Guidelines for small Hydro Power Plants.
By Emil Bedi, CANCEE and Hakan Falk, "Energy Saving Now".
GUIDELINES FOR SMALL HYDRO POWER PLANTS PLANNING
Many people have
access to some form of running water and do not know how much power, if any, can
be produced from it. Almost any house site has solar electric potential
(photovoltaic). Many sites also have some wind power available. But water power
depends on more than the presence of water alone. A lake or well has no power
potential. The water must be flowing. In construction of small or micro hydro
system many factors determine the feasibility of such a system. These
include:
the amount of power available from the stream, and if it is
sufficient to meet power requirements;
legal restrictions-local or state, on
the development of the hydroelectric site, and the use of the water;
the
availability of turbines and generators of the type or capacity required;
the cost
of developing the site and operating the system; and
the rate a utility will pay
for electricity you generate (if you connect to their system).
Principal question is: do I have a site suitable for hydroelectric power
production? To answer that question, we have to examine four factors.
The
distance of head or vertical fall that the water source develops.
The amount of
water available for generation.
The length of pipe needed to go from
the water source to the hydropower plant.
The distance from the hydropower plant
to the electrical load, whether that be storage batteries, or in the case of AC
generation, the appliances themselves.
Given these four factors, we can determine not only if hydroelectric power
generation is feasible, but which diameter of pipe is needed, which type of the
available hydroplants to use, and approximate output and costs.
The first step in assessing the feasibility of any hydroelectric system is
to determine the amount of power that you can obtain from the stream at your
site. The power available at any place is primarily a product of the flow and
“head.” Flow is amount of water flowing through the turbine and is typically
measured in cubic meters per second – m3/s or in cubic feet per second – cfs or
gallons per minute – GPM are used. Head is a measure of the pressure
of falling water available at turbine expressed in meter water column. This
pressure is a function of the vertical distance that water drops and the
characteristics of the channel, or pipe, through which it flows. It must be
distinguished between gross head, which is the difference of elevation between
the water surface of the forebay and the tail race and net head, which is the
actual pressure available at the turbine. To obtain net head, allowances must be
made for losses in the penstock and draft tube. Gross head can be determined by
a topographical survey using levels and tape measures. Head is expressed in
meters (or in feet in the USA). High flow and/or head means more available
power. The higher the head the better, because less water is necessary to
produce a given amount of power, and smaller, more efficient, and less costly
turbines and piping can be used. Hydroelectric sites are broadly
categorized as “low” or “high” head. Low head typically refers to a change in
elevation of less than 3 meters. A vertical drop of less than 0,6 meters will
probably make a hydroelectric system unfeasible. A high flow rate can compensate
for low head, but a larger, and more costly turbine will be necessary. It may be
difficult to find a turbine that will operate efficiently under very low heads
and low flow.
CONFIGURATION OF SMALL HYDRO POWER PLANTS
Small hydro turbines can be configured to
operate efficiently at sites with a wide range of head and flow rates. In case
of micro hydro systems with batteries the greater predictability of hydro
resources can help reduce the size of other system components like battery
banks. Battery banks for PV systems are usually sized to provide five days of
cloudy-day power, while small hydro systems usually need only one or two days of
storage. It is responsible to assess a hydro resource during both wet and dry
seasons. It is the responsibility of anyone who uses a hydro resource to
evaluate the effects that water diversion may have on the ecology of the
waterway and understand any applicable regulatory or legal restrictions. A rule
of thumb used by some hydro builders is to divert 10 percent or less of the
stream’s minimum flow. Note that use, access to, control, or diversion of water
flows is highly regulated in many countries. So is any physical alteration of a
stream channel or bank that may effect water quality or wildlife habitat,
regardless of whether or not the stream is on private property.
Determining Head
When
determining head (fall), you must consider both gross or “static” head, and net
or “dynamic” head. Gross head is the vertical distance between the top of the
penstock (the piping that conveys water, under pressure, to the turbine) and the
point where the water discharges from the turbine. Net head is gross head minus
the pressure or head losses due to friction and turbulence in the penstock.
