Rotating in orbit?
$begingroup$
Reading this question (Is the cupola, on the inside of the ISS, cold or warm to the touch?) prompted me to wonder about an object in orbit's orientation as it orbits its host object. For example, consider a hollow tube that is in orbit around the earth and it is perfectly perpendicular to the earth. Spaceman Spiff is immediately beneath the cylinder, and is able to look through the cylinder and observe a specific star.
As he and the tube orbit around the earth (assuming no external influences other than the earth's gravity), would the tube remain pointed at the star (hence the tube changing from perpendicular orientation in relation to the earth to parallel as it gets to 1/4 around its orbit) and Spiff would continue to see the same star in his view? Or, would the cylinder remain perpendicular to the earth, and Spiff would see a continually changing field of stars during his orbit, until he gets back to his starting position, when the star would come back into view as he completes his orbit?
Most spacecraft, I believe, are designed and controlled very carefaully to maintain a specific orientation with the earth, but I don't know what would happen if there was no spacecraft control mechanism or external forces acting on it.
orbital-mechanics
$endgroup$
add a comment |
$begingroup$
Reading this question (Is the cupola, on the inside of the ISS, cold or warm to the touch?) prompted me to wonder about an object in orbit's orientation as it orbits its host object. For example, consider a hollow tube that is in orbit around the earth and it is perfectly perpendicular to the earth. Spaceman Spiff is immediately beneath the cylinder, and is able to look through the cylinder and observe a specific star.
As he and the tube orbit around the earth (assuming no external influences other than the earth's gravity), would the tube remain pointed at the star (hence the tube changing from perpendicular orientation in relation to the earth to parallel as it gets to 1/4 around its orbit) and Spiff would continue to see the same star in his view? Or, would the cylinder remain perpendicular to the earth, and Spiff would see a continually changing field of stars during his orbit, until he gets back to his starting position, when the star would come back into view as he completes his orbit?
Most spacecraft, I believe, are designed and controlled very carefaully to maintain a specific orientation with the earth, but I don't know what would happen if there was no spacecraft control mechanism or external forces acting on it.
orbital-mechanics
$endgroup$
$begingroup$
I don't think this is necessarily a duplicate but it has good information about what happens to long thin objects (like your tube) in orbit. space.stackexchange.com/questions/17816/…
$endgroup$
– Organic Marble
Jan 14 at 20:05
$begingroup$
If Spiff were rotating once about his axis for every orbit around the Earth, in the same direction as his orbit then the Earth would appear very nearly stationary below him (depending on eccentricity and uniformity of gravitational field) and the star would appear in the tube once per obit. If, on the other hand Spiff had no rotation, then the star would remain visible in the tube (except when obscured by the Earth. Any other states of angular momentum would have different results.
$endgroup$
– JCRM
Jan 14 at 20:33
$begingroup$
(assuming no external influences other than the earth's gravity) Can we theoretically balance a perfectly symmetrical pencil on its one-atom tip? - The uncertainty principle says, no. But if you spun it...
$endgroup$
– Mazura
Jan 15 at 4:03
add a comment |
$begingroup$
Reading this question (Is the cupola, on the inside of the ISS, cold or warm to the touch?) prompted me to wonder about an object in orbit's orientation as it orbits its host object. For example, consider a hollow tube that is in orbit around the earth and it is perfectly perpendicular to the earth. Spaceman Spiff is immediately beneath the cylinder, and is able to look through the cylinder and observe a specific star.
As he and the tube orbit around the earth (assuming no external influences other than the earth's gravity), would the tube remain pointed at the star (hence the tube changing from perpendicular orientation in relation to the earth to parallel as it gets to 1/4 around its orbit) and Spiff would continue to see the same star in his view? Or, would the cylinder remain perpendicular to the earth, and Spiff would see a continually changing field of stars during his orbit, until he gets back to his starting position, when the star would come back into view as he completes his orbit?
