Optimization of Gas Turbine Compressor Blade Parameters for
Gas-dynamic Efficiency under Strength Constraints
Leonid Shabliy and Aleksandr Cherniaev
Samara State Aerospace University, Moskovskoe r., Samara, Russia
JSC "CADFEM-CIS", Avrora st., Samara, Rus
MDB 2013-FLUID MECHANICS I
Finite Control Volume Analysis
Dr. Jundika Candra Kurnia
Department of Mechanical Engineering
Room : 19-03-20
Phone : 05-368-7157
[email protected]
Lesson outcome:
At the end of the lecture the student should be
abl
Chapter 2: Fluid Statics
Pressure at a point
Basic equation for pressure field
Pressure variation in a fluid at rest
Measurement of pressure
Manometer
Mechanical and electronic pressure measuring device
Hydrostatic force on a plane surface
Pressure prism
MDB 2013-FLUID MECHANICS I
Finite Control Volume Analysis
Introduction
Dr. Jundika Candra Kurnia
Department of Mechanical Engineering
Room : 19-03-20
Phone : 05-368-7157
[email protected]
Course objectives:
At the end of the course the studen
MDB 2013-FLUID MECHANICS I
Finite Control Volume Analysis
Conservation of Mass
Dr. Jundika Candra Kurnia
Department of Mechanical Engineering
Room : 19-03-20
Phone : 05-368-7157
[email protected]
Conservation of Mass?
Lesson outcome:
At the e
MDB 2013-FLUID MECHANICS I
Finite Control Volume Analysis
Dr. Jundika Candra Kurnia
Department of Mechanical Engineering
Room : 19-03-20
Phone : 05-368-7157
[email protected]
Lesson outcome:
At the end of the lecture the student should be
abl
MDB 2013-FLUID MECHANICS I
Finite Control Volume Analysis
Linear momentum equation
Dr. Jundika Candra Kurnia
Department of Mechanical Engineering
Room : 19-03-20
Phone : 05-368-7157
[email protected]
Lesson outcome:
At the end of the lecture
AP Dr Azuraien Jaafar
A. Jaafar 2010
Course Objectives
Understand concepts and behavior
of fluids in static and flowing
condition.
Understand the concept and
applications of control volume.
Apply the knowledge of dimensional
analysis.
Apply the concepts t
Technologies for High Efficiency Large
Capacity Turbine Generator
Yoshihiro Taniyama, Takashi Ueda, Masafumi Fujita, Tetsushi Okamoto,
Masanori Arata, Hitoshi Katayama, Ken Nagakura and Toru Otaka
TOSHIBA Corporation, Japan
Abstract For large capacity tur
Chapter 3: The Bernoulli
Equation
Newtons Second Law
F=ma along a streamline
F=ma normal to a streamline
Physical interpretations
Static, Stagnation, Dynamic and Total Pressure
Examples of use of the Bernoulli Equation
The energy line and the hydraulic gr