ENTROPY
CHATER 7
CHAPTER 7
ENTROPY
M.Eng. Hong c Bng Email: hdbang@wru.edu.vn
Dept. of Manufacturing Technology- Faculty of Mechanical Engineering - WRU
ENTROPY
CHATER 7
OBJECTIVES
Apply the second law of thermodynamics to processes.
Define a new proper
MASS & ENERGY ANALYSIS OF CONTROL VOLUME
CHAPTER 5
CHAPTER 5
MASS AND ENERGY ANALYSIS
OF CONTROL VOLUMES
M.Eng. Hong c Bng Email: hdbang@wru.edu.vn
Dept. of Manufacturing Technology- Faculty of Mechanical Engineering - WRU
MASS & ENERGY ANALYSIS OF CONTRO
EXERGY
CHATER 8
CHAPTER 8
EXERGY: A MEASURE OF WORK
POTENTIAL
M.Eng. Hong c Bng Email: hdbang@wru.edu.vn
Dept. of Manufacturing Technology- Faculty of Mechanical Engineering - WRU
EXERGY
CHATER 8
OBJECTIVES
Define exergy, which is the maximum useful work
GAS POWER CYCLES
CHATER 9
CHAPTER 9
GAS POWER CYCLES
M.Eng. Hong c Bng Email: hdbang@wru.edu.vn
Dept. of Manufacturing Technology- Faculty of Mechanical Engineering - WRU
GAS POWER CYCLES
CHATER 9
Two important areas of application for thermodynamics are
INTRODUCTION and BASIC CONCEPTS
CHAPTER 1
FACULTY OF MECHNICAL ENGINEERING
DEPARTMENT OF MECHANICAL MANUFACTURING TECHNOLOGY
INTRODUCTION TO THERMAL SCIENCE
MECH3016
BY
M.ENG. HOANG DUC BANG
M.Eng. Hong c Bng Email: hdbang@wru.edu.vn
Dept. of Manufacturin
THE SECOND LAW OF THERMODYMANICS
CHATER 6
CHAPTER 6
THE SECOND LAW OF THERMODYNAMICS
M.Eng. Hong c Bng Email: hdbang@wru.edu.vn
Dept. of Manufacturing Technology- Faculty of Mechanical Engineering - WRU
THE SECOND LAW OF THERMODYMANICS
CHATER 6
OBJECTIVES
ENERGY ANALYSIS OF CLOSED SYSTEM
CHATER 4
CHAPTER 4
ENERGY ANALYSIS OF CLOSED SYSTEM
M.Eng. Hong c Bng Email: hdbang@wru.edu.vn
Dept. of Manufacturing Technology- Faculty of Mechanical Engineering - WRU
ENERGY ANALYSIS OF CLOSED SYSTEM
CHATER 4
OBJECTIVES
Department of Mechanical Manufacturing Technology
Faculty of Mechanical Engineering
WATER RESOURCES UNIVERSITY
COURSE SYLLABUS MECH3016
1. Course title:
INTRODUCTION TO THERMAL SCIENCE
2. Number of Credits: 03 Credits
3. Level: Undergradute students of Wa
5.1 Random Variables and Probability Distributions
Statistical Experiment
A statistical experiment is any process by which an observation or a
measurement is made.
Example A
Statistical Experiment
a. Measure the daily rainfall in inches.
b. Count the numb
Political Science 100a/200a
Fall 2001
Probability, part II1
1
Random variables
Recall idea of a variable and types of variables: .
Will now redescribe in probability theory terms as a random variable. Here is a technical/mathematical denition:
Defn : A
1
IEOR 3106: Notes on the Poisson Process
We present here the essentials of the Poisson point process with its many interesting properties.
As preliminaries, we rst dene what a point process is, dene the renewal point process and
state and prove the Eleme
SMAM 314
Quiz 3n
Name_
1. An automobile manufacturer has just increased the strength standard for an aluminum
alloy commonly used in car bodies. Recent history suggests that one supplier fails to
meet this new specification 20% of the time. Assume that th
STAT-324, Fall 2011
TA: Guilherme Ludwig, gvludwig@stat.wisc.edu
Oce Hours: Mon 2:25-3:05pm, Tue 3:30-4:10pm
Oce: B248K MSC, 263-7310
Discussion Session # 4
1
Conditional Probability
Let A and B be two events. Then if P (B ) = 0, the conditional Probabili
SMAM 314
Gruber
Suggested Problems Spring 2011
Chapter 2. A.For the data set in each of the exercises mentioned below
1. Make a stem and leaf display.
2. Make a five number summary.
3. Make a boxplot.
4. Comment on the shape of the data.
2.3, 2.7, 2.13
B.