Most spacecraft, I believe, are designed and controlled very carefaully to maintain a specific orientation with the earth, but I don't know what would happen if there was no spacecraft control mechanism or external forces acting on it.
orbital-mechanics
$endgroup$
Reading this question (Is the cupola, on the inside of the ISS, cold or warm to the touch?) prompted me to wonder about an object in orbit's orientation as it orbits its host object. For example, consider a hollow tube that is in orbit around the earth and it is perfectly perpendicular to the earth. Spaceman Spiff is immediately beneath the cylinder, and is able to look through the cylinder and observe a specific star.
As he and the tube orbit around the earth (assuming no external influences other than the earth's gravity), would the tube remain pointed at the star (hence the tube changing from perpendicular orientation in relation to the earth to parallel as it gets to 1/4 around its orbit) and Spiff would continue to see the same star in his view? Or, would the cylinder remain perpendicular to the earth, and Spiff would see a continually changing field of stars during his orbit, until he gets back to his starting position, when the star would come back into view as he completes his orbit?
Most spacecraft, I believe, are designed and controlled very carefaully to maintain a specific orientation with the earth, but I don't know what would happen if there was no spacecraft control mechanism or external forces acting on it.
orbital-mechanics
orbital-mechanics
asked Jan 14 at 19:59
MilwrdfanMilwrdfan
653210
653210
$begingroup$
I don't think this is necessarily a duplicate but it has good information about what happens to long thin objects (like your tube) in orbit. space.stackexchange.com/questions/17816/…
$endgroup$
– Organic Marble
Jan 14 at 20:05
$begingroup$
If Spiff were rotating once about his axis for every orbit around the Earth, in the same direction as his orbit then the Earth would appear very nearly stationary below him (depending on eccentricity and uniformity of gravitational field) and the star would appear in the tube once per obit. If, on the other hand Spiff had no rotation, then the star would remain visible in the tube (except when obscured by the Earth. Any other states of angular momentum would have different results.
$endgroup$
– JCRM
Jan 14 at 20:33
$begingroup$
(assuming no external influences other than the earth's gravity) Can we theoretically balance a perfectly symmetrical pencil on its one-atom tip? - The uncertainty principle says, no. But if you spun it...
$endgroup$
– Mazura
Jan 15 at 4:03
add a comment |
$begingroup$
I don't think this is necessarily a duplicate but it has good information about what happens to long thin objects (like your tube) in orbit. space.stackexchange.com/questions/17816/…
$endgroup$
– Organic Marble
Jan 14 at 20:05
$begingroup$
If Spiff were rotating once about his axis for every orbit around the Earth, in the same direction as his orbit then the Earth would appear very nearly stationary below him (depending on eccentricity and uniformity of gravitational field) and the star would appear in the tube once per obit. If, on the other hand Spiff had no rotation, then the star would remain visible in the tube (except when obscured by the Earth. Any other states of angular momentum would have different results.
$endgroup$
– JCRM
Jan 14 at 20:33
$begingroup$
(assuming no external influences other than the earth's gravity) Can we theoretically balance a perfectly symmetrical pencil on its one-atom tip? - The uncertainty principle says, no. But if you spun it...
$endgroup$
– Mazura
Jan 15 at 4:03
$begingroup$
I don't think this is necessarily a duplicate but it has good information about what happens to long thin objects (like your tube) in orbit. space.stackexchange.com/questions/17816/…
$endgroup$
– Organic Marble
Jan 14 at 20:05
$begingroup$
I don't think this is necessarily a duplicate but it has good information about what happens to long thin objects (like your tube) in orbit. space.stackexchange.com/questions/17816/…
$endgroup$
– Organic Marble
Jan 14 at 20:05
$begingroup$
If Spiff were rotating once about his axis for every orbit around the Earth, in the same direction as his orbit then the Earth would appear very nearly stationary below him (depending on eccentricity and uniformity of gravitational field) and the star would appear in the tube once per obit. If, on the other hand Spiff had no rotation, then the star would remain visible in the tube (except when obscured by the Earth. Any other states of angular momentum would have different results.
