All asteroids in Solar System, visualized
github.com
github.com
[1] - https://en.wikipedia.org/wiki/File:InnerSolarSystem-en.png
The "gap" only applies to the semi-major axis (which is proportional to the 3/2th power of the period); since most asteroids are somewhat eccentric (and since semi-major axis is relative to the center but orbits are based on a focus, which "moves" rapidly as the circle deforms) there are always asteroids crossing the "gap" between perihelion (far short of the semi-minor axis, even) and aphelion (far beyond the semi-major axis).
I'm too lazy to do the math, but based on planets with similar eccentricity, most asteroids are between 10% and 25% farther at aphelion than at perihelion (or, often between 0.25AU and 0.75AU farther), which easily crosses any single gap, and almost always multiple gaps.
See the images at https://en.wikipedia.org/wiki/Orbital_eccentricity for informative images of ellipses.
[1] - https://github.com/DarkStar1982/Orbidium/blob/536afc2e12e9a2...
Now, I am pretty sure actual positions are not correct relative to each other (it is the same position on ellipse arc, should be actual position of the asteroid) but MPC file doesn't provide this information - you need ephemeris from here: https://www.minorplanetcenter.net/iau/MPEph/MPEph.html
After all, it is mostly a data visualization demo (although I tried to be precise with scale too)
That sounds to me just like a rephrasing of what I originally said. The locations in the Wikipedia image are correct relative to each other (because it is representing a moment in time) while the locations from the code are not correct relative to each other and are instead "the same position on ellipse arc" (although maybe I was wrong with my assumption that the "same position" was at the semi-major axis).
> A Kirkwood gap is a gap or dip in the distribution of the semi-major axes (or equivalently of the orbital periods) of the orbits of main-belt asteroids. They correspond to the locations of orbital resonances with Jupiter.
(Similarly, shouldn't it be possible to infer photon phase without causing wave state collapse?)
/? Jupiter’s effect on Earth’s climate https://www.google.com/search?q=Jupiter%E2%80%99s+effect+on+...
https://github.com/Caltech-IPAC/kete
(note that installation is about 100mb, as it carries a large data file containing high accuracy positions of the planets for +- 100 years)
https://en.wikipedia.org/wiki/Lincoln_Near-Earth_Asteroid_Re...
Rendering can be adjusted for better visibility, but 4 inner planets swept the interior volume pretty thoroughly during earlier times of Solar System.
The problem with plotting asteroids is that the "pixel" representing an asteroid is a hugely larger chunk of space relative to the actual size of the asteroid itself.
This gives a false feel of density that the asteroid belts simply don't have.
Ceres is the biggest asteroid, is less than 1/10th the diameter of Earth, and orbits the sun between 2.55 and 2.98 times Earth's orbit.
1. Use heatmap i.e. total mass of asteroids at each pixel
2. Use log scale
Sure thing! Just look up the sky. They are all there :) Perfectly to scale even!
Or if you want it scaled down look at an empty sheet of paper. That is a true representation of how many asteroids you would see if we would scale the solar system down to fit the paper.
In fact I just calculated and the sun itself would be about 0.06mm in diameter if you want to scale down the solar system such that the orbit of Neptune fits on a standard A4 paper. So by all means an empty sheet of paper sounds like a correct visual aid to illustrate the solar system in its entirety, not just the asteroids.
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