VARIATIONAL PRINCIPLE FOR REYNOLD’S NUMBER IN CASE OF STRATIFIED FLUID

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VARIATIONAL PRINCIPLE FOR REYNOLD’S NUMBER IN CASE OF STRATIFIED FLUID

Subject: Mathematics
Type: Research Article
Reviews:

4.5 (2)

1933 684
  • Volume : 1 Issue : 2 2023
  • Page Number : 11-18
  • Publication : ISRDO
  • DOI : XXXXXXXX

Published Manuscript

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Title

VARIATIONAL PRINCIPLE FOR REYNOLD’S NUMBER IN CASE OF STRATIFIED FLUID

Author

1. DR VIVEK PARKASH, Assistant Professor, Dyal Singh College, India

Abstract

Work done in this paper guides us to find out the relation involving Reynold’s number for modes of nonoscillatory nature using calculus of variations under the assumption that fluid under discussion is having different layers passing through matter having pores. These relations help in stability problems, water waves propagation, rarefied gas flow problems and optimizing thrust from exhaust nozzles. While deriving the relations, we consider the moving fluid under the impact of heat and magnetizing force.

Keywords

Chandrasekhar Number Eigen value Pressure Gradient Oscillatory Modes

Conclusion

None

Author Contrubution

This paper is author's own work.

Funding

No funding support for the paper.

Conflict of Interest

No Conflict of Interest regarding this paper.

Data Sharing Statement

yes it will be shared as per the requirement.

Software And Tools Use

Acknowledgements

I acknowledge the support of family members

Corresponding Author

DP
DR VIVEK PARKASH

Dyal Singh College, Assistant Professor, India

Copyright

Copyright: ©2024 Corresponding Author. This is an open access article distributed under the terms of the Creative Commons Attribution License , which permits unrestricted use, distribution, and reproduction in any medium, provided the original author and source are credited.

MLA

PARKASH, DR VIVEK. “VARIATIONAL PRINCIPLE FOR REYNOLD’S NUMBER IN CASE OF STRATIFIED FLUID.” Scientific Research Journal of Science, Engineering and Technology, vol. 1, no. 2, 2023, pp. 11-18, https://isrdo.org/journal/SRJSET/currentissue/variational-principle-for-reynolds-number-in-case-of-stratified-fluid

PARKASH, D. (2023). VARIATIONAL PRINCIPLE FOR REYNOLD’S NUMBER IN CASE OF STRATIFIED FLUID. Scientific Research Journal of Science, Engineering and Technology, 1(2), 11-18. https://isrdo.org/journal/SRJSET/currentissue/variational-principle-for-reynolds-number-in-case-of-stratified-fluid

PARKASH DR VIVEK, VARIATIONAL PRINCIPLE FOR REYNOLD’S NUMBER IN CASE OF STRATIFIED FLUID, Scientific Research Journal of Science, Engineering and Technology 1, no. 2(2023): 11-18, https://isrdo.org/journal/SRJSET/currentissue/variational-principle-for-reynolds-number-in-case-of-stratified-fluid

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Total words

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30

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38.6

Avg Sentence Length

0.12668055555556

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Text Statistics

  • Flesch Reading Ease : 38.25
  • Smog Index : 15
  • Flesch Kincaid Grade : 14
  • Coleman Liau Index : 13.64
  • Automated Readability Index : 17.2
  • Dale Chall Readability Score : 9.38
  • Difficult Words : 217
  • Linsear Write Formula : 10.428571428571
  • Gunning Fog : 13.54
  • Text Standard : 13th and 14th grade

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