Graeme wrote:
> 
> G'day,
> 
> I am moving to a property in northern New South Wales in Australia that has a
> 50m waterfall with a minimum water flow in excess of 3.5 litre / second. Our
> power usage is estimated to be about 8kw per day rising to 12 when house
> completed.
> 
> Our initial house site will be about 900m from the bottom of the waterfall.
> 
> I would like your comments of this proposed setup.
> 
> hydrogenerator model M1/125 from www.platypuspower.com.au giving 240v AC
> 
> transmission line 900m size ??
> 
> at house Xantrex Truecharge 40+i 40amp battery charger into 3 paralleled
> Concorde SunXtender PVX-2120L batteries (total 759Ah)
> 
> Connected to the batteries will be a Latronics LS-2012 2000 watt inverter.
> 
> Depending on the voltage at the end of the transmission line I may run
> household lights and always on appliances direct from transmission line.
> 
> I have already purchased the battery charger, batteries and inverter.
> 
> The M125 was chosen because of the 240v output and included controller and 
> dump
> load ie self-contained with high voltage output.
> 
> Cheers
> Graeme


Graeme,

I am familiar with the Platypus Power turbine (although not the particular model
you mention), the Trucharge range of battery chargers and Latronics inverters.
Even though my reply will focus on the Australian context I have decided to post
it to the group, rather than to you individually, because I think it may contain
some points of wider interest.

You do not say how far below the waterfall you intend to place the turbine, so
it is not possible to estimate what sort of penstock losses we should be
considering, but for now let us assume, conservatively, that the net head at the
turbine is 40m. At this head and a flow rate of 3.5 l/sec you can expect 750W
from the turbine.  This equates to 18kWh/day, however there will be considerable
losses - the magnitude of these losses will depend on how well you manage the
transmission and power conditioning parts of the system.

I expect you will be just be able to sustain load of 8kWh/day, but not
12kWh/day.  The key issue here is the battery charger (discussed below).

Now for my detailed comments:

1.  system voltage:
The equipment you have bought, in particular the inverter, commits you to a 12V
system and you may now not wish to change this.  However, considering the power
levels involved this is not a good choice.  24V would be better and 48V better
still.

You have chosen an inverter with a 2kW continuous rating.  At full load, this
will draw nearly 200A on the DC input side.  This is a very large current for a
12V system and unless you are careful, losses in the cabling and fuses will be
quite significant. If you intend to apply for a government rebate then you will
have to comply with Australian Standard AS4502.  Part 2 of this standard
recommends that continuous DC currents do not exceed 120A.  I don't know how
strict they are on this point in NSW, but in Queensland  where I operate, this
recommended value needs to be adhered to.

2.  battery
Try and avoid parallel battery strings in a permanent installation.  The reasons
for this are well known and can be found in any text covering battery selection
for renewable energy systems.  This is particularly so in your case.  If you try
and draw 200A from a battery where each string has a capacity of only about
250Ah, then the slightest difference in resistance between the strings will
cause one string to be worked much harder than the others.

3.  battery charger
Fortunately you have chosen a switchmode type of charger, which will be tolerant
of input voltage and frequency variation and still be able to deliver it's
nominated 40A.  Even if it works at full capacity 24h/day it will be able to
deliver at most 11.5kWh/day to the battery.

A rule of thumb for battery/inverter systems is that the average power delivered
to the battery should exceed the AC load by at least 30%, preferably 40%.  So,
with a 40A charger you will just be able to sustain a load of 8kWh/day,
cetailnly not 12kWh/day.

Regards,

Max Enfield
Planetary Power





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