Interfacing
grid power with home produced power without having to jump through the hoops.
Would
it be possible to take steel rings, mount them on old railroad axles, coupled
either directly or through a hydraulic converter to a generator on one side and
an electric motor on the other?
Would it be possible to feed
all of the point of use produced power to the motor to charge the flywheel and feed
the local demand from the generator and when the flywheel charge gets below a
certain level add commercial grid power to the input side?
Would
I still need the fancy gizmos to sync with the commercial grid?
The
moment of inertia for a simple disk or cylinder is .5mr^2= I. The stored energy
is .5I(w^2)
20,000
KG of 1.5 meter radius rings would easily fit on a standard gauge axle and the
axles are designed to handle more than this weight.
I=.5(20000)
(2.25) = 22500 KGM
Storing
50 KWH = 180,000,000 J
180^6/22500
= 8000 = w^2
W=89.44
rads/s
89.44 / 2pi = 14.23 rps = 854 rpm
Would that exceed the yield stress for iron?
If I built a soft sand berm next to it would that keep it from mowing down the town if the axle broke?
A quick peek at storage costs for other technologies given here -
http://prod.sandia.gov/techlib/access-control.cgi/2011/112730.pdf
makes me think this could be made cost competitive in small scale applications.
Looking at Table 4:
I have a little trouble wrapping my mind around the cost numbers, especially the one for Compressed Air Energy Storage where Power Subsystem Cost (power density cost???) was given as $700/KW and the Energy Storage Subsystem Cost (Energy Density Cost ??) is given as $5/KWH. Obviously I don't understand the metrics used, I could use some help with that. Also, I don't believe there is a reference to the scale of application. Wouldn't this affect both power density cost and energy density costs?
"Almost" Good Answers: