Note that in the first stanza B. talks only about power (not speed). He says regardless of size (diameter) he can calculate the power output to a fine degree. This suggests a physical principle that is entirely measurable and predictable, imo. Within the lines he writes (rather than at the end) he could also add more than one wheel to the same axle. Presumably if they were the same internally he could double or triple or quadruple or quintuple (pentuple) the power output by that duplication method. That suggests a wide range of power outputs available to him depending on factors such as expense, need, reliability, space etc. It also suggests that diameter is not the main limiting factor to power output (tho obviously important).Bessler to Wagner AP Pg 340-341 wrote:If I were to place, next to a 12-Ell wheel, one of 6-Ells, then, if I
wanted to, I could cause the smaller one to revolve with more
force and useful power than the large one. I can, in fact, make 2,
or 3, or even more, wheels all revolving on the same axis.
Further, I make my machines in such a way that, big or small, I
can make the resulting power small or big as I choose. I can get
the power to a perfectly calculated degree, multiplied up even as
much as fourfold. ...
In the second stanza he doesn't talk about power directly. He talks about speed. And this relates to Wagner's comments about power output should be reduced, which he was answering. Here imo B. does relate speed to power output by suggesting that if he adds more bars, pulleys, and weights, it can revolve much faster and throw Wagners lack of power calcs out the window.Bessler to Wagner AP Pg 340-341 wrote:... If I arrange to have just one cross-bar in the
machine, it revolves very slowly, just as if it can hardly turn itself
at all, but, on the contrary, when I arrange several bars, pulleys
and weights, the machine can revolve much faster, and throw
Wagner's calculations clean out of the window!
Therefore imo number of internals (lever-weights) equates to power and speed output !
Probably could ! Especially if he duplicated on the same axle. IMO the cross-bar reference is to sets of four (revolves very slowly with little power to turn itself) i.e. the basic (but not exclusive) denominator or upscaling factor. You'll have noted that many of the MT9 family are 16 arms.dax wrote:That is an interesting suggestion Fletcher. Hmm… but why not fivefold?
ETA: but only about 8 sounds were heard per revolution in the Merseburg wheel. Perhaps suggestive that he was horse trading multiples for the dual-directional wheel.
Mechs 4, 5, 6, 8, 9, 10, 12, 15, 16, 18, 20, 24
Degrees 90, 72, 60, 45, 40, 36, 30, 24, 22.5, 20, 18, 15