Where Does the Gravitational Constant Come From?

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The discussion centers on the origins and measurement of the Gravitational Constant (G). It clarifies that Newton did not measure G but used ratios in his equations, allowing the constant to cancel out in calculations of planetary orbits. The Cavendish experiment is highlighted as the first to provide a value for G, which is approximately 6.67428 x 10^-11 m^3 kg^-1 s^-2. Participants emphasize the importance of correct units in expressing G, noting the standard representation. Overall, the conversation reflects a deep interest in gravitational physics and the historical context of G's measurement.
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I was wondering where the Gravitational Constant comes from. As far as I know it has been measured with a tension line and weights. I also understand that Newton uses it his gravitational formula, but he didn't measure it. Did he just guess the number? Also is G the proportionality or distribution of gravity per kg?
 
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atyy said:
As for the other part of NewDescartes' question, it says here that Newton couldn't actually establish any good estimate for the value of the gravitational constant (and it says here that when calculating things like planetary orbits, Newton used equations 'with ratios so that the constant would cancel out'). So, the Cavendish experiment really was the first to give it a value.
 
So the gravitational constant is approx. 6.67428 * 10^11 Newtons??
 
By the way thanks for everything. I enjoy this immensely, even debates.
 
NewDescartes said:
So the gravitational constant is approx. 6.67428 * 10^11 Newtons??

To be picky, the units are Newton m^2 / kg^2.
 
NewDescartes said:
So the gravitational constant is approx. 6.67428 * 10^11 Newtons??

Don't forget the minus sign in the exponent.:wink:

According to the Constants section of PF's Latex Reference,

G\ =\ 6.673(10)\ \times\ 10^{-11}\ m^{3} kg^{-1} s^{-2}

I prefer the units representation given by jtbell much more though.
 
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