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S.D. Sharma Aerospace Engineering Department IIT Bombay

Some Experiments on Thermo - Acoustics of RIJKE Tube with Geometric Modifications and Forced Vorticity. S.D. Sharma Aerospace Engineering Department IIT Bombay. Scope of Study.

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S.D. Sharma Aerospace Engineering Department IIT Bombay

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  1. Some Experiments on Thermo - Acoustics of RIJKE Tube with Geometric Modifications and Forced Vorticity S.D. Sharma Aerospace Engineering Department IIT Bombay

  2. Scope of Study • To develop a test setup consisting of a horizontal Rijke tube driven by a flame for experimental investigation of the thermo-acoustics. • To study the effects of introduction of streamwisevorticity and certain geometric modifications including concentric tubes on thermo-acoustic behavior of the Rijke tube.

  3. Preamble • Thermo-acoustic instability appears inside chambers with heat source and mean flow when unsteady heat release is coupled in phase with pressure fluctuations. Such instability gives rise to excitation of acoustic modes resulting in noise. • Typical examples include Rocket Motors, Pulsed Combustors, Noisy Industrial Burners and Heat Exchangers.

  4. Rijke Tube • Rijke tube is the simplest possible device that demonstrates the thermo-acoustics instability. It is a vertical tube with open ends having its length to diameter ratio of about 10. When a wire gauge placed inside at about one fourth the tube length from its lower end is sufficiently heated with flame, a loud noise is produced. The reason for this noise is excitation of acoustic mode due to the coupling between the unsteady heat release and the pressure fluctuations that is enabled by the low speed flow driven by the convective currents.

  5. Schematics of Rijke Tube Present Test Setup Heated metal mesh / wire gauze Rijke Model

  6. Rijke Tube Demonstration

  7. Rijke Tubes: Two Different Frequencies with Phase Difference

  8. Development of Test Setup • Various Tube Configurations Used: L/D=9.23 Port with optical window for viewing flame and LDV measurements

  9. L = 705 mm 100 Φ 75 Φ 65 Φ 50 Φ 40 Φ L /D: 7.05 9.4 10.85 14.1 17.6 Concentric tubes arrangement: 40 mm Φ and 65 mm Φ tubes each with L=200 mm and 300 mm inside the 75 mm Φ tube.

  10. Vortex Generators Delta Fin Vortex Generator at 30 degree angle of attack Stepped collar for fixing vortex generators 72o sweep 10.5 mm 31 mm 6 Contra-rotating 6 Co-rotating 8 Contra-rotating 8 Co-rotating vortex generators vortex generators vortex generators vortex generators

  11. Preliminary Design

  12. Improved Design

  13. Interior Details of Plenum Chamber

  14. Improved Design with Insulated Tube

  15. Plenum Chamber with Cooling

  16. Suction-end of the Plenum Chamber Twin Blowers Thermocouple Cooling air Flow Orifice meter

  17. Instrumentation K Type Thermocouple Rotameter Pressure Transducers

  18. Visualization of Vortex Flow

  19. Flow Through Vortex Generators

  20. Some Observations from Preliminary Experiments • A certain flow velocity for a fixed fuel mass flow rate triggers the acoustic instability that results in intense noise. • Hysteresis effects on flame position inside the tube. • Introduction of vorticity advances the instability even when the flame is lean and closer to the entry of the tube. • With increase in the equivalance ratio marginal increase in peak pressure and frequency was observed.

  21. Temperature Profile at Various Axial Locations

  22. Wall Pressure Distribution (improved setup)

  23. Wall Pressures with Vortex Generators

  24. Wall Pressures with Vortex Generators

  25. Wall Pressures Comparison

  26. Wall Pressure Spectra

  27. Wall Pressure Spectra

  28. Vorticity Effect on Temperature

  29. Vorticity Effect on Temperature

  30. Frequency Spectra of Pressures P1 P1 P7 P7 Tube=40 Φ, A/F=220, Burner x/L=0.128 Tube=40 Φ, A/F=220, Burner x/L=0.624

  31. Frequency Spectra of Pressures Burner x/L=0.128 Burner x/L=0.128 Burner x/L=0.128 Burner x/L=0.624 Burner x/L=0.624 Burner x/L=0.624 Tube=75 Φ, A/F=280 Tube=75 Φ, A/F=530

  32. Frequency Spectra of Pressures Burner x/L=0.128 Burner x/L=0.128 Burner x/L=0.624 Burner x/L=0.624 Tube=100 Φ, A/F=280 at P1 Tube=100 Φ, A/F=530 at P1

  33. Frequency Spectra for Concentric Tubes 50 Φ, Longer 40 Φ, Longer 50 Φ, Shorter 40 Φ, Shorter A/F=530, Burner x/L=0.128 A/F=530, Burner x/L=0.128

  34. Wall Pressure Distribution Tube = 40 Φ, A/F=220 Tube = 50 Φ, Burner x/L=0.128 Tube = 50 Φ, Burner x/L=0.624 Tube = 65 Φ, Burner x/L=0.128

  35. Wall Pressure Distribution Tube = 65 Φ, Burner x/L=0.624 Tube = 75 Φ, Burner x/L=0.128 Tube = 75 Φ, Burner x/L=0.624 Tube = 100 Φ, Burner x/L=0.128

  36. Pressure and Temperature Distributions in Concentric Tubes Radial temperature profile at T3, A/F = 530, Burner x/L=0.128 Axial Pressure Distribution: A/F ratio = 530, Burner x/L=0.128

  37. Hysteresis Effect: Vortex Generators on Burner

  38. Hysteresis Effect: Vortex Generators on Burner

  39. Hysteresis Effects: Vortex Generators on Burner

  40. Hysteresis Effect: Vortex Generators on Burner

  41. Effect of Vortex Ring over Flame

  42. Some Remarks • 40 and 50 mm diameter tubes had long spatial range of instability for burner positions up to x/L=7. • This range was found to reduce for increasing diameter of the tube. • Concentric tubes tend to produce thermo-acoustics earlier compared to the plain Rijke tube. • In concentric tube, the flame was always blue and the noise levels were amplified for all the cases when burner was inside up to x/L=0.5.

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