rbj
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WHY was this thread closed? it's a perfectly legit topic and question.
many people have offered an explanation for why G is what it is. it is what it is because of the units of time, length, and mass we humans have anthropocentrically decided to use. it is a fundamental quantity and if we adjust our definition of units appropriately, we can set it to whatever value we want it to be. you might want to check out the Planck units page at wikipedia: http://en.wikipedia.org/wiki/Planck_units . to ask why G is what it is, is to ask why we are as tall (relative to the Planck length l_P) as we are, why we are as massive (relative to the Planck mass m_P) as we are and why our sense of time (relative to the Planck time t_P) is what it is. once you answer those questions, you have an answer to why G is what it is or why c is what it is or why \hbar is what it is.
Frank Wilczek said it best (June 2001 Physics Today)*(http://www.physicstoday.org/pt/vol-54/iss-6/p12.html ):
...We see that the question [posed] is not, "Why is gravity so feeble?" but rather, "Why is the proton's mass so small?" For in Natural (Planck) Units, the strength of gravity simply is what it is, a primary quantity, while the proton's mass is the tiny number [1/(13 quintillion)]...
The strength of gravity is simply what it is and the strength of the electromagnetic force simply is what it is. The electromagnetic force operates on a different physical quantity (electric charge) than gravity (mass) so it cannot be compared directly to gravity. To note that gravity is an extremely weak force is, from the point-of-view of natural units, like comparing apples to oranges. It is true that the electrostatic repulsive force between two protons (alone in free space) greatly exceeds the gravitational attractive force between the same two protons, and that is because the charge on the protons are approximately a natural unit of charge but the mass of the protons are far, far less than the natural unit of mass.
r b-j
Ian said:I had wanted to post this on the theory development thread but it is not allowed to do.
I've been thinking about what Newton's constant is for some time since no one has ever been able to explain it or has ever been able to explain why iot has the value we measure.
Click on the link below and tell me where I have gone wrong and if I have, why am I wrong.
many people have offered an explanation for why G is what it is. it is what it is because of the units of time, length, and mass we humans have anthropocentrically decided to use. it is a fundamental quantity and if we adjust our definition of units appropriately, we can set it to whatever value we want it to be. you might want to check out the Planck units page at wikipedia: http://en.wikipedia.org/wiki/Planck_units . to ask why G is what it is, is to ask why we are as tall (relative to the Planck length l_P) as we are, why we are as massive (relative to the Planck mass m_P) as we are and why our sense of time (relative to the Planck time t_P) is what it is. once you answer those questions, you have an answer to why G is what it is or why c is what it is or why \hbar is what it is.
Frank Wilczek said it best (June 2001 Physics Today)*(http://www.physicstoday.org/pt/vol-54/iss-6/p12.html ):
...We see that the question [posed] is not, "Why is gravity so feeble?" but rather, "Why is the proton's mass so small?" For in Natural (Planck) Units, the strength of gravity simply is what it is, a primary quantity, while the proton's mass is the tiny number [1/(13 quintillion)]...
The strength of gravity is simply what it is and the strength of the electromagnetic force simply is what it is. The electromagnetic force operates on a different physical quantity (electric charge) than gravity (mass) so it cannot be compared directly to gravity. To note that gravity is an extremely weak force is, from the point-of-view of natural units, like comparing apples to oranges. It is true that the electrostatic repulsive force between two protons (alone in free space) greatly exceeds the gravitational attractive force between the same two protons, and that is because the charge on the protons are approximately a natural unit of charge but the mass of the protons are far, far less than the natural unit of mass.
r b-j
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