The relevant pieces of information are:
From Foundation's Fear, Part 7 'Stars like grains', Chapter 3.Sark had seven wormholes. One was dying. It hung a light-hour away, spitting out wild worms that ranged from a hand’s-width size, up to several meters.
From Foundation's Fear, Part 7 'Stars like grains', Chapter 4.Four hours later, closing at high velocity with the big wormhole complex, he saw her side of it.
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This allows us to calculate the speed reached by Dors and Seldon's ship. It crosses a light hour in slightly over four hours, so its average speed in this journey is of roughly 0.25c or 75,000 km/second.
Supposing a constant acceleration during the aforementioned four hours, we can calculate:
Final speed = Average speed * 2 = 150,000 km/second.
Speed/time = Acceleration => 150,000/14,400 = 10,41 km/s^2 (roughly 1000 gravities).
Using the following information...
From Dr. Saxton's Star Wars Technical Commentaries, Power Technologies.The kinetic power of a ship pushed by a relativistic particle stream is approximately P = F c, where F is the thrust (force, in Newtons) and c is the speed of light. If the mass of the ship plus its fuel is m and the acceleration is a then we simply have F = m a, which is familiar to students of Newtonian physics.
... I have calculated that the result is P = 1 * ~1E4 * 3E8 = ~3E12 w/kg. The engines must generate roughly three terawatts of power per kilogram during this trip.
Comments? Flames? Gross mistakes spotted?