Solar System Explorer

This web app was written in an attempt to get a sense of scale of various objects and distances within our Solar System. It was partially inspired by images on Wikipedia such as the one below, and awesome web pages like Cary Huang's Scale of the Universe.

The Earth and the moon, and the distance between them to scale.

It was programmed in JavaScript using CreateJS on Christmas Eve 2013, and extended and added to over the course of the following weeks.

Links and Downloads:

The program is free and the source is made available under an MIT license.

Interactive web page

JavaScript source code

More Information

There are several difficulties that arose before this program could even be developed. This section describes how these difficulties were overcome.

Firstly, the distances between objects in our Solar System are just enormous relative to the sizes of those objects. For example, to display the Earth and Sun together in an image, with the sizes and distances to scale, the image would have to be well over eleven thousand pixels across for the Earth to even show up as a single pixel. That's six times the resolution of a widescreen monitor at 1080p.

The second problem is the range of orders of magnitude that need to be dealt with. Many moons in the solar system have diameters of just a few hundred kilometres and orbit tens or hundreds of thousands of kilometres from their planets, yet the gas giants orbit at distances of a few billion kilometres from the sun.

Thirdly, there is the shear number of bodies in our solar system. The four gas giants have a couple hundred moons between them, and there are more than half a million bodies in our Solar System actively being tracked by the Minor Planet Center.

Finally, the orbit of each body in our solar system traces a unique path in three dimensional space, each with a different inclination, eccentricity, and other orbital parameters. Each body is at a different position in it's orbit, and many of these orbits (especially bodies in the outer solar system) intersect. For example, although Pluto is currently further from the sun than Neptune, it was actually closer than Neptune between 1979 and 1999.

Each of these following solutions were applied to solve these problems, in reverse order. Each of these solutions has implications, which are also described below.

The program was restricted to a single dimension. Inclinations were ignored, and distance of each body is averaged across its entire orbit. The implication of this is that all bodies are incorrectly shown on the same plane, and distances between each body are completely inaccurate. Only the average distance from the body to the planet or star about which it orbits is accurate. A future incarnation of the program may remove this restriction.

All eight major planets were included, but only the five dwarf planets recognised by the IAU at the time of writing were included. This means that some bodies such as Sedna, Quaoar, Orcus and Salacia were not included, even though they are widely considered by many astronomers to be dwarf planets. Moons are only included if they are either massive enough to be rounded under it's own gravity, or larger than 10% of their parent planet's diameter. There are only two exceptions: Mars's moons Phobos and Deimos. These were included because they are widely known, and are the best studied moons in our solar system other than our own.

The ability to zoom was essential in order to get a sense of scale over a wider range of distances, with orders of magnitude varying from as little as tens of kilometres up to trillions and beyond. A constantly scaling grid in the background is essential for maintaining the sense of distance as the scale changes.

A minimum size (currently 3 pixels) had to be enforced so that a bodies position could still be seen, even when zoomed too far out for it to be visible. Bodies gradually fade from view as they get too close to their parent bodies on the screen.

I think the final approach comes close to what I originally imagined when I originally came up with the idea, and I hope someone at least finds it interesting and educational.