Stark wrote:(with lenses, gravity fields or whatever) it doesn't lose any of its energy. Thus lasers are flexible weapons.
Actually, lasers could lose energy if directed by gravitational fields. Such an approach can lead to a redshifting of the laser beam. Lenses can absorb some of the energy of the beam.
PBs, on the other hand, lose energy dramatically if redirected, and thus lend themselves more to mechanical means of training, such as turrets etc. PBs also require projectile tankage, which lasers do not.
You want to fit a powerful particle accelerator in a turret? I think that whilst laser beams may
possibly be redirected into turrets from a central station (depending on a lot of things), particle weapons are almost certain to be fixed axis devices.
Both weapons have the problem of beam spread. Which system would spread less over a given distance? Does beam divergence affect weapon performance in the same way for both systems?
For the laser, the beam divergence can be easily estimated from
divergence (radians) = 1.2 * wavelength / aperture diameter
So a laser operating at a wavelength of 500nm (visible) through a 1 centimetre aperture would have a beam divergence of about 6x10^-5 radians = 0.003 degrees. The flux (power per unit area) of a laser beam is given by
flux (Watts per m^2) = 4L / (pi * divergence^2 * range^2)
L is the power of the beam in Watts. As you can see, the flux declines with the inverse square of the range.
For particle weapons, the particles interact and spread the beam, and aren't created in step in any case. Synchrotrons work by forcing the particles into bunches and so I might expect that synchrotrons have better divergence characteristics than beams from linacs, but I don't think either system can maintain particles in lock-step like a laser beam. The above formula for flux should work for both lasers and particle beams, but the divergence angle formula is probably inappropriate for particle beams.