I read the wiki article before I posted the topic. From the article, consider this strange effect of gravity which Newton could not reconcile:
Isaac Newton’s formulation of a gravitational force law requires that each particle respond instantaneously to every other massive particle irrespective of the distance between them. In modern terms, Newtonian gravitation is described by the Poisson equation, according to which, when the mass distribution of a system changes, its gravitational field instantaneously adjusts. Therefore the theory requires the speed of gravity to be infinite.
The criticisms of what was measured was also mentioned:
Several physicists, including Clifford M. Will and Steve Carlip, have criticized these claims on the grounds that they have allegedly misinterpreted the results of their measurements. However, Kopeikin and Fomalont continue to vigorously argue their case. (See the citations below for the details of the arguments pro and con.)
The wiki referred to Clifford M. Wills’s website:
http://physics.wustl.edu/cmw/SpeedofGravity.html
The question is:
Does this tell us anything about the speed of propagation of gravity? The consensus among relativists is NO!
How can we really measure the speed of propagation of gravity?
* If we could measure the effects on the Shapiro delay to order (v/c)^2, then we could test the speed of gravity. But these effects would be at the thousandths of a picosecond level, hopelessly small.
* The real way to measure the speed of gravity is to detect and study gravitational waves. By comparing the arrival of a gravitational-wave signal with that of an electromagnetic signal from an astrophysical source, one could compare the speed of gravity to that of light to parts in 10^(17).
In other words, it means it will be very difficult.
My first post referred to Tom Van Flandern’s website which was also mentioned in the wiki:
http://metaresearch.org/mediaandlinks/press/SOG-Kopeikin.asp
The physical meaning of “the speed of gravity”
Although gravitation and relativity are technical subjects, the mistake made by Kopeikin is not unlike measuring the speed of a falling apple and claiming that is the speed of gravity. The following section provides the background to understand what actually was done wrongly.
All gravitational phenomena unique to Einstein’s general relativity (GR), such as light bending, gravitational redshift, perihelion advance, and Shapiro delay of radio or radar signals, arise in a static or near-static gravitational potential field, also sometimes called in various contexts by the names “the gravitational field”, “the space-time medium”, “the light-carrying medium”, “aether”, or “elysium”. Disturbances of this potential field or medium are called “gravitational waves”. According to GR, such waves propagate at the speed of light, as do all other phenomena associated with the potential field that propagate at all. This gravitational wave speed has been confirmed directly by measures of the aforementioned phenomena unique to GR, and indirectly by binary pulsar observations. There is no current dispute about this, and no expectation of any other result for the propagation speed of gravitational waves. However, the name notwithstanding, “gravitational waves” have nothing to do with gravitational force. They are ultra-weak disturbances of the potential field or space-time medium due to the acceleration of bodies. So far, they have proved too weak to detect directly in any laboratory or astrophysical experiment. They are certainly far too weak to have any observable influence on any macroscopic body in their path.
By contrast, gravitational forces are large, readily detected, and control the dynamics of most of the visible universe. Gravimeters easily detect the gravitational force from, and motion of, a person entering a room, for example.
A common thought experiment asks: “What would happen to the Earth’s orbit if the Sun suddenly ceased to exist?” The answer is now clear. The usual relationship “force is the gradient of the potential” would instantly end. The Sun’s potential field would then begin to dissipate, taking 8.3 minutes to dissipate out to the distance of the Earth’s orbit; so effects such as light-bending and clock-slowing would persist for that long. But the Newtonian component of gravitational force, the force that keeps Earth in its orbit, would cease almost instantly, and Earth would fly off along a straight line like a weight on a spinning merry-go-round that broke free from its moorings.
There is also the vexing problem of how to combine Einstein’s concept of gravity with quantum gravity:
http://en.wikipedia.org/wiki/Quantum_gravity
Much of the difficulty in merging these theories at all energy scales comes from the different assumptions that these theories make on how the universe works. Quantum field theory depends on particle fields embedded in the flat space-time of special relativity. General relativity models gravity as a curvature within space-time that changes as a gravitational mass moves.
At present, one of the deepest problems in theoretical physics is harmonizing the theory of general relativity, which describes gravitation, and applies to large-scale structures (stars, planets, galaxies), with quantum mechanics, which describes the other three fundamental forces acting on the atomic scale.
The hunt is on to discover the ‘messenger particle of gravity’, the graviton:
http://en.wikipedia.org/wiki/Graviton
In physics, the graviton is a hypothetical elementary particle that mediates the force of gravity in the framework of quantum field theory. If it exists, the graviton must be massless (because the gravitational force has unlimited range)
There is also the ongoing search for the Higgs boson, which give mass to every elementary particle:
http://en.wikipedia.org/wiki/Higgs_boson
The Higgs boson particle is one quantum component of the theoretical Higgs Field. In empty space, the Higgs field has an amplitude different from zero. This is also known as a “non-zero vacuum expectation value”, and illustrates the concept that there is no such thing as a completely “empty” vacuum. The existence of this non-zero vacuum expectation plays a fundamental role: it gives mass to every elementary particle which has mass, including the Higgs boson itself.
The exploration of ideas and concepts of reality which are not ‘definite knowledge’ lies in the realm of philosophy and virtually all mentioned above are of that nature.