I was going to suggest that an intensely focused and directed tube of gravity could be used to launch the missile. Since gravity seems to have more uses than duct tape in the HV. Giving us a gravity launched missile from the LD. Dunno whether each pulse of gravity would be detected, or if there is a way to mask it. All in all, I guess that would be a gravity-powered rail gun.
But I suppose a launch tube pumping out that much gravity would require as much handwavium as the missile itself.
ThinksMarkedly wrote:Relax wrote: For super close in shots, Initial velocity is just as important as high acceleration in terms of distance. So, if super worried about close in shots, seems increasing Initial Velocity from your missile tube is very important. Since we have all been looking at MDM combat, initial velocity as a requirement of ship design has disappeared, but in the age of Spider ships, and close in combat, or at least the prospect of close in combat, initial velocity once again becomes VERY important. Of course acceleration is ultra important for vector control of said missiles. We have to assume a missile cannot be fired off vector of pure broadside. Maybe one can change orientation from pure normal/perpendicular to broadside by a couple degrees, but more than this? Seems improbable.
Unless it's a spinal rail launcher, physics are going to get in the way. Even if your rail launcher could impart 10 million gravities of acceleration and your broadside launchers were 100 m in length, the missile would come out of the tube at a mere 140 km/s. Even one billion gravities would only bring it up to 1400 km/s.
140 km/s plus 10 seconds of one million gravities of acceleration results in a delta-v of 98207 km/s (0.32c) and a range of 491732 km. That means the launching ship can't fire if the target is over 520,000 km away.
The only way to make this work is if the launching ship's base velocity towards the target is already very high. If said ship has a radial velocity vector towards its targets of 0.1c, the range increases to 790,332 km, which starts to put it outside of energy range. Except that it's moving towards the target at 0.1c, so it will be in energy range in 3 to 5 seconds... so why fire missiles 3 seconds early and advertise you're there?
Another simple calculation: for regular anti-ship missiles, their two modes have an easy relationship: double the acceleration and it lasts one third of the time. A CM lasts 75 seconds, so if we get a third of a third of that time (8⅓ seconds), we should see the acceleration maybe quadruple. The Cataphract CM stage is said to have an acceleration of under 100,000 gravities, so quadrupling it only puts at 400,000. They'd need to start with a CM that already has a quarter million gravity of acceleration to get there.
EDIT: fixed "tangential" with "radial"