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Experiment Name: Francis turbine
Objective: To study the operation of Francis turbine and determine the input
power, output power and efficiency of Francis turbine
Definition and its Design:
The Francis turbine is a type of water turbine that was developed by James B.
Francis in Lowell, Massachusetts. It is an inward-flow reaction turbine that
combines radial and axial flow concepts. Francis turbines are the most common
water turbine in use today. They operate in a water head from 40 to 600 m (130
to 2,000 ft) and are primarily used for electrical power production. The electric
generators that most often use this type of turbine have a power output that
generally ranges from just a few kilowatts up to 800 MW, though mini-hydro
installations may be lower. Penstock (input pipes) diameters are between 3 and
33 ft (0.91 and 10 m). The speed range of the turbine is from 75 to 1000 rpm. A
wicket gate around the outside of the turbine's rotating runner controls the rate of
water flow through the turbine for different power production rates. Francis
turbines are almost always mounted with the shaft vertical to isolate water from
the generator. This also facilitates installation and maintenance.
Components
1. Spiral casing: The spiral casing around the runner of the turbine is known
as the volute casing or scrolls case. Throughout its length, it has numerous
openings at regular intervals to allow the working fluid to impinge on the
blades of the runner. These openings convert the pressure energy of the
fluid into momentum energy just before the fluid impinges on the blades.
This maintains a constant velocity despite the fact that numerous openings
have been provided for the fluid to enter the blades, as the cross-sectional
area of this casing decreases uniformly along the circumference.
2. Guide and stay vanes: The primary function of the guide and stay vanes is
to convert the pressure energy of the fluid into the momentum energy. It
also serves to direct the flow at design angles to the runner blades.
3. Runner blades: Runner blades are the heart of any turbine. These are the
centers where the fluid strikes and the tangential force of the impact causes
the shaft of the turbine to rotate, producing torque. Close attention in
design of blade angles at inlet and outlet is necessary, as these are major
parameters affecting power production.
4. Draft tube: The draft tube is a conduit that connects the runner exit to the
tail race where the water is discharged from the turbine. Its primary
function is to reduce the velocity of discharged water to minimize the loss
of kinetic energy at the outlet. This permits the turbine to be set above the
tail water without appreciable drop of available head.
Theory of operation
The Francis turbine is a type of reaction turbine, a category of turbine in which
the working fluid comes to the turbine under immense pressure and the energy is
extracted by the turbine blades from the working fluid. A part of the energy is
given up by the fluid because of pressure changes occurring in the blades of the
turbine, quantified by the expression of degree of reaction, while the remaining
part of the energy is extracted by the volute casing of the turbine. At the exit,
water acts on the spinning cup-shaped runner features, leaving at low velocity
and low swirl with very little kinetic or potential energy left. The turbine's exit
tube is shaped to help decelerate the water flow and recover the pressure.
Application:
Francis turbines may be designed for a wide range of heads and flows. This,
along with their high efficiency, has made them the most widely used turbine in
the world. Francis type units cover a head range from 40 to 600 m (130 to 2,000
ft), and their connected generator output power varies from just a few kilowatts
up to 800 MW. Large Francis turbines are individually designed for each site to
operate with the given water supply and water head at the highest possible
efficiency, typically over 90%.
In contrast to the Pelton turbine, the Francis turbine operates at its best
completely filled with water at all times. The turbine and the outlet channel may
be placed lower than the lake or sea level outside, reducing the tendency for
cavitation.
In addition to electrical production, they may also be used for pumped storage,
where a reservoir is filled by the turbine (acting as a pump) driven by the
generator acting as a large electrical motor during periods of low power demand,
and then reversed and used to generate power during peak demand. These pump
storage reservoirs act as large energy storage sources to store "excess" electrical
energy in the form of water in elevated reservoirs. This is one of a few methods
that allow temporary excess electrical capacity to be stored for later utilization.
