Mercury -- Not Venus -- is the Closest Planet To Earth on Average, New Research Finds (gizmodo.com)
That's the finding presented by a team of scientists who have published their results this week in an article in the magazine Physics Today. From a report: They explain that our methods of calculating which planet is "the closest" oversimplifies the matter. But that's not all. "Further, Mercury is the closest neighbor, on average, to each of the other seven planets in the solar system," they write. Wait -- what?
Our misconceptions about how close the planets are to one another comes from the way we usually estimate the distances to other planets. Normally, we calculate the average distance from the planet to the Sun. The Earth's average distance is 1 astronomical unit (AU), while Venus' is around 0.72 AU. If you subtract one from the other, you calculate the average distance from Earth to Venus as 0.28 AU, the smallest distance for any pair of planets. But a trio of researchers realized that this isn't an accurate way to calculate the distances to planets. After all, Earth spends just as much time on the opposite side of its orbit from Venus, placing it 1.72 AU away.
One must instead average the distance between every point along one planet's orbit and every point along the other planet's orbit. The researchers ran a simulation based on two assumptions: that the planets' orbits were approximately circular, and that their orbits weren't at an angle relative to one another.
Our misconceptions about how close the planets are to one another comes from the way we usually estimate the distances to other planets. Normally, we calculate the average distance from the planet to the Sun. The Earth's average distance is 1 astronomical unit (AU), while Venus' is around 0.72 AU. If you subtract one from the other, you calculate the average distance from Earth to Venus as 0.28 AU, the smallest distance for any pair of planets. But a trio of researchers realized that this isn't an accurate way to calculate the distances to planets. After all, Earth spends just as much time on the opposite side of its orbit from Venus, placing it 1.72 AU away.
One must instead average the distance between every point along one planet's orbit and every point along the other planet's orbit. The researchers ran a simulation based on two assumptions: that the planets' orbits were approximately circular, and that their orbits weren't at an angle relative to one another.
https://physicstoday.scitation...
Interesting work with the best message to get out of this; don't rely on what's obvious, test what you think is true.
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The best kind of Correct.
Scientist: Hey guess what, turns out Mercury is really closer to the Earth, even though it orbits closer to the sun than Venus *snickers a bit*.
Me: Well, Ok, I guess maybe if you consider speed of rotation around the sun it technically is closer more often but...
Scientist: *leans way over beaker and takes a bit whiff* In fact... Mercury is closer to all the planets!! *eyes glaze over scientist slumps on floor*
Me: Pours contents of beaker over prone scientist, storms out of room.
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You're being a smartass.
If perfectly circular, average distance from any planet to any planet should be equal to the center of their path circle, which is, drum roll please, the center of the sun.
So, Earth-Mercury average distance shares the first place with any other of 45 planet pair combinations.
It's all about the delta-v.
April Fools day is still a few weeks away.
As I see it, the closest planet to a reference planet is the planet whose semi-major axis length is nearest to that of the reference planet. The definition that these 'physicists' use is just plain silly, even sillier than the current definition of 'planet'.
I've had people ask me which planet is the closest one to Earth. I now stand corrected. I will now tell them that the order of the is Venus, Mercury, Earth, Mars, etc. and be properly geocentric about it.
I thought we already knew Mercury was the closest?
Eventually Venus' orbit will "sync" with Earth's for awhile and Venus will be closer "on average".
Really though - does this minutiae (which is easily statistically available) count as research? This is more like internet trolling about who's the better captain on Star Trek.
Worst research, evah!
So, they pointed out that the current way of calculating is oversimplified and then made some (potentially rather large) assumptions of their own?
Eventually Earth's moon will be a dwarf planet. Then the closest planet will be The Moon.
https://www.universetoday.com/...
Amatuer astronomers love to observe Mars. The problem is Mars is on a close, but outside orbit. Unlike Jupiter and Saturn, which the Earth passes every year in thier orbits, it is a different story with Mars. It is only really close for two months every 2 years. It spends most of its time on the far side of its orbit until the Earth can chase it down again, and then quickly races away. Even though you can view it through most of its orbit, it is small and normally far away. Venus, even when near the far side of its orbit, it is fairly easy to observe. At least once it rises far enough out of the Sun's glare. Mercury would be even better, but due to the small orbit it doesn't get far from the Sun from our point of view before it dives back down into the glare.
Well, shit, I need to recalculate my horoscope again.
Take your useless metric and shove it were the daystar don't shine.
I'd bet that all of the solar system's planets are closer to Sun than they are to any other planet.
The order of the planets people think of is based on their orbiting distance from the sun.
We resolved the whole geocentric vs heliocentric model of the solar system long ago.
Figuring out the actual distance between the planets is useful information if you want to figure out the shortest distance to get from one planet to another.
If Mercury is close to the other planets, it may be beneficial to get to there rather than to Mars.
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Yes, and Sol revolves around the Earth.
Unless you're part of the human collective that has accepted a heliocentric model for centuries.
LOL I DON'T MOVE THE SPACE STATION MOVES AROUND ME
It's not "research". They ran a simulation and reported the results. Which isn't interesting because the simulation was stupid.
p>They assumed a fucking circular orbit (because the extra 1 parameter for an ellipse was too damn much). Which is something that Kepler disproved in the 1600s (and became an immortal name because of it.)
Also, this assumes planets are co-planar (they aren't)
Also, it's meaningless. When people talk about "our closest neighbor", they mean the one easiest to get to. So we want to know the closest point of approach, not "average". Making up a useless measure and publishing it isn't science.
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The average location should always be the center of the orbit.
The planets orbit the sun, so that should be their average location.
QED, shouldn't all planets be be equally close?
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I saw some comments on the Physics Today article about this being pedantic, but astronomy is and always has been about pedantry. It's taking into account tiny details and vanishingly small deviations that allows us to do things like observe the composition of faraway stars or compute the age of the universe.
For this reason, God sends them a powerful delusion(operation of wandering)(planet) so that they will believe the lie.
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It's the same phenomenon as the fact that GPS overestimates the distance you've traveled:
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Orbits are not all on the same plane. Orbits are elliptical.
Oliver's law of assumed responsibility: If you're seen fixing it, you will be blamed for breaking it.
If we are counting things that aren't planets, the moon is much closer than the sun.
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It's not.
Seriously, there are more important problems to solve. How about something that's actually useful?
Hey, now, this research evelated pedantry to a whole new level! If ever there was a story that belonged on Slashdot...
But I don't get why they "simulated" this. Isn't this just an integral?
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What does distance matter? If you are traveling to the planet you care about paths that don't clip the sun. Likewise if you are communicating with the planet you care about the average time it has line of sight to earth. And if you are launching a probe you care about closest approach to earth and relative velocity.
Some drink at the fountain of knowledge. Others just gargle.
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Filter error: Don't use so many caps. It's like YELLING. Filter error: Don't use so many caps. It's like YELLING.
There is no 'misconception.' By 'closest' people have the orbits in mind, not the average vector distance. There is a clear rank of orbits from inner to outer and that's all that's meant be 'closest,' this stupid pedantry aside.
One must instead average the distance between every point
No one must not. One must stop publishing click-bait tripe like this.
Maw! Fire up the karma burner!
Why is this news?
File under 'M' for 'Manic ranting'
This has always been obvious to anyone who thought about it for a while.
What more important problems are you working on? Oh right, you're reading slashdot, which is of course "actually useful."
lol
Not really - the equation to reasonably accurately describe a planet's position in space is actually a pretty ugly kludge of approximations of the various perturbations it's subjected to, even in polar coordinates. Combine that with the math for finding the vector difference between two points as expressed in polar coordinates... the math is going to get ugly.
A skilled mathematician would probably have no great trouble performing the integration, but very few scientists are skilled mathematicians.
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Is even closer than Mercury, on average...
"On average" can sometimes be a terrible way to measure anything, though. Many times it tells you absolutely nothing.
A man can drown swimming in a lake with an average depth of 1"...!
Now, here truly is a candidate to be sent at night to land on the Sun!
>> The researchers ran a simulation based on two assumptions: that the planets' orbits were approximately circular, and that their orbits weren't at an angle relative to one another.
Original article
So no, it's not the complicated proper math. They really should have been able to find the closed form solution. However, the lead author is a grad student who is apparently Python happy, so...
Seriously, there are more important problems to solve. How about something that's actually useful?
This IS useful. We want to send M'Smash off-planet, for obvious reasons, but we really don't want to spend all that much to do it. Knowing that Mercury is generally the closest planet helps us plan.
So no, it's not the complicated proper math. They really should have been able to find the closed form solution. However, the lead author is a grad student who is apparently Python happy, so...
That explains it then. Heck, you don't even have to be able to solve the integral, that's what Wolfram Alpha is for.
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Literally:
https://en.wikipedia.org/wiki/...
So for the sake of this research lets assume that all planets are on the same plane (they are not). Lets also assume perfectly circular orbits (they are not).
Any other assumptions they want to make? They pretty much took all the realism out of it already.
What would be a really interesting question (and likely take a lot of computational power), is to look at the criteria for launching spacecraft using gravitational techniques, and calculate all of the optimized deployment windows for like the next 100 years, which are the shortest, shortest by planet, when, etc... Now that would be something. Also something useful (which the other is not), where if you see the next best window for a particular planet is coming up, and it won't be that good for another 75 years, you might you know, do something about it and plan ahead or something.
than any planet is to any other planet.
Not in the "shuffling symbols around" sense, no.
I hate Illinois pedants.
Common understanding of "closest planet" refers to the orbits, not actual proximity.
If we are really going to get picky and bring gravity into this, then there is no known closed form solution for any of this.
https://en.wikipedia.org/wiki/...
Blasphemy! Lockem up with that Galileo bloke.
Table-ized A.I.