These head losses depend on the type, diameter, and length of the penstock
piping, and the number of bends or elbows. You can use gross head to approximate
power availability and determine general feasibility, but you must use net head
to calculate the actual power available. There are several ways to determine
gross head. The most accurate technique is to have a professional survey the
site. If you know that you have an elevation drop of several dozens meters, a
less expensive, but less accurate technique is to use an aircraft altimeter. In
some countries it is possible to buy, borrow, or rent an altimeter from a small
airport or flying club. You will have to account for the effects of barometric
pressure and calibrate the altimeter as necessary. Another option is to use the
“hose/tube” method described below. Whatever method you use, you will
need to determine the vertical distance between the point where water will enter
the penstock and the point where water will discharge from the turbine. Always
be safety-conscious when working near or in a stream, especially in narrow or
steep stream channels and fast flowing water. Never work alone. Never wade into
water in which you cannot see the bottom and without first testing the depth
with a stick. To perform the “hose/tube” method you will need an
assistant, 6 to 9 meter length of small-diameter garden hose or other flexible
tubing, a funnel, and a yardstick or measuring tape. Begin by stretching the
hose or tubing down the stream channel from the point that you have decided is
the most practical elevation for the penstock intake. Have your helper hold the
upstream end of the hose, with the funnel in it, under the water as near the
surface as possible. While he/she does this, lift the downstream end until water
stops flowing from it. Measure the vertical distance between your end of the
tube and the surface of the water. This is the gross head for the section of
stream between you and your helper. Have your assistant move to where you are
and place the funnel at the same point where you took your measurement. Then
walk downstream, and repeat the procedure. Continue taking measurements until
you reach the point where you plan to site the turbine. The sum of these
measurements will give you a rough approximation of the gross head for your
site. Note that, due to the force of the water into the upstream end the hose,
water may continue to move through the hose after both ends of the hose are
actually level. You may subtract few centimetres from each measurement to
account for this. It is best to be conservative in these preliminary head
measurements.
Determining Water Flow
Environmental and climatic factors, as well as human activities in the
watershed, determine the amount and characteristics of stream flow on a
day-to-day and seasonal basis. A storage reservoir can control flow, but unless
a dam already exists, building one can greatly increase cost and legal
complications. You may be able to obtain stream flow data from the local
offices, from the local engineer, or local water supply or flood control
authorities. If you cannot obtain existing flow data for your stream, you will
need to do a site survey. Generally, unless you are considering a storage
reservoir, you should use the lowest average flow of the year as the basis of
the system design. Alternatively, you can use the average flow during the period
of highest expected electricity demand. This may or may not coincide with lowest
flows. There may be legal restrictions on the amount of water that you can
divert from a stream at certain times of the year. In such a case, you will have
to use this amount of available flow as the basis of design.
Measuring flow is a little more difficult. This should probably be done in
more than one place too. This is because most streams pick up water as they go.
Therefore choosing the best spot for your system requires careful consideration
of several things. There are several ways to measure flow; here are two. In both
cases, the brook water must all pass through either a pipe or a weir. A common
method for measuring flow on very small streams is the “bucket” method. This
involves damming the stream with logs or boards to divert the stream flow into a
bucket or container. This method is the easiest way of measuring flow for
streams with up to 5 litres per second or so, which accounts for most small
hydro sites by far. You’ll need to construct a temporary dam of sorts at the
water source. Than fit a short length of pipe large enough to handle all the
water you plan to use for generation into the dam. Using a bucket of known
capacity and a stopwatch you will have to estimate the time - how long it takes
to fill the bucket. Repeat several times to determine that your technique is
accurate. The rate that the container fills is the flow rate. For example, 20
litre bucket that fills in one minute is a flow rate of 20 litres per
minute.