Calculations
First Reading:
Second Reading
Third Reading
𝛈
𝐎 𝐏
𝐈 𝐏
𝐎 𝐏 𝐓 𝐖
𝐓 𝐅 𝐋
𝐖
𝟐𝛑 𝐍
𝟔𝟎
𝐋 𝟎 𝟐𝟓 𝐦
𝑰 𝑷 𝑷 𝑸
Fourth Reading
Fifth Reading
Charts
Table
Reading
P
(KN/m2
)
Q
(m3
/min)
N
(r.p.m)
F
(N)
I.P
(Watt)
O.P
(Watt) (%)
1 30 0.098 1456 1.2 84.9 45.7185 93.494
2 40 0.1 1700 1.2 66.67 53.4072 80.107
3 50 0.12 2030 1.3 100 69.0888 69.0888
4 60 0.13 2162 1.4 130 79.2414 60.96
5 70 0.14 2900 1.5 163.333 113.884 69.73

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Francis turbine

  • 1. Experiment Name: Francis turbine Objective: To study the operation of Francis turbine and determine the input power, output power and efficiency of Francis turbine Definition and its Design: The Francis turbine is a type of water turbine that was developed by James B. Francis in Lowell, Massachusetts. It is an inward-flow reaction turbine that combines radial and axial flow concepts. Francis turbines are the most common water turbine in use today. They operate in a water head from 40 to 600 m (130 to 2,000 ft) and are primarily used for electrical power production. The electric generators that most often use this type of turbine have a power output that generally ranges from just a few kilowatts up to 800 MW, though mini-hydro installations may be lower. Penstock (input pipes) diameters are between 3 and 33 ft (0.91 and 10 m). The speed range of the turbine is from 75 to 1000 rpm. A wicket gate around the outside of the turbine's rotating runner controls the rate of water flow through the turbine for different power production rates. Francis turbines are almost always mounted with the shaft vertical to isolate water from the generator. This also facilitates installation and maintenance.
  • 2. Components 1. Spiral casing: The spiral casing around the runner of the turbine is known as the volute casing or scrolls case. Throughout its length, it has numerous openings at regular intervals to allow the working fluid to impinge on the blades of the runner. These openings convert the pressure energy of the fluid into momentum energy just before the fluid impinges on the blades. This maintains a constant velocity despite the fact that numerous openings have been provided for the fluid to enter the blades, as the cross-sectional area of this casing decreases uniformly along the circumference. 2. Guide and stay vanes: The primary function of the guide and stay vanes is to convert the pressure energy of the fluid into the momentum energy. It also serves to direct the flow at design angles to the runner blades. 3. Runner blades: Runner blades are the heart of any turbine. These are the centers where the fluid strikes and the tangential force of the impact causes the shaft of the turbine to rotate, producing torque. Close attention in design of blade angles at inlet and outlet is necessary, as these are major parameters affecting power production. 4. Draft tube: The draft tube is a conduit that connects the runner exit to the tail race where the water is discharged from the turbine. Its primary function is to reduce the velocity of discharged water to minimize the loss of kinetic energy at the outlet. This permits the turbine to be set above the tail water without appreciable drop of available head.
  • 3. Theory of operation The Francis turbine is a type of reaction turbine, a category of turbine in which the working fluid comes to the turbine under immense pressure and the energy is extracted by the turbine blades from the working fluid. A part of the energy is given up by the fluid because of pressure changes occurring in the blades of the turbine, quantified by the expression of degree of reaction, while the remaining part of the energy is extracted by the volute casing of the turbine. At the exit, water acts on the spinning cup-shaped runner features, leaving at low velocity and low swirl with very little kinetic or potential energy left. The turbine's exit tube is shaped to help decelerate the water flow and recover the pressure.
  • 4. Application: Francis turbines may be designed for a wide range of heads and flows. This, along with their high efficiency, has made them the most widely used turbine in the world. Francis type units cover a head range from 40 to 600 m (130 to 2,000 ft), and their connected generator output power varies from just a few kilowatts up to 800 MW. Large Francis turbines are individually designed for each site to operate with the given water supply and water head at the highest possible efficiency, typically over 90%. In contrast to the Pelton turbine, the Francis turbine operates at its best completely filled with water at all times. The turbine and the outlet channel may be placed lower than the lake or sea level outside, reducing the tendency for cavitation. In addition to electrical production, they may also be used for pumped storage, where a reservoir is filled by the turbine (acting as a pump) driven by the generator acting as a large electrical motor during periods of low power demand, and then reversed and used to generate power during peak demand. These pump storage reservoirs act as large energy storage sources to store "excess" electrical energy in the form of water in elevated reservoirs. This is one of a few methods that allow temporary excess electrical capacity to be stored for later utilization.
  • 5. Calculations First Reading: Second Reading Third Reading 𝛈 𝐎 𝐏 𝐈 𝐏 𝐎 𝐏 𝐓 𝐖 𝐓 𝐅 𝐋 𝐖 𝟐𝛑 𝐍 𝟔𝟎 𝐋 𝟎 𝟐𝟓 𝐦 𝑰 𝑷 𝑷 𝑸
  • 8. Table Reading P (KN/m2 ) Q (m3 /min) N (r.p.m) F (N) I.P (Watt) O.P (Watt) (%) 1 30 0.098 1456 1.2 84.9 45.7185 93.494 2 40 0.1 1700 1.2 66.67 53.4072 80.107 3 50 0.12 2030 1.3 100 69.0888 69.0888 4 60 0.13 2162 1.4 130 79.2414 60.96 5 70 0.14 2900 1.5 163.333 113.884 69.73