Sorry if this gets a bit technical, but all of the equations I use are in Wikipedia along with decent explanations.
DANGER! DANGER WILL ROBINSON! MATH AHEAD!
OK, I did some digging and I want to present my numbers here for those that care...
First, for simplification I will use 10 m/s2 for G instead of 9.8.
So, lets go with a 100 Dton ship accelerating at 1G. (this makes calculating percentages very easy)
First, we have to assume a density of the ship. Lets say it is about 10 times the density of LHyd (about like the US Space Shuttle).
So using F=ma, we get F=(1000000)*(10) = 10000000 Newtons (10 MN)
Fuel Flow rate is F/(g*Isp) = M-dot in kg/sec
g is force of gravity, again using 10
Isp is the specific Impulse of the plasma drive in seconds
Using the concepts from Project Orion (Pulsed Plasma Drive) they had a theoretical Isp of 100,000 seconds. But we have gravitic focusing and all those other handwavium ideas, so lets say it should be about 10 times that number for our HePlaR drive.
So Fuel Flow Rate (M-dot) is:
M-dot = (10000000)/(10*1000000) = 1.0 kg/sec
Converting that to Dtons/hr we get:
M-dot = 3.6 Dtons/Hr
Or in Traveller terms: 3.6% per G-Hour
The only thing we really can play with is the Specific Impulse of the drive and the density of the ship. An Isp of 1000000 is really high by current standards, but very doable in a proposed universe with gravitics and all the other wonderful handwaviums that we have there.
SO, I guess 2.5% per G-Hour is pretty close, well within any reasonable margin of error.
Since others have claimed that HePlaR as presented wouldn't work, I would like to know if anyone can see what I did wrong?
MATH MODE OFF