$endgroup$
– JCRM
Jan 14 at 20:33
$begingroup$
If Spiff were rotating once about his axis for every orbit around the Earth, in the same direction as his orbit then the Earth would appear very nearly stationary below him (depending on eccentricity and uniformity of gravitational field) and the star would appear in the tube once per obit. If, on the other hand Spiff had no rotation, then the star would remain visible in the tube (except when obscured by the Earth. Any other states of angular momentum would have different results.
$endgroup$
– JCRM
Jan 14 at 20:33
$begingroup$
(assuming no external influences other than the earth's gravity) Can we theoretically balance a perfectly symmetrical pencil on its one-atom tip? - The uncertainty principle says, no. But if you spun it...
$endgroup$
– Mazura
Jan 15 at 4:03
$begingroup$
(assuming no external influences other than the earth's gravity) Can we theoretically balance a perfectly symmetrical pencil on its one-atom tip? - The uncertainty principle says, no. But if you spun it...
$endgroup$
– Mazura
Jan 15 at 4:03
add a comment |
1 Answer
1
active
oldest
votes
$begingroup$
It depends.
If the cylinder's rotation was carefully stopped, then nothing else acted on it, it would hold its orientation and Spiff would see the same star through a complete orbit, while the tube went from Earth-surface-perpendicular to parallel and back.
If the cylinder's rotation was carefully matched to its orbit, so that it turned through 360 degrees over the course of a single revolution around the Earth, then nothing else acted on it, it would remain Earth-surface-perpendicular throughout.
As @Organic Marble mentions in comments, discussed here, long skinny objects in orbit are subject to tidal gradient forces, so if the tube is long enough, it will slowly get pulled into an always-perpendicular-to-Earth rotating orientation.
In low Earth orbit, there's also a very very small amount of atmosphere that the tube would be moving through; this would tend to have the opposite effect, making it tumble, or (if one end of it is denser/heavier than the other) making it tend to stabilize in an earth-parallel orientation.
The relative strength of the tidal and atmospheric effects will vary with the size and mass of the tube and orbital altitude, and I'm too lazy to work through a test case to see which one dominates. :)
$endgroup$
1
$begingroup$
Won't Spiff orbit faster than the tube? Also, "it would hold its orientation..." should be qualified "begin to rotate immediately due to tidal effects" Plug in some numbers for the long tube to see how quickly it would drift away from the star's position.
$endgroup$
– uhoh
Jan 15 at 3:51
$begingroup$
I think we’re meant to assume that Spiff is fixed to one end of the tube (“see changing stars” instead of “see the tube wall”). As for tides, see fourth graf. A foot long paper towel tube isn’t going to show tidal effects anytime soon.
$endgroup$
– Russell Borogove
Jan 15 at 4:53
$begingroup$
Then add a footnote character to the otherwise less-than-correct statement? Or at least make it "tend to stay for a while"? Either is better than elaborating two paragraphs later without mentioning the first sentence shouldn't say "hold".
$endgroup$
– uhoh
Jan 15 at 4:56
1
$begingroup$
Feel free to write your own answer if reading all of mine is too much trouble.
$endgroup$
– Russell Borogove
Jan 15 at 4:57
1
$begingroup$
The answer was mentioned & linked by OM in comments on this question; I like to credit commenters when they lead me to a portion of a complete answer. I’ve edited to clarify the attribution.
$endgroup$
– Russell Borogove
2 days ago
add a comment |
Your Answer
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1 Answer
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1 Answer
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$begingroup$
It depends.
If the cylinder's rotation was carefully stopped, then nothing else acted on it, it would hold its orientation and Spiff would see the same star through a complete orbit, while the tube went from Earth-surface-perpendicular to parallel and back.
If the cylinder's rotation was carefully matched to its orbit, so that it turned through 360 degrees over the course of a single revolution around the Earth, then nothing else acted on it, it would remain Earth-surface-perpendicular throughout.
As @Organic Marble mentions in comments, discussed here, long skinny objects in orbit are subject to tidal gradient forces, so if the tube is long enough, it will slowly get pulled into an always-perpendicular-to-Earth rotating orientation.
