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|    sci.physics.research    |    Current physics research. (Moderated)    |    17,516 messages    |
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|    Message 17,332 of 17,516    |
|    Luigi Fortunati to All    |
|    Re: Gravity and curvature    |
|    25 Dec 23 01:31:07    |
      From: fortunati.luigi@gmail.com              Jonathan Thornburg [remove -color to reply] il 21/12/2023 09:19:38 ha       scritto:       > In a moderator's note a few days ago, I wrote:       >> Starting with Newtonian mechanics for simplicity,       >> "gravity" could plausibly mean any of several things:       >> * gravitational potential energy (which is a scalar in Newtonian mechanics).       >> * the Newtonian "little g" (which is a 3-vector at any given position       >> and time       >> * the *difference* in the Newtonian "little g" between nearby objects       >> at a given time; this difference is what you can measure about the       >> gravitational field if you're in a freely falling elevator. This       >> difference is a 3-vector which depends on the separation between the       >> nearby objects,       >> difference = M * separation       >> where M is a 3x3 matrix and "*" denotes matrix multiplication. This       >> 3x3 matrix M (which is really a rank 2 tensor) provides a complete       >> description of the local gravitational field at a given position and       >> time.       >       > In article |
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