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Fluid Flow Systems
Appilcation to pipe flows (Fanno curve)
In the first step, we aim to derive the equation of the so-called Fanno curve, which gives the relationship between entropy and temperature of the flowing fluid in a frictional adiabatic pipe flow. The calculations are for a constant-diameter pipe.
Tartalomjegyzék
- Fluid Flow Systems
- Copyright Page
- Nomeclature
- 1. Introduction to Fluid Mechanics
- 1.1. Basic principles of fluid mechanics
- 1.1.1. Continuity equation
- 1.1.2. Bernoulli equation, energy law for fluids
- 1.1.3. Ideal gas law
- 1.1.4. Energy law for compressible fluids
- 1.1.5. Flow in pipelines
- 1.1.6. Flow losses
- 1.1.7. Friction factor of straight pipes
- 1.1.8. Performance curve of pipeline systems
- 1.1.9. Pump characteristic curve
- 1.1.1. Continuity equation
- 1.2. Sample questions for the Introduction
- 1.1. Basic principles of fluid mechanics
- 2. Historical introduction to water networks
- 3. Steady-state flow modeling in pressurized networks
- 4. Open-channel flows
- 5. Stationary flow of compressible fluids in pipelines
- 6. Modelling of thermal systems
- 7. Transient cases
- Bibliography
Kiadó: Akadémiai Kiadó
Online megjelenés éve: 2024
ISBN: 978 963 664 044 6
This university textbook is the joint work of the colleagues of the Department of Hydrodynamic Systems, Faculty of Mechanical Engineering at the Budapest University of Technology and Economics. Its main aim is to help students deepen their knowledge of the subject Fluid Flow Systems. It also provides a brief historical overview and a basic introduction to fluid mechanics. It discusses each chapter in varying degrees of detail based on the course material. At the end of each chapter, check questions guide students in their learning.
Hivatkozás: https://mersz.hu/till-csizmadia-weber-fluid-flow-systems//
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