In low Earth orbit, there's also a very very small amount of atmosphere that the tube would be moving through; this would tend to have the opposite effect, making it tumble, or (if one end of it is denser/heavier than the other) making it tend to stabilize in an earth-parallel orientation.
The relative strength of the tidal and atmospheric effects will vary with the size and mass of the tube and orbital altitude, and I'm too lazy to work through a test case to see which one dominates. :)
$endgroup$
1
$begingroup$
Won't Spiff orbit faster than the tube? Also, "it would hold its orientation..." should be qualified "begin to rotate immediately due to tidal effects" Plug in some numbers for the long tube to see how quickly it would drift away from the star's position.
$endgroup$
– uhoh
Jan 15 at 3:51
$begingroup$
I think we’re meant to assume that Spiff is fixed to one end of the tube (“see changing stars” instead of “see the tube wall”). As for tides, see fourth graf. A foot long paper towel tube isn’t going to show tidal effects anytime soon.
$endgroup$
– Russell Borogove
Jan 15 at 4:53
$begingroup$
Then add a footnote character to the otherwise less-than-correct statement? Or at least make it "tend to stay for a while"? Either is better than elaborating two paragraphs later without mentioning the first sentence shouldn't say "hold".
$endgroup$
– uhoh
Jan 15 at 4:56
1
$begingroup$
Feel free to write your own answer if reading all of mine is too much trouble.
$endgroup$
– Russell Borogove
Jan 15 at 4:57
1
$begingroup$
The answer was mentioned & linked by OM in comments on this question; I like to credit commenters when they lead me to a portion of a complete answer. I’ve edited to clarify the attribution.
$endgroup$
– Russell Borogove
2 days ago
add a comment |
$begingroup$
It depends.
If the cylinder's rotation was carefully stopped, then nothing else acted on it, it would hold its orientation and Spiff would see the same star through a complete orbit, while the tube went from Earth-surface-perpendicular to parallel and back.
If the cylinder's rotation was carefully matched to its orbit, so that it turned through 360 degrees over the course of a single revolution around the Earth, then nothing else acted on it, it would remain Earth-surface-perpendicular throughout.
As @Organic Marble mentions in comments, discussed here, long skinny objects in orbit are subject to tidal gradient forces, so if the tube is long enough, it will slowly get pulled into an always-perpendicular-to-Earth rotating orientation.
In low Earth orbit, there's also a very very small amount of atmosphere that the tube would be moving through; this would tend to have the opposite effect, making it tumble, or (if one end of it is denser/heavier than the other) making it tend to stabilize in an earth-parallel orientation.
The relative strength of the tidal and atmospheric effects will vary with the size and mass of the tube and orbital altitude, and I'm too lazy to work through a test case to see which one dominates. :)
$endgroup$
1
$begingroup$
Won't Spiff orbit faster than the tube? Also, "it would hold its orientation..." should be qualified "begin to rotate immediately due to tidal effects" Plug in some numbers for the long tube to see how quickly it would drift away from the star's position.
$endgroup$
– uhoh
Jan 15 at 3:51
$begingroup$
I think we’re meant to assume that Spiff is fixed to one end of the tube (“see changing stars” instead of “see the tube wall”). As for tides, see fourth graf. A foot long paper towel tube isn’t going to show tidal effects anytime soon.
$endgroup$
– Russell Borogove
Jan 15 at 4:53
$begingroup$
Then add a footnote character to the otherwise less-than-correct statement? Or at least make it "tend to stay for a while"? Either is better than elaborating two paragraphs later without mentioning the first sentence shouldn't say "hold".
$endgroup$
– uhoh
Jan 15 at 4:56
1
$begingroup$
Feel free to write your own answer if reading all of mine is too much trouble.
$endgroup$
– Russell Borogove
Jan 15 at 4:57
1
$begingroup$
The answer was mentioned & linked by OM in comments on this question; I like to credit commenters when they lead me to a portion of a complete answer. I’ve edited to clarify the attribution.
$endgroup$
– Russell Borogove
2 days ago
add a comment |
$begingroup$
It depends.
