Why Did the 1983 Conference Reject Defining c=3x10^8 or 1 m/s?

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SUMMARY

The 1983 General Conference on Weights and Measures did not define the speed of light as 3x10^8 m/s or 1 m/s due to the precision of the established value of 299,792,458 m/s. This definition was based on the reproducibility of measurements, which had become limited by the krypton-86 meter. Redefining the meter to simplify the speed of light would have introduced unnecessary complications and disruptions in manufacturing and standards. The historical significance of the original meter definition also contributed to the decision to maintain the existing standard.

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Question:

In redefining the meter in terms of the speed of light, why did not the delegates to the 1983 General Conference on Weights and Measures simplify matters by defining the speed of light to be 3x10^8 m/s exactly? For that matter, why did they not define it to be 1 m/s exactly? Were both of these possibilities open to them? If so, why did they reject them?

Solution (so far):

In the words of my text:

"The meter is the length of the path traveled by light in a vacuum during a time interval of 1/299,792,458 of a second."

(Which is the same as saying c=299,792,458 m/s.)

First off, the meter was defined to be one ten-millionth of the distance from the north pole to the equator. For practical reasons it was then defined to be the distance between two fine lines engraved near the ends of a platinum-iridium bar. Next, in the 60's the meter was redefined to be 1,650,763.73 wavelengths of an orange-red light emitted by krpyton-86 atoms. The measurements of the speed of light had become so precise that the reproducibility of the krypton-86 meter itself became the limiting factor. From this, it makes sense to take the speed of light as a defined quantity and then use it to redefine the meter.

299,792,458 m/s was chosen to be the speed of light because it was known so precisely, making it senseless to further complicate things by defining it to be 3x10^8 m/s. Furthermore, it's absurd to define the speed of light to be 1 m/s. This would make the meter the length of the path light that light travels in 1 second, making the meter needlessly enormous in magnitude unless, however, the second was redefined to be a shorter period of time. Then we'd have a huge unit of distance and a tiny unit of time; not really ideal.

Correct?
 
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There is simply too much vested interest in leaving the metre unchanged since the original French standard was set after the French Revolution. I don't see that there would be any benefit.

Changing the definition of the metre by .06% would create all sorts of problems with manufacturing/buildings/etc. Changing it gives no benefit and creates a huge disruption and cost.

AM
 
Andrew Mason said:
There is simply too much vested interest in leaving the metre unchanged since the original French standard was set after the French Revolution. I don't see that there would be any benefit.

Changing the definition of the metre by .06% would create all sorts of problems with manufacturing/buildings/etc. Changing it gives no benefit and creates a huge disruption and cost.

AM

It's a question from a textbook.
 

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