Sára Till, Péter Csizmadia, Richárd Wéber

Fluid Flow Systems


Nomeclature

cross-section area
wave propagation speed
channel width, water level dependent
Chezy number
specific heat of the fluid
specific heat of the gas at constant pressure
specific heat of the gas at constant volume
velocity difference
diameter
equivalent diameter
water demand
roughness coefficient
Young’s modulus
Froude number
gravitational acceleration
head
headloss
head
slope
roughness coefficient
wetted perimeter
length
mass
mass flow rate
specific energy per unit mass
Mach number
polytropic exponent
Manning coefficient
pressure
thermal power
heat
volumetric flow rate
specific gas constant
hydraulic radius
Reynolds number
specific entropy
slope
friction slope
temperature
time constant
temperature difference
internal energy
velocity
volume
pipe axis coordinate / spatial coordinate
water level
critical water level
uniform water level
geodetic height
relaxation factor
correction factor for kinetic energy
relative roughness
isentropic exponent
fricton factor
dynamic viscosity
kinematic viscosity
fluid density
loss coefficient
choking factor
Jacobian matrix
one-dimensional
two-dimensional
Thermal System
Hydraulic System
Ordinary Differential Equation
Open Channel Flow
Runge-Kutta method

Fluid Flow Systems

Tartalomjegyzék


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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