If the cylinder's rotation was carefully stopped, then nothing else acted on it, it would hold its orientation and Spiff would see the same star through a complete orbit, while the tube went from Earth-surface-perpendicular to parallel and back.
If the cylinder's rotation was carefully matched to its orbit, so that it turned through 360 degrees over the course of a single revolution around the Earth, then nothing else acted on it, it would remain Earth-surface-perpendicular throughout.
As @Organic Marble mentions in comments, discussed here, long skinny objects in orbit are subject to tidal gradient forces, so if the tube is long enough, it will slowly get pulled into an always-perpendicular-to-Earth rotating orientation.
In low Earth orbit, there's also a very very small amount of atmosphere that the tube would be moving through; this would tend to have the opposite effect, making it tumble, or (if one end of it is denser/heavier than the other) making it tend to stabilize in an earth-parallel orientation.
The relative strength of the tidal and atmospheric effects will vary with the size and mass of the tube and orbital altitude, and I'm too lazy to work through a test case to see which one dominates. :)
$endgroup$
It depends.
If the cylinder's rotation was carefully stopped, then nothing else acted on it, it would hold its orientation and Spiff would see the same star through a complete orbit, while the tube went from Earth-surface-perpendicular to parallel and back.
If the cylinder's rotation was carefully matched to its orbit, so that it turned through 360 degrees over the course of a single revolution around the Earth, then nothing else acted on it, it would remain Earth-surface-perpendicular throughout.
As @Organic Marble mentions in comments, discussed here, long skinny objects in orbit are subject to tidal gradient forces, so if the tube is long enough, it will slowly get pulled into an always-perpendicular-to-Earth rotating orientation.
In low Earth orbit, there's also a very very small amount of atmosphere that the tube would be moving through; this would tend to have the opposite effect, making it tumble, or (if one end of it is denser/heavier than the other) making it tend to stabilize in an earth-parallel orientation.
The relative strength of the tidal and atmospheric effects will vary with the size and mass of the tube and orbital altitude, and I'm too lazy to work through a test case to see which one dominates. :)
edited 2 days ago
answered Jan 14 at 21:29
Russell BorogoveRussell Borogove
84.1k2281362
84.1k2281362
1
$begingroup$
Won't Spiff orbit faster than the tube? Also, "it would hold its orientation..." should be qualified "begin to rotate immediately due to tidal effects" Plug in some numbers for the long tube to see how quickly it would drift away from the star's position.
$endgroup$
– uhoh
Jan 15 at 3:51
$begingroup$
I think we’re meant to assume that Spiff is fixed to one end of the tube (“see changing stars” instead of “see the tube wall”). As for tides, see fourth graf. A foot long paper towel tube isn’t going to show tidal effects anytime soon.
$endgroup$
– Russell Borogove
Jan 15 at 4:53
$begingroup$
Then add a footnote character to the otherwise less-than-correct statement? Or at least make it "tend to stay for a while"? Either is better than elaborating two paragraphs later without mentioning the first sentence shouldn't say "hold".
$endgroup$
– uhoh
Jan 15 at 4:56
1
$begingroup$
Feel free to write your own answer if reading all of mine is too much trouble.
$endgroup$
– Russell Borogove
Jan 15 at 4:57
1
$begingroup$
The answer was mentioned & linked by OM in comments on this question; I like to credit commenters when they lead me to a portion of a complete answer. I’ve edited to clarify the attribution.
$endgroup$
– Russell Borogove
2 days ago
add a comment |
1
$begingroup$
Won't Spiff orbit faster than the tube? Also, "it would hold its orientation..." should be qualified "begin to rotate immediately due to tidal effects" Plug in some numbers for the long tube to see how quickly it would drift away from the star's position.
$endgroup$
– uhoh
Jan 15 at 3:51
$begingroup$
I think we’re meant to assume that Spiff is fixed to one end of the tube (“see changing stars” instead of “see the tube wall”). As for tides, see fourth graf. A foot long paper towel tube isn’t going to show tidal effects anytime soon.
$endgroup$
– Russell Borogove
Jan 15 at 4:53
$begingroup$
Then add a footnote character to the otherwise less-than-correct statement? Or at least make it "tend to stay for a while"? Either is better than elaborating two paragraphs later without mentioning the first sentence shouldn't say "hold".