Likely a similar approach will show that, on average, each planet is closer to the sun than to any other planet.
John_Chalisque
Squandering taxpayer money on manned missions to uninhabitable waste planets is kinda pointless. You can't terraform MERCURY, VENUS, OR MARS ; on account of fundamental, unchangeable things about their natures. Mercury and Venus are too close to the sun AND too hot, Mars is too far away and insufficiently massive and too small to have enough gravity to hold an atmosphere of the kind that would be necessary for us to be able to BREATHE. Without it, we'd die. If you're going to fly away from Earth and build a colony of humans who have to live cooped up inside and only let out only once in a while in spacesuits, there's no real need to go so far as Mars. The MOON would be close enough. Anyway, just a thought.
Our reign has gone on long enough. Indeed. Summon the meteors.
A man can drown swimming in a lake with an average depth of 1"...!
Let me simplify that to a man can drown in 1 inch of water - no swimming required. Average (is that mean or median?) is almost always useless without standard deviation or chi squared.
True, but we don't need one - we're not trying to solve for the motion of an N-body system, we're trying to find the average distance between two bodies whose motion has already been well-characterized by observation.
Our current approximations aren't perfect, but I believe they're generally accepted as accurate enough to project planetary positions for several centuries in either direction of the epoch.
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why
I do not believe in karma. "Funny"=-6. Do good and forbid evil. Yours, Oft-Offtopic Flamebaiting Troll.
If perfectly circular, average distance from any planet to any planet should be equal to the center of their path circle
Sorry but that is wrong. If we assume that the Earth is fixed and we then look at the path of a purely circular orbit around the Sun we can draw a circle centred on the Earth with a radius equal to the Earth-Sun distance. Now if you look at the length of the orbit that is inside the circular you will see that this is less than half the orbit and slightly more than half the orbit is outside. Hence the average distance to the planet from Earth is going to be slightly more than the distance to the centre of the planet's orbit i.e. the sun.
The reason for this difference is that there are two dimensions and the x and y displacements add in quadrature, not linearly. It's a subtle point but, as pedantically stupid as the article is, sadly it is not wrong.
It's pedantically stupid, not interesting. What most people mean by the closest planet is the planet which comes closest to Earth during its orbit not which is closest on average. Indeed the example of Neptune which they give is particularly stupid since its orbit is 165 years long so even if you averaged over an entire human lifespan you would not get that result. What this really boils down to a silly wordplay but I am sure it will be amusing when it turns up on QI!
People care which one has the minimum distance to earth at any time during their orbits, not which one is usually closer to earth. Who the fuck cares?
Not when you make their simplifying assumptions: perfectly circular orbits with zero inclination. As stated in the summary. It's not even an integral. It's the circumference of a circle.
More importantly it's still a shit way to measure distance since if you wanted to travel to the planets in question you would have to match orbit and velocity of the celestial body in question.
Users should always beware of using averages for non homogenius situations!
For example
The Average person has:
1 head
2 arms
2 legs
10 finger
10 toes
1 testicle
1 breast
what does the average person look like?
Anybody else bothered by the fact that "a team of scientists" have the planets revolving in the wrong direction?
If you want to track the planet to cm precision and account for every N-body chaotic perturbation, sure, what you said. But dude, it's an ellipse for all practical purposes. That's why we can have a calendar or farmer's almanac. Hell, you don't even need an integral. It's algebra. The position of Mercury or Earth can be plotted parametrically as x(t) and y(t), and then for any t you can solve sqrt (delta x^2 + delta y^2), (and indeed, you can integrate and divide by t to get the average). Next, for any so ambitious, calculate the mean distance from Mercury to YourAnus.
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Oh right.... pluto...
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Hmm... we've had measurements of the inner planet orbits for 100 years and scientists just now figured out that they were wrong on the Earth's closet planet.
Makes me wonder if the crisis in 5 years headlines drumbeat of science articles are credible.
And to think scientists just recently discovered they were wrong about dinosaurs and birds after hundreds of years of it's proven that birds did not evolve from dinosaurs and dinosaurs didn't have feathers.
I mean, yes? But doesn't this fall out of the geometry of Kepler's laws of planetary motion? I guess I'm confused how this isn't an April 1st article.
it's still not that fat because it has a tight orbit with the sun... who knew. We don't need research for that. It's pedantic and impractical. What's not impractical is that it's orbit is faster so comms blackouts are more frequent but shorter.
The authors completely ignore the velocities at which the planets move. Their results may be kinda accurate for our solar system as it happens to be (but this should be checked properly), but they will still be "wrong" and surely are not as universal as their mathematical derivation/description suggests.
By omitting the velocities, the authors ignore the fact that the distribution of the various distance values over time is not uniform. In the most extreme case, two planets might have the same angular velocity. Combined with the paper's assumption/approximation that the ellipses are de facto concentric circles, such planets would always maintain a constant distance between them, which can be anywhere between the minimum and the maximum described in this paper and very different from the average of all possible values.
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