Er the Spacecraft Design Guide for CE, on page 36, literally mentions what fuel usage for reaction drives would be, along with referring to a table on page 29 of the same book.
If the author of the CE Spacecraft Design Guide includes reaction drives for the maneuver drive, that does not change the System Reference Document, which I am using, and which has no mention of reaction drives, and this does include small craft. Small craft have a power plant and maneuver drive, with fuel usage confined to that used by the power plant.
As I tend to base a lot of my ideas on the works of H. Beam Piper, who does not have his starships using reaction drives, I am assuming something equivalent to the "Dean" drive as my maneuver drive.
As a further note on the Classic rule set, the
Azhanti High Lightning supplement came out in 1980. The cruisers have 2G acceleration with "unlimited maneuver" (quote from page 5, General Specifications). Now, the power plant number is 5, and with the rules for power plant fuel consumption being 10 x PN (Power plant Number), the fuel required for the power plant would be only 50 tons, for "unlimited maneuver". This does not strike me as anywhere near correct, based on the size of the ship and the energy required to accelerate it at 2G. The fuel capacity is 32,000 tons, of which 30,000 is devoted to Jump fuel, leaving 2,000 tons of fuel for other purposes. Some of that will be used to fuel the small craft carried: 60 Rampart fighters, four 400 ton fuel shuttles, and five 40 ton launches/gunboats. If, however, you use the fuel consumption given for non-starships of 10 kilograms of fuel for 1G acceleration every 10 minutes for a ship not exceeding 100 tons, you get the following. With a size differential of 600 and 2G acceleration, the fuel consumption would increase to 1200 X 10 kilograms, giving 12,000 kilograms of fuel every 10 minutes, or 20 kilograms per second (approximately 44 pounds per second). I seem to remember that in the book
Thrust Into Space the specific impulse for a fusion reaction drive being around 4 million (I do not have the book handy right now, so trusting my memory). That would equate to a thrust of 156,000,000 pounds. The sounds impressive, but the Saturn 5 liftoff thrust was 7.5 million pounds, so that is about 21 times greater, but with a lot smaller fuel consumption.
The problem is a fully fueled ship is carrying 32,000 tons of Liquid Hydrogen in addition to the ship's empty weight. That means that you have, figuring the fuel at 2205 pounds per metric ton, the fuel alone weights 70,560,000 million pounds. That is close to one-half the given thrust, not counting the mass of the ship, which is going to be considerably greater than 70 million plus pounds, 32 thousand metric tons. The fuel burn is not even going to give you 1G of acceleration. Quick estimate of mass of the cruiser: 840,000 cubic meters of displaced volume half-submerged in Liquid Ammonia at 681.9 kilograms/cubic meter (water is 1,000 kilograms/cubic meter), so roughly 420,000 cubic meters of hull displacing that volume of ammonia at 681.9/1000, which would give a mass of about 286,000 metric tons. Converted to pounds, which is what I am using for the thrust, that would be about 630 million pounds. Add in the mass of the Liquid Hydrogen carried, and you get over 700 million pounds with only 156 million pounds of thrust, so less than a quarter of a Gee.
Based on this, to give the
Azhanti High Lightning class of cruisers 2G acceleration, you need to burn more like 100 or so metric tons of fuel every ten minutes. That is going to burn through that 2,000 tons of Liquid Hydrogen fairly quickly, so unlimited maneuver is out if you are using reaction drives.