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Stacy McGaugh's blog post of 7-Apr-2023: A Few Words About the Milky Way left me gobsmacked. A "few" words? Ha! Here follows my "short" version...
Stars in a galaxy don't have just a flat orbit around the galaxy centre. During their orbit they also do small oscillatory motions up and down in the z direction (think: cylindrical coordinates ##r,\phi,z##). This means their z-acceleration is nonzero.
The stars' orbital motion involves their ##r \dot\phi^2## centripetal acceleration, which involves their tangential velocities. By red/blue-shift experimental analysis we discover that their centripetal acceleration is too high to be accounted for by Newtonian gravity and the galaxy's baryonic mass distribution. Note (for later) that this ##r \dot\phi## orbital motion is perpendicular to the gravitational force they experience, which is overwhelmingly in the -##r## direction.
In contrast, the ##z## oscillatory motion is parallel to the ##z##-component of the gravitation force generated by a disk-like galaxy.
Here's the kicker: MOND accounts well for the orbital motion discrepancies, but seems totally irrelevant to the z motion. In the z direction, Newtonian gravity seems to do just fine by itself.
McGaugh is (rightfully) very cautious about this, emphasizing that lots more work needs to be done, analyzing vast amounts of Gaia data, before this puzzle could be considered solid. (Indeed, I was hesitant whether to even mention it here in the BTSM forum, since it's probably pushing the current boundaries.)
Stars in a galaxy don't have just a flat orbit around the galaxy centre. During their orbit they also do small oscillatory motions up and down in the z direction (think: cylindrical coordinates ##r,\phi,z##). This means their z-acceleration is nonzero.
The stars' orbital motion involves their ##r \dot\phi^2## centripetal acceleration, which involves their tangential velocities. By red/blue-shift experimental analysis we discover that their centripetal acceleration is too high to be accounted for by Newtonian gravity and the galaxy's baryonic mass distribution. Note (for later) that this ##r \dot\phi## orbital motion is perpendicular to the gravitational force they experience, which is overwhelmingly in the -##r## direction.
In contrast, the ##z## oscillatory motion is parallel to the ##z##-component of the gravitation force generated by a disk-like galaxy.
Here's the kicker: MOND accounts well for the orbital motion discrepancies, but seems totally irrelevant to the z motion. In the z direction, Newtonian gravity seems to do just fine by itself.
McGaugh is (rightfully) very cautious about this, emphasizing that lots more work needs to be done, analyzing vast amounts of Gaia data, before this puzzle could be considered solid. (Indeed, I was hesitant whether to even mention it here in the BTSM forum, since it's probably pushing the current boundaries.)
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