
Originally Posted by
JohnD
Daver,
Spiral in?
How can any vector on a sail cause it to spiral in?
If the sail is turned more than directly radial to the direction of the star, the photons hit it on the other side forcing it out again.
Orienting your sail perpendicular to the sun (so the photons are pushing you directly away from the sun) essentially reduces the sun's gravitational pull on you by whatever the photon pressure on the sail is (the photon pressure also obeys an inverse square law). For most sails, the photon push is going to be less than the sun's pull, so you end up in an elliptical orbit.
Now, tilt the sail. Assuming you keep the sail at the same angle to the sun (you wouldn't, but we're simplifying here), you're going to have a component towards the sun that essentially cancels a fraction of the sun's pull, and a component perpendicular to that that increases or decreases your orbital velocity. It's this component that does something useful--allowing you to spiral in or out.
If your sail was perfectly non-reflective, you'd only get the radial component of the thrust, and the sail would be essentially useless.
Sailing into the wind on earth is a resultant of the LIFT from aerodynamic forces on the down wind side of the sail and the resistance of the boat's keel. Irrelevant to solar sailing. You can't tack against the solar wind.
And again, yes, you can tack against the solar wind. The thrust vector is not radial, you've got a component that can be directed along or against your velocity vector.
PS Sorry, slowing it down would spiral it in. Still, not nexactly Lord of All He Surveys, is it?
Hmm, not sure what you're getting at here. It's hard to imagine a scenario in which solar sails are actually economical, unless you go to a laser-augmented sail such as Forward or Niven/Pournelle described.