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Fluid mechanics / Victor L. Streeter, E. Benjamin Wylie, Keith W. Bedford.

By: Contributor(s): Material type: TextTextPublisher: New Delhi : WCB/McGraw Hill, [2014]Edition: 9th editionDescription: xi, 740 pages : illustrations ; 26 cmContent type:
  • text
Media type:
  • unmediated
Carrier type:
  • volume
ISBN:
  • 9780070701403
Subject(s): DDC classification:
  • 620.106 21 S.V.F
Online resources:
Contents:
1 Fundamentals of Fluid Mechanics and Transport 1 Fluid Properties 2 Fluid Statics 3 Fluid Flow Concepts and Basic Control Volume Equations 4 Basic Governing Differential Equations 5 Dimensional Analysis and Similitude 6 Viscous Flow Pipes and Channels 7 External Flows 8 Ideal Flow 9 Transport by Advection and Diffusion 2 Applications of Fluid Mechanics and Transport 10 Measurement 11 Turbo Machinery 12 Closed-Conduit Flor 13 Flow in Open Channels 14 Applications of Transport Phenomena Appendixes A Forced Systems, Moments, and Centroids B Computational Procedures C Physical Properties D Variable Notion E Vector Operations and Notation Review F Answers to Even-Numbered Problems
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Holdings
Item type Current library Collection Call number Status Date due Barcode
Books Books Main library B2 Faculty of Engineering & Technology (Structural) 620.106 S.V.F (Browse shelf(Opens below)) Available 00012466

engineering bookfair2015

Includes bibliographical references index.

1 Fundamentals of Fluid Mechanics and Transport
1 Fluid Properties
2 Fluid Statics
3 Fluid Flow Concepts and Basic Control Volume
Equations
4 Basic Governing Differential Equations
5 Dimensional Analysis and Similitude
6 Viscous Flow Pipes and Channels
7 External Flows
8 Ideal Flow
9 Transport by Advection and Diffusion
2 Applications of Fluid Mechanics and Transport
10 Measurement
11 Turbo Machinery
12 Closed-Conduit Flor
13 Flow in Open Channels
14 Applications of Transport Phenomena
Appendixes
A Forced Systems, Moments, and Centroids
B Computational Procedures
C Physical Properties
D Variable Notion
E Vector Operations and Notation Review
F Answers to Even-Numbered Problems

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