$endgroup$
– uhoh
Jan 15 at 4:56
1
$begingroup$
Feel free to write your own answer if reading all of mine is too much trouble.
$endgroup$
– Russell Borogove
Jan 15 at 4:57
1
$begingroup$
The answer was mentioned & linked by OM in comments on this question; I like to credit commenters when they lead me to a portion of a complete answer. I’ve edited to clarify the attribution.
$endgroup$
– Russell Borogove
2 days ago
1
1
$begingroup$
Won't Spiff orbit faster than the tube? Also, "it would hold its orientation..." should be qualified "begin to rotate immediately due to tidal effects" Plug in some numbers for the long tube to see how quickly it would drift away from the star's position.
$endgroup$
– uhoh
Jan 15 at 3:51
$begingroup$
Won't Spiff orbit faster than the tube? Also, "it would hold its orientation..." should be qualified "begin to rotate immediately due to tidal effects" Plug in some numbers for the long tube to see how quickly it would drift away from the star's position.
$endgroup$
– uhoh
Jan 15 at 3:51
$begingroup$
I think we’re meant to assume that Spiff is fixed to one end of the tube (“see changing stars” instead of “see the tube wall”). As for tides, see fourth graf. A foot long paper towel tube isn’t going to show tidal effects anytime soon.
$endgroup$
– Russell Borogove
Jan 15 at 4:53
$begingroup$
I think we’re meant to assume that Spiff is fixed to one end of the tube (“see changing stars” instead of “see the tube wall”). As for tides, see fourth graf. A foot long paper towel tube isn’t going to show tidal effects anytime soon.
$endgroup$
– Russell Borogove
Jan 15 at 4:53
$begingroup$
Then add a footnote character to the otherwise less-than-correct statement? Or at least make it "tend to stay for a while"? Either is better than elaborating two paragraphs later without mentioning the first sentence shouldn't say "hold".
$endgroup$
– uhoh
Jan 15 at 4:56
$begingroup$
Then add a footnote character to the otherwise less-than-correct statement? Or at least make it "tend to stay for a while"? Either is better than elaborating two paragraphs later without mentioning the first sentence shouldn't say "hold".
$endgroup$
– uhoh
Jan 15 at 4:56
1
1
$begingroup$
Feel free to write your own answer if reading all of mine is too much trouble.
$endgroup$
– Russell Borogove
Jan 15 at 4:57
$begingroup$
Feel free to write your own answer if reading all of mine is too much trouble.
$endgroup$
– Russell Borogove
Jan 15 at 4:57
1
1
$begingroup$
The answer was mentioned & linked by OM in comments on this question; I like to credit commenters when they lead me to a portion of a complete answer. I’ve edited to clarify the attribution.
$endgroup$
– Russell Borogove
2 days ago
$begingroup$
The answer was mentioned & linked by OM in comments on this question; I like to credit commenters when they lead me to a portion of a complete answer. I’ve edited to clarify the attribution.
$endgroup$
– Russell Borogove
2 days ago
add a comment |
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$begingroup$
I don't think this is necessarily a duplicate but it has good information about what happens to long thin objects (like your tube) in orbit. space.stackexchange.com/questions/17816/…
$endgroup$
– Organic Marble
Jan 14 at 20:05
$begingroup$
If Spiff were rotating once about his axis for every orbit around the Earth, in the same direction as his orbit then the Earth would appear very nearly stationary below him (depending on eccentricity and uniformity of gravitational field) and the star would appear in the tube once per obit. If, on the other hand Spiff had no rotation, then the star would remain visible in the tube (except when obscured by the Earth. Any other states of angular momentum would have different results.
$endgroup$
– JCRM
Jan 14 at 20:33
$begingroup$
(assuming no external influences other than the earth's gravity) Can we theoretically balance a perfectly symmetrical pencil on its one-atom tip? - The uncertainty principle says, no. But if you spun it...
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– Mazura
Jan 15 at 4:03