You can also try the following method to roughly estimate the flow in
streams where it is impractical to attempt the bucket method. This method
involves wading across the stream channel. Do not try this method if the stream
is fast-flowing and over your calves! You could lose your footing, be swept
downstream, and possibly drown. Never wade into any stream in which you cannot
see the bottom! Always check the depth and character of the stream bed with your
stick before you take a step. To perform this method, you will need an
assistant, a tape measure, a yardstick or calibrated measuring rod, a weighted
float (a plastic bottle half filled with water to give a better estimate of flow
velocity), a stopwatch, and some graph paper. Begin by calculating the
cross-sectional area of the stream bed during the time of lowest water flow. To
do so, select a stretch of the stream with the straightest channel and most
uniform depth and width as possible. At the narrowest point of this stretch,
measure the width of the stream. Then, with the yardstick, walk across the
stream and measure the water depth at 30 centimetres increments across the
stream. Be sure to keep the measuring stick as vertical as possible. You may
want to stretch a string or rope across the stream with the increments marked on
it to assist in this process. Plot these depths on a piece of graph paper. This
will give you a cross-sectional profile of the stream. Determine the area of
each block or section of the stream by calculating the areas of the rectangles
and triangles in each section. (Area of a rectangle = length x width; area of a
triangle = ½ base x height). Add the areas of all the blocks together for the
total area.
Next, determine the flow velocity. From the point where you measured the
width, mark a point at least 10 meters upstream, and release the weighted float
in the middle of the stream. Carefully record the time it takes the float to
pass between the two points. Make sure that the float does not hit or drag on
the bottom of the stream. If it does, use a smaller float. Divide the distance
between the two points by the float time in seconds to get flow velocity in
meters per second. Repeat this procedure several times to get an average value.
The more times you do so, the more accurate your estimate will be. If the float
gets hung up or “stalls,” start over, or this will throw the average off.
Multiply the average velocity by the cross-sectional area of the stream.
Multiply this value by a factor that accounts for the roughness of the stream
channel (0.8 for a sandy stream bed, 0.7 for a bed with small to medium sized
stones, and 0.6 for a bed with many large stones). The result will be the flow
rate in cubic meters per second.
Keep in mind that this value will be the flow at the time of measurement.
You should repeat the procedure several times during the low flow season to more
accurately estimate the average low water flow. You do not have to measure the
water depth each time. You can simply measure the water depth above, or below,
the water level when you first measured the stream, and calculate the area of
greater or less water, and add or subtract this from the baseline area.
Alternatively, you may be able to install a gauge (made from a calibrated rod or
post) on the bank so that you can easily read the water depth and calculate the
cross-sectional area of the stream. You will need to repeat the flow velocity
procedure each time, however. You may be able to correlate your
survey data with long term precipitation data for your area, or flow data from
nearby rivers, to get an estimate of long-term, seasonal low, high, and average
flows for your stream. Remember that, no matter what the volume of the flow is
at any one time, you may be able to legally divert only a certain amount or
percentage of the flow. Also try to determine if there any plans for development
or changes in land use upstream from your site. Activities such as logging can
greatly alter stream flows.
LOSSES IN PIPELINE SYSTEMS
In real fluid flows, losses occur due to the
resistance of the pipe walls and the fittings to this flow and lead to an
irreversible transformation of the energy of the flowing fluid into heat. Two
forms of losses can be distinguished: losses due to friction and local
losses. Losses due to friction originate in the shear stresses
between adjacent layers of water gliding along each other at different speed.
The very thin layer of water adhering the pipe wall does obviously not move
while the velocity of every concentric layer increases to reach maximum velocity
at the centre-line of the pipe. If the fluid particles move along smooth layers,
the flow is called laminar or viscous and shear stresses between the layers
dominate. In engineering practice however, the flow in a pipeline is usually
turbulent, i.e. the particles move in irregular paths and changing velocities.
