How do I get the Convection Coefficient for steam in a jacketed vessel?

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SUMMARY

The convection coefficient for steam in a jacketed vessel at 1 bar pressure can be determined using dimensionless numbers and established equations. Key resources include the 9th Edition of the Chemical Engineer's Handbook by Perry & Chilton, which provides comprehensive information on condensing and boiling heat transfer. Additionally, the Engineering Toolbox and Spirax Sarco websites offer valuable insights into convective heat transfer principles. These references are essential for accurately calculating the convection coefficient in thermal systems.

PREREQUISITES
  • Understanding of heat transfer principles
  • Familiarity with dimensionless numbers in fluid dynamics
  • Knowledge of steam properties at various pressures
  • Access to the Chemical Engineer's Handbook by Perry & Chilton
NEXT STEPS
  • Research the Nusselt number and its application in calculating convection coefficients
  • Study the heat transfer equations specific to condensing steam
  • Explore the Engineering Toolbox for practical examples of convective heat transfer
  • Review the Spirax Sarco resources on steam engineering principles
USEFUL FOR

Engineers, thermal system designers, and anyone involved in the design and optimization of heating systems using steam will benefit from this discussion.

Will26040
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TL;DR
I need to obtain the convection coefficient of the steam in a heating jacket. I have steam at 1 bar and I know the dimensions of the jacket
Please could someone point me in the direction of an equation/ book I can use to obtain the convection coefficient for steam in a heating jacket. Steam is at 1 bar pressure. I think I need to use a dimensionless number. Thanks
 
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My 5th Edition of Chemical Engineer's Handbook by Perry & Chilton has several pages on condensing and boiling heat transfer. This book is an excellent resource for people with your type of questions. Amazon has it, and the current edition is apparently the 9th Edition.
 
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thankyou to you both!
 
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