Oh! I suppose since we're on the subject of water reactors I suppose that makes this the best place to run my new chain reactor design by you guys.
To begin with, I'm judging water reactor productivity by the units of power generated divided by the amount of squares rendered unusable by the generator; For now I'll shorten it to P/S.
I was looking at the current
standard 2-wheel reactor design shown on the wiki
& found that, by clumping these reactors together in a long line it will form the equation ((170x)/(9+40x)) where x is the number of reactors bunched together. The limit as x approaches infinity for this equation is 170/40, or 4.25 P/S, so 4.25 is the approximate P/S for very long chains of the standard design.
This is my Design, which, although I am unsure if this has been done before, I call the Skinny 9 model (SN)
W=water wheel
- =ground
.=Open Space
O=wall
X=back of pump
x=front of pump
Level 1
OOOOO
O--OO
O-O-O
O-O-O
O-O-O
OOO-O
OO-OO
O-OOO
OOOOO
Level 2
-----
-W---
-WO--
-W---
-X---
-x---
-.---
-----
Would this be a working design? If it's successful, chains will follow the equation (80+90x/(43+19x). Taking the limit as x approaches infinity, longer chains will be approximately 4.74 P/S, which is an increase of .48!