I've read a lot while waiting for stuff to get here to put together; what I write is based on my (perhaps faultly) interpretation of what I've read so I'll definately appreciate any feedback very much!
I've been trying to follow the advice of "build the alternator, then size the blades to match." Still, I'm shooting for something like a 10 footer, 24 volt system. I think my test coil says that I should add a few turns but I'm not sure; when I "run the math" it doesn't look that bad but I don't have any feel for how much heat a rotor will withstand, whether blades stall or run away or what!
Here's what I have so far:
2 rotors with 12 N42 2x1x.5" neos each
7/8" air gap
test coil 60 turns, two in hand #15 wire, (2x 45 feet)
legs: .75 inch wide, .58 inch thick
- rpm 1.04 vac rms
- rpm 2.1 vac rms
Using the 60 rpm voltage to calculate cut-in rpm:
1.04(v rms) * 1.414 (for peak volts) * 3 (coils) * 1.7 (for star connection) = 7.5 v
rpm for 25 volts (24 volts - 1 for diode drop) 60rpm*25v/7.5v = 200 rpm
Flux estimated that 65 turns would have given a cut in at 180 rpm; scaling what I measure (with 60 turns) that looks right on the money...
With a 200 rpm cut in, I get 10 mph winds with a 10 foot TSR 7 blade. I read Flux say that blades behave like they have a higher TSR at cut in though I don't know what that effect is. (So ignoring that effect
a 9 foot blade would cut in at about 9 mph... also, I could make the inside side of the coil a little smaller and get some more turns in.
Estimating power Flux'es technique in this thread - http://www.fieldlines.com/story/2006/1/9/205941/7206
(assuming 10 foot tsr 7 blade) if it makes 25 volts at 10 mph, then it will make 63 volts at 25 mph. I can't measure the resistance of the test coil but the wire table says .073 ohms, in star connection with 3 coils per phase and two phases active, that's 0.4374 ohms. Flux suggest of fudge factor of 1.3 so I use .57 ohms. Subtract the battery volts from alternator volts 63-25 = 38 volts; that divided by the resistance is the amps going into the battery = 38/.57 = 67 amps... times 24 volts = 1600 watts into the battery...
that's neearly 100% of Alton Moore's "power at blade" for a 10 footer, 68% efficiency according to the windpower spread sheet and about 80% of what's predicted on the windgenzen webpage so (once again!) I'm very confused by some of the stuff I've read...
My rectifier is rated at 800 volts at 110 amps at 100C, (150 amps at 60C) so if I can keep that cool, I don't see that burning up at 25 mph so I guess its a question of how much power the stator will shed without melting.
Is this right - the volts not going into the battery, 38 volts, times 67 amps = 2.5KW of heat? My gut says that's a lot but I've assumed that I would attempt to fold earlier than that to help insure that the mill was really, really furled by that time the winds got that high.
I appreciate any advice I get!
- Ed.