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CE8394-FLUID MECHANICS
AND MACHINERY
Regulation 2017
SEM:3rd
1Dr V.KANDAVEL Asp/Mech. SSMIET, DGL-2
(II A) - (2020-21)
(Unit-III)
UNIT III - DIMENSIONAL
ANALYSIS
• Need for dimensional analysis
• Methods of dimensional analysis
• Similitude
– Types of similitude
• Dimensionless parameters
• Application of dimensionless parameters
• Model analysis.
Dr V.KANDAVEL Asp/Mech. SSMIET, DGL-2 2
Dimensional analysis
• In engineering the application of fluid mechanics in
designs make much of the use of empirical results from a
lot of experiments. This data is often difficult to present
in a readable form. Even from graphs it may be difficult
to interpret. Dimensional analysis provides a strategy for
choosing relevant data and how it should be presented.
• This is a useful technique in all experimentally based
areas of engineering. If it is possible to identify the
factors involved in a physical situation, dimensional
analysis can form a relationship between them.
• The resulting expressions may not at first sight appear
rigorous but these qualitative results converted to
quantitative forms can be used to obtain any unknown
factors from experimental analysis.
Ex. 01
Ex. 02
Ex. 03
Ex. 04
Ex. 05
Ex. 06
Unit-III
FORMULAE
Thank you

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Fluid Mechanics Unit-3 (vk-ssm)

  • 1. CE8394-FLUID MECHANICS AND MACHINERY Regulation 2017 SEM:3rd 1Dr V.KANDAVEL Asp/Mech. SSMIET, DGL-2 (II A) - (2020-21) (Unit-III)
  • 2. UNIT III - DIMENSIONAL ANALYSIS • Need for dimensional analysis • Methods of dimensional analysis • Similitude – Types of similitude • Dimensionless parameters • Application of dimensionless parameters • Model analysis. Dr V.KANDAVEL Asp/Mech. SSMIET, DGL-2 2
  • 3. Dimensional analysis • In engineering the application of fluid mechanics in designs make much of the use of empirical results from a lot of experiments. This data is often difficult to present in a readable form. Even from graphs it may be difficult to interpret. Dimensional analysis provides a strategy for choosing relevant data and how it should be presented. • This is a useful technique in all experimentally based areas of engineering. If it is possible to identify the factors involved in a physical situation, dimensional analysis can form a relationship between them. • The resulting expressions may not at first sight appear rigorous but these qualitative results converted to quantitative forms can be used to obtain any unknown factors from experimental analysis.
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