). At least MOG does away with the concept of "absolute" acceleration, effectively replacing this with a Machian concept of acceleration "relative to the fixed stars".

This idea of different effects occurring below some limit acceleration sound very implausible to me, because for example even if a star is accelerating only weakly overall, its component particles are all subject to huge accelerations due to its own gravity. Similarly, what about a double star system (which is very common) or a star and its planets? In the fringes of a galaxy, these would be accelerating around one another at far more than the MOND threshold acceleration, yet somehow MOND is expected to apply if the overall system is accelerating below the threshold limit.

However, the fit between MOND predictions and the measured properties of galactic rotation curves are very impressive.

I personally suspect that one possible explanation is that the MOND acceleration term does occur in nature, but that there is no acceleration cut-off. Instead, this effect could be present even in the weak case, and could be observed within the solar system and possibly even in the laboratory, but in the absence of experiments designed specifically to test for it, it has been ignored or treated as a component of systematic error, because it varies more weakly with r than the standard force. (I'm aware of experiments to search for variation of the force with higher powers of 1/r, but not with lower powers of 1/r than the standard 1/r2. I'm also aware that attempts to measure G in the laboratory have been giving surprisingly variable results. If anyone knows of any experiment which specifically rules out this MOND effect at the laboratory level, I'd be very interested to hear about it).
 
  • #8
One thing that makes me go hmmmmmmm...

Is that all of the dark matter stuff has something to do with missing mass, whereas the Higgs boson (the one remaining missing particle of the standard model) has something also to do with mass. All this is start smell like ether...
 

Related to Gravitational Attraction: Could Dark Matter be Explained?

1. What is gravitational attraction?

Gravitational attraction is the force of attraction between two objects due to their mass. The larger the mass of an object, the stronger its gravitational pull.

2. What is dark matter?

Dark matter is a theoretical form of matter that does not interact with light or other electromagnetic radiation, making it invisible. It is believed to make up about 85% of the total matter in the universe.

3. How does dark matter relate to gravitational attraction?

Dark matter is thought to contribute significantly to the gravitational attraction between objects in the universe. Without the presence of dark matter, galaxies and other large structures would not have enough gravitational pull to hold together.

4. Can dark matter explain the discrepancies in gravitational attraction in galaxies?

Yes, many scientists believe that the existence of dark matter can explain the observations of discrepancies in the gravitational attraction between galaxies and the rotation of stars within them.

5. How is research being done to understand dark matter's role in gravitational attraction?

Scientists are using various methods such as observing the motions of stars and galaxies, studying the effects of gravitational lensing, and conducting experiments with particle accelerators to try and understand the properties and behavior of dark matter in relation to gravitational attraction.

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