Dittus Boelter coefficient M range

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Discussion Overview

The discussion revolves around the Dittus Boelter correlation for Nusselt number, specifically focusing on the coefficient M related to Reynolds number (Re). Participants explore the physical implications of obtaining a value greater than 1 for this coefficient based on measured data.

Discussion Character

  • Exploratory, Technical explanation, Debate/contested

Main Points Raised

  • One participant reports a measured value of the coefficient M as 1.12 and questions the physical possibility of this value being greater than 1, given their previous experience with values less than 1.
  • Another participant suggests that while it is conceptually possible for the exponent to exceed 1, empirical data typically indicates a value around 0.8.
  • Participants express a desire for literature recommendations to further understand the topic.

Areas of Agreement / Disagreement

There is no consensus on the physical validity of a coefficient M greater than 1, as participants present differing views on its feasibility based on empirical data.

Contextual Notes

The discussion does not resolve the assumptions regarding the conditions under which the Dittus Boelter correlation applies or the specific contexts of the measured data.

Martin Beer
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Hello, I am doing Dittus Boelter correlation for Nusselt number accroding to my measured data. Coefficient (or constant) M that is related to Re has (in my case) value of 1.12. Is it physically possible to get value greater than 1? In my previous research, I've only met with a value of less than one, so I am little bit confused. Thanks for answer.
 
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Martin Beer said:
Hello, I am doing Dittus Boelter correlation for Nusselt number accroding to my measured data. Coefficient (or constant) M that is related to Re has (in my case) value of 1.12. Is it physically possible to get value greater than 1? In my previous research, I've only met with a value of less than one, so I am little bit confused. Thanks for answer.
In my judgment, it is conceptually possible to get an exponent greater than 1. In practice, as you know, there is abundant data that indicates that it is about 0.8.
 
Thank you for your answer, I really appreciate it. Could you recommend some suitable literature for me to learn more about it?
 
Martin Beer said:
Thank you for your answer, I really appreciate it. Could you recommend some suitable literature for me to learn more about it?
Bird, Stewart, and Lightfoot, Transport Phenomena.
 

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