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Painius wrote:
"Double-A" wrote in message... ps.com... Painius wrote: "Double-A" wrote in message oups.com... Hi Paine, When we measure the speed of light in our own local reference frame, it is c. But when we observe it in another reference frame, such as close to the Sun, it does not measure out to be travelling at c. You appear to be talking about the eclipse experiment that was the first evidence for the validity of relativity theory, Double A. If i recall correctly, c was considered a "scalar" quantity that did not change. The acceleration which was noted was the effect of the curved path taken by the light from the star which was near the edge of the Sun. So it was the change in *vectorial* direction of the light, but not actually a change in the value of c, the *scalar* speed of light, which accounted for the noted acceleration. I was thinking of the Shapiro Effect. http://www.geocities.com/newastronomy/animate.htm Of course this is an abservation made about radio waves, but radio waves are photons too and are in fact a low frequency form of light. There is nothing about it that contradicts relativity, in fact Einstein predicted it. But what I am talking about is purely a matter of perspective. If you looked at this from a Newtonian mindset, you would definately say, "Aha! Light travels slower near the Sun." It is only when you put on the Einsteinian colored glasses that you say, "Oh, the speed of light could not have changed. That's fundamental! So, there must be something wrong with our clock! Our clock's speed must change depending on where it is." The point is that if your number one article of faith is that the speed of light never changes, then you'll mentally move heaven and Earth before admitting that it does. Double-A Okay, i'm with you now. I must be seeing the Shapiro effect wrongly. I assumed that the increased time it took for the RF waves to travel was due to the increased DISTANCE caused by the path curvature due to the Sun's gravity field. If the Sun wasn't there to make these paths curve, then the RF waves would travel in a straight line, and therefore they would travel a shorter distance, isn't this correct? So why would the scalar speed of the RF wave have to decrease? happy days and... starry starry nights! -- Selene in crescent wane, She rises in her palace, Her smile brings to mind The Cheshire cat in "Alice"! Indelibly yours, Paine http://www.savethechildren.org/ http://www.painellsworth.net Double-A writes: Hi Paine, Sorry but I didn't have an answer for you back when you posted this a couple months ago, but I have now come across some new information. The question was whether the delay in photons passing close to the Sun was sufficiently explained by the increased distance resulting from the bending of their path due to the Sun's gravity field. The following is from a paper by Dr. Paul Marmot of the University of Ottawa. I know he has some unusal views, but I believe his calculations here are in standard form. Dr. Paul Marmot: "Delay Due to the Geometrical Bending of Light. We have seen above that general relativity predicts that light passing near the solar limb is deflected by an angle of 1.75". The same theory predicts that due to the same gravitational potential, the radiation takes a longer time to travel the distance between the Earth and Mars. Figure 1 illustrates how light is deflected when grazing the Sun. Geometrical Time Delay Figure 1 One can see on figure 1 that if the trajectory of light is not a straight line (dotted line), it takes a longer time to travel between Mars and the Earth. The increase of time Dtb due only to the geometrical bending of light by d = 1.75" is given by the relationship: (You can visit the site to see the actual equations) We find that Dtb = 0.010 ms or 3.2 meters. The increase of time D tb (with respect to a straight line) taken by light to travel from the Earth to Mars due to the geometrical bending of light is extremely small and negligible with respect to the delay (125 ms or 36 km) predicted by relativity as given in equation 5. Consequently, the angle made by light grazing the Sun is totally insufficient to explain the increase of distance (or delay) compatible with the prediction of general relativity as given in equations 3 and 5. This geometrical delay caused by the bending is not the main cause of the delay predicted by general relativity. It is several thousand times too small." http://www.newtonphysics.on.ca/ECLIPSE/Eclipse.html Double-A: So it is not the increased length of the path due to bending that is responsible for the significant part of the time delay. My point is that from our perpective light is travelling slower when it passes near the Sun. This also suggests that light travelling through space outside the graviy well of the Sun must be travelling faster than c as measured on Earth. Some constant! Double-A |
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