It is important to use pipelines of sufficient diameter to minimise friction
losses from the moving water. When possible the pipeline should be buried. This
stabilises the pipe. Local losses occur at changes of cross
sections, at valves and at bends. These losses are sometimes referred to as
minor losses since in long pipelines their effect may be small in relation to
the friction loss.
Determining Power
At most sites, what is called run of river is the best mode of operation.
This means that power is produced at a constant rate according to the amount of
water available. Usually the power is generated as electricity and can be
eventually stored in batteries. The power can take other forms: shaft power for
a saw, pump, grinder, etc. Both head and flow are necessary to produce power.
Even a few litres per second can be useful if there is sufficient head. Since
power = Head x Flow, the more you have of either, the more power is
available. To calculate available power, head losses due to friction
of flow in conduits and the conversion efficiency of machines employed must also
be considered. The simple formula for potential power output is following:
Power (kW) = Head (metres) x Flow
(m3/second) x Gravity (9,81) x Efficiency (0,6)
Head = Net head = Gross head -losses (m) Here the overall
efficiency was set at 60%.
For small outputs of interest here, and as a first approximation, the
formula can be simplified:
Power(kW)= Head (m) x Flow
(litres/second)/200
Here the overall efficiency of 50 % is implied. The “rule of thumb”
calculation is therefore on the conservative side.
For the US units a simple rule of thumb to estimate your power is :
Power (Watts) = Head (feet) x Flow (gpm)
/10
Keep in mind this is power that is produced 24 hours a day. So 100 W in
hydro power plant is equivalent to a PV system of 400-500 watts if the sun
shines every day. Of course, the water may not run year round either.
The efficiencies (including turbine and generator efficiencies), which
were chosen in above mentioned equations between 50-60 %, depend on make and
operating conditions (head and flow). Generally, low head, low speed water
wheels are less efficient than high head, high speed turbines. The overall
efficiency of a system can range between 40% and 70%. A well-designed system
will achieve an average efficiency of 75%. Turbine manufacturers should be able
to provide a close estimate of potential power output for their turbine, given
the head and flow conditions at your site. There will also be “line” losses in
any power lines used to transmit the electricity from the generator to the site
of use.
A turbine/generator that produces 500 watts continuously (12 kWh per day),
and includes batteries for power storage, will be sufficient to meet the power
requirements of a small house for lighting, entertainment, a refrigerator, and
other kitchen appliances. Remember that using energy conservatively in
energy-efficient appliances can reduce energy requirements significantly.
Estimation of annual electricity production E:
E (kWh) = Power (kW) x Time
(hours) Where time is estimated number of
operational hours in the year. Mostly it is supposed to be 5000 hours.
Hand Rule
In a typical small hydro power plant every litre per second (0.001
m3/s) of water falling down from 1 meter height can produce 20 - 30 kWh of
electricity per year. |

Conversion Factors Here are some of the conversion factors you
may need when evaluating a hydro power site: 1 cubic foot (cf) = 7,48
gallons; 1 cubic foot per second (cfs) = 448,8 gallons per minute
(gpm); 1 inch = 2,54 centimetres; 1 foot = 0,3048 meters;
1 meter = 3,28 feet; 1 cf = 0,028 cubic meters (cm); 1 m3 = 35,3 cf;
1 gallon = 3,785 litres; 1 cf = 28.31 litres; 1 cfs = 1698,7 litres per
minute; 1 cubic meter per second (m3 /s) = 15842 gpm; 1
pound per square inch (psi) of pressure = 2,31 feet (head) of water;
1 pound (lb) = 0,454 kilograms (kg); 1 kg = 2,205 lbs;
1 kilowatt (kW) = 1,34 horsepower (hp); 1 hp = 746 Watts.
OCEAN POWER
The oceans have long been
recognized as a potential source of energy. The ocean’s motion carries energy in
the form of tides, currents, and waves. In principle, some of this energy could
be used to perform work and to produce electricity.
© Copyright energysavingnow.com 2000.
© Copyrights to Software @ this site
|