EXPERIMENT #01:
To analyze the change in enthalpy of nozzle section of wind turbine
at different flow.
➢ Apparatus:
• Aerodynamic Wind Tunnel
➢ Theory:
• Wind tunnels:
A wind tunnel is a device used in aerodynamic research to simulate the movement
of air around an object or model. It consists of a closed tunnel, through which air is
blown using a fan or other means, and an object or model is placed inside the
tunnel.
Types of Wind tunnels:
There are several types of wind tunnels, including:
1. Subsonic wind tunnels: These tunnels operate at speeds at Mach no less
than 1 (M<1).
2. Transonic wind tunnels: These tunnels operate at both subsonic and
supersonic speeds, typically between Mach 0.8 and 1.2.
3. Supersonic wind tunnels: These tunnels operate at speeds at Mach no.
greater than 1(M>1).
4. Hypersonic wind tunnels: These tunnels operate at speeds at Mach no.
greater than 5(M>5).
Applications of wind tunnel in industries:
Wind tunnels have numerous applications in various industries, including:
1. Aerospace industry: Wind tunnels are widely used in the aerospace
industry to test and improve the aerodynamic performance of aircraft,
spacecraft, and missiles.
2. Automotive industry: Wind tunnels are commonly used in the automotive
industry to evaluate the aerodynamic performance of cars, trucks, and other
vehicles.
3. Architectural industry: Wind tunnels are used in the architectural industry
to evaluate the wind loads on buildings and other structures.
➢ Procedure:
• First of all, I Connect the first pitot tube to the entry point and last pitot tube
to the exit point of convergent-divergent nozzle. Water is present as the
working fluid inside the pitot tube.
• Then I Turned on the apparatus.
• An induced fan is present at the exit point of convergent-divergent nozzle.
• I Vary the RPM of fan with the help of knob. As long as the knob varies the
water column present in the pitot tube moves upward.
• Then I Measure the reading of water head in the pitot tube and convert it into
pressure.
• Then I calculate the exit velocity by using Bernoulli Theorem and continuity
equation.
➢ Observation and Calculations:
Sr.# N h1 h2 𝜟𝒉 C1 C2 𝜟𝒉 = (𝑪𝟐𝟐 − 𝑪𝟐𝟏 )
rpm mm mm m/s m/s
1 10000 0 10 10 313 37.62 48276
2 11000 0 11 11 328 39.42 53015
3 12000 0 12 12 342 41.10 57637
Graph:
Speed vs Enthalpy
60000
55000
ENTHALPY
50000
45000
40000
313 328 342
SPEED
➢ Results and Discussion:
• As the speed of sound of sound increases the value of Mach
number increases because the speed of air increases.
• Keep the eye at right position for noting readings.