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Sweet!

So this doesn't validate the theory, correct? (Is it actually validated yet?)

Is this a viable method for long-distance traveling? Is it limited in direction (like the photons only push one way, and it's not like you can use a rudder in space, right?)

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The theory is already validated (Mariner 10 used solar pressure for attitude control in the 1970s, and a Japanese mission successfully tested a solar sail in 2010 - http://en.wikipedia.org/wiki/IKAROS - and it can be demonstrated in an Earthbound laboratory too).

Yes, it's viable. http://en.wikipedia.org/wiki/Solar_sail

To be clear, theory is being used here in the scientific sense, not in the colloquial sense of being a hypothesis. The science behind solar sails has been solid since Einstein's earlier discoveries (e.g. what he earned his first Nobel Prize for), when he discovered that light, despite having no mass, nevertheless does have momentum thanks to relativity. From there it's a straight shot towards realizing that you can make something move in space when it's hit by something carrying by momentum, exactly the same as a sail on Earth when it's hit by air particles carrying momentum. Basically it just became a problem of engineering at that point.

Some important limitations to keep in mind with solar sails are that the momentum imparted on them tails off according to an inverse square law, and also that since they have no medium like water to push against (hence no rudder), you can't "tack into the wind" like a sailboat can. However, and this is a very important point, because of the way orbital mechanics works out, and assuming you can adjust your orientation of the sail on the fly, this matters less than you might think, e.g. imagine orienting your sail at apoapsis so that you create a net thrust in the retrograde direction, then you furl or orientate your sail edge-on to the Sun. You end up with an orbit that has a periapsis closer to the Sun (with an apoapsis further out), so you're still traveling inward in some sense, at least for part of your orbit.

Niven and Pournelle's The Mote in God's Eye suggested something to push against: if you're in a magnetic field, you can turn by giving your craft an electric charge.

You can do better: you can separate an electric dipole across the direction you're travelling to create torque T=d v q B (since you can't create charge due to conservation laws).

It's not necessarily one way. Think of it like a sailboat: wind blows in one direction (at a time) but you can still steer, change direction, speed up, slow down, etc. just by changing the angle of your sail and how tense or slack it is. You can even travel against the direction of the wind. This is the same concept - a sail in wind - except the wind is solar wind: a stream of photons. The difference being that in sailing, the resistance of the water plays a part. For solar sails, you can't do as many complicated maneuvers as with sailing on water, but you can still make adjustments beyond juts being pushed in a single direction.

Just to clarify: Unlike a regular sailboat, you cannot sail against the wind with a solar sail. In space, there is no water equivalent to push off of.

The space equivalent is the satellite paradox.

If you angle the sail to send light in front of you, you will speed up and fall towards the Sun. If you angle the sail to send light behind you, you will slow down and move away from the Sun. Aim to either side and you will move away from the light and also move up slightly. Between these effects you can manage to get from any orbit you might be in to any other possible orbit. It will just take a while.

This is all assuming that there is not enough force from reflecting the light back into the Sun to beat the Sun's gravity.

This is a kind of thing that is totally counterintuitive until you spend a few (dozen) hours in Kerbal Space Program. Basically keep sails angled at 45 degrees so that the light reflects in the direction you're moving, and you'll be getting closer and closer.

> If you angle the sail to send light in front of you, you will speed up and fall towards the Sun

Don't you mean slow down and fall towards the sun?

It wouldn't be called "the satellite paradox" if it did what you would naively expect. :-)

If you have 2 objects in the same orbit and one accelerates backwards, that one winds up below and in front of the first. This happens because accelerating backwards causes it to lose energy, so it falls, and in falling picks up more kinetic energy than it had before.

It depends on the frame of reference. Obviously we're talking about a solar reference frame here with respect to linear velocity (it's the only other object), but it will also be rotating.

If the reference frame is initially rotating at with your orbit or a closer one, "speed up" is accurate. If it's rotating with some more distant orbit, "slow down" is accurate.

This, by the way, is one reason why physicists tend to just say "accelerate" in both cases: then, it's technically true for any external reference frame.

You will slow down until you are stationary with respect to distance from the sun, and then start accelerating towards it, ie, falling.

You can try it out at http://hackers.cool/~darius/gravity.html (the same simulation I posted last time this came up).

Very interesting.

Please consider implementing gravity for the planet and perhaps a time scale option.

I got the impression there was gravity, both from playing, and from the name of the page containing "Gravity" in it.

You are not very observant then.

Hey, don't be mean.

There's gravity from the sun but not the planet, and yes, that ought to be worth adding. I'm not sure what'd help the most to turn this into a fun game, though, so I'm working on other things. Thanks for the suggestion; a time control's probably a good idea too.

Ah yes some kind of normalization for the sail's velocity would be cool. The whole systems dynamics gets a lot slower as you get away from the sun, so it gets frustrating to see what happens with those; and it is hard to execute manuevers near the sun. (Maybe normalize for constant angular speed and display e.g. 'Time at 3.5x'?)

You can angle the sail to be close to your retrograde vector, which will allow you to decrease your orbital altitude around the sun. You could use this to move closer to the sun or to the inner planets (or to return from a distant mission).

On the other hand, you have a constant accelleration towards the sun, so you can use parabolic orbits to move sunward (at least, until you reach Voyager I).

Are you sure about this? If you have a sail in a heliocentric orbit, I would think you could increase or decrease your orbital speed based on the direction you deflect the solar wind, thus slowly increasing/decreasing altitude. I would assume it's possible to modify orbits around other bodies in a similar fashion.

acceleration can't move towards the sun, but you can build up some velocity with this, and then use a slingshot to head back to the sun.

not very general-purpose, but sound in principal.

To move towards the sun when orbiting it, you don't need to accelerate towards the sun, you need to accelerate towards your retrograde vector.

Indeed. To explain the technical term, retrograde is the reverse of where you're going (where your velocity vector is pointing). Accelerating retrograde (against the direction of your movement) = dropping your current orbital velocity = when you "slingshot" to the other side, you'll be closer to the Sun.

Orbital mechanics is fun :).

that's a good point, I forgot orbital mechanics. However, what's the ratio of the acceleration due to light pressure vs. due to gravity?

If you are at rest 1 au from the sun, and you deploy your sail perpendicular to sunlight, which direction will you accelerate in?

Towards the sun, by a very large margin.

Of course, no spacecraft will ever be at rest with regards to the Sun -- it would take 30km/s of delta-v to get there, and there's rather little point. They will be orbiting, starting from leo, which means that the meagre acceleration from a sail is more than enough to get basically anywhere.

Does a prism get affected by the momentum of the light it bends? Can you use a prism to bend the light to any angle you need to drive your sail?

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