Originally posted by Sigg Oddra:
Wouldn't you also reduce the jump "fuel" requirements for your spherical ships?
After all, you aren't going to have all that empty space to fill with hydrogen.
This varient of yours makes a lot of sense in a way. Jump drives and maneuver drives have always been volume rated so it is logical to consider the shape of that volume.
Minimum surface area for a given volume is a sphere.
Now, adding in the TNE/T4 technobabble and technical issues, on many large designs, the problem is NOT volume, but a lack of surface area for radiators!
Now, aside from frontier refuelling, surface area serves as radiator space, turret mounting space, antenna mounting space, and access space. Soooo.... the Tigress and other LARGE (500KTd) battleships in the OTU don't have nearly enough, nd needs something like vented sodium gas to maintain combat power levels more than a few minutes! (Or need massively reduced weaponry.) At least when converted into TNE/T4.
Now, there are 2 500KTd designs for battleships. 7 000 000 kiloliters (rememering a kiloliter and a cubic meter are, in fact, the same thing). That's a 191 meter cube. I think on the above I messud up... I accidentally use the wrong bank of stored formulae on my HP... those are SA calcs... OOPS.
(first nummber is SA in Square meters... Oh, what a major blunder... Maybe I should have waited til I was awake...)
So for some correct numbers
V=Pi*R*R*2AR
V/Pi=(R^2)*2AR
V/Pi=3R^3
V/(2APi)=R^3
(V/(2APi))^(1/3)=R
V = Volume
A= Aspect Ratio
R = Radius
Pi = Pi
Or, in HP:
<< -> V A << V 2 A * / 3.1415 / DUP DUP 2 * SWAP 2 A * * >> >>
Returning R, D, and L.
500 KTd = 143.75m diameter, 0.431 km long
500 KTd 10:1 Cylinder: 96.2x 962.3 (or roughly 1km)
By the way, modern "widdebody" airplanes are typically 10:1 or longer...
10 KTd 3:1 Cyl: 39x117m
10 KTd 10:1 Cyl: 26.1x261m
BTW, if one can't laugh at one's own mistakes... Rest of that post looks right.
Now, assuming a "Quantized effect", ie, if Sf <1 effect is nil, and if Sf >=1 effect occurs at 100%, we have two modes for theory. Either has been supported in canon: The central coil Jump Drive (Some TNE references, and some CT deck plans) and the surface grid field (lanthanum grid) (MT, some CT, some TNE, T4, plenty of art). THe lanthanum grid should have a volume based upon the surface area, which scales roughly as Cv^(2/3), and the central coil which scales to the same... but is limited to sphereoids or multiple nodes of field generation.
The grid makes more sense, in that it allows for nearly any hull shape, but the grid should take a fraction of SA, rather than straight % of volume. Say 1L/m^2 or so... but that rapidly makes larger ships have toruble with volume, and rapidly increases their surface area issues, too! (the above assumes fairly small lanthanum grids, and not scaling them with hull size.
But this makes the rest of the configuration either smaller as the driven ship size increases, OR, increases drive effective size at higher sizes.
In short, it breaks the extant ship design systems to account for field strengths, etc.