SlideShare a Scribd company logo
1 of 12
Download to read offline
Revision Sheet (1) Mob. 0100 4444 149 Page (1)
Revision Sheet (1)
Define incompressible flow and incompressible fluid
A fluid flow during which the density of the fluid remains nearly constant is called
incompressible flow.
A flow in which density varies significantly is called compressible flow. A fluid whose density
is practically independent of pressure (such as a liquid) is commonly referred to as an
“incompressible fluid,”
What is the no-slip condition? What causes it?
A fluid in direct contact with a solid surface sticks to the surface and there is no slip. This is
known as the no-slip condition, and it is due to the viscosity of the fluid.
What is forced flow? How does it differ from natural flow? Is flow caused by
winds forced or natural flow?
In forced flow, the fluid is forced to flow over a surface or in a tube by external means such as a
pump or a fan. In natural flow, any fluid motion is caused by natural means such as the buoyancy
effect that manifests itself as the rise of the warmer fluid and the fall of the cooler fluid. The flow
caused by winds is natural flow for the earth, but it is forced flow for bodies subjected to the
winds since for the body it makes no difference whether the air motion is caused by a fan or by
the winds.
What is a boundary layer? What causes a boundary layer to develop?
When a fluid stream encounters a solid surface that is at rest, the fluid velocity assumes a value
of zero at that surface. The velocity then varies from zero at the surface to the free stream value
sufficiently far from the surface. The region of flow in which the velocity gradients are
significant and frictional effects are important is called the boundary layer. The development of a
boundary layer is caused by the no-slip condition.
What is a steady-flow process?
A process is said to be steady if it involves no changes with time anywhere within the system or
at the system boundaries.
What are system, surroundings, and boundary?
A system is defined as a quantity of matter or a region in space chosen for study. The mass or
region outside the system is called the surroundings. The real or imaginary surface that separates
the system from its surroundings is called the boundary.
Revision Sheet (1) Mob. 0100 4444 149 Page (2)
When is a system a closed system, and when is it a control volume?
Systems may be considered to be closed or open, depending on whether a fixed mass or a
volume in space is chosen for study. A closed system (also known as a control mass or simply a
system) consists of a fixed amount of mass, and no mass can cross its boundary. An open system,
or a control volume, is a properly selected region in space.
What is the difference between the classical and the statistical approaches?
The classical approach is a macroscopic approach, based on experiments or analysis of the
gross behavior of a fluid, without knowledge of individual molecules, whereas the statistical
approach is a microscopic approach based on the average behavior of large groups of individual
molecules.
What is specific gravity? How is it related to density?
The specific gravity, or relative density, is defined as the ratio of the density of a substance to
the density of some standard substance at a specified temperature (the standard is water at
4°C, for which ρH2O = 1000 kg/m3
).
When specific gravity is known, density is determined from ρ = SG×ρH2O .
What does the coefficient of compressibility of a fluid represent? How does it
differ from isothermal compressibility?
The coefficient of compressibility represents the variation of pressure of a fluid with volume
or density at constant temperature. Isothermal compressibility is the inverse of the coefficient
of compressibility, and it represents the fractional change in volume or density corresponding
to a change in pressure.
What does the coefficient of volume expansion of a fluid represent? How
does it differ from the coefficient of compressibility?
The coefficient of volume expansion represents the variation of the density of a fluid with
temperature at constant pressure. It differs from the coefficient of compressibility in that the
latter represents the variation of pressure of a fluid with density at constant temperature.
Revision Sheet (1) Mob. 0100 4444 149 Page (3)
Can the coefficient of compressibility of a fluid be negative? How about the
coefficient of volume expansion? fluid represent?
The coefficient of compressibility of a fluid cannot be negative, but the coefficient of volume
expansion can be negative (e.g., liquid water below 4°C). This is the reason that ice floats on water
What is viscosity? What is the cause of it in liquids and in gases? Do liquids
or gases have higher dynamic viscosities?
Viscosity is a measure of the “stickiness” or “resistance to deformation” of a fluid. It is due
to the internal frictional force that develops between different layers of fluids as they are forced
to move relative to each other.
Viscosity is caused by the cohesive forces between the molecules in liquids, and by the
molecular collisions in gases. In general, liquids have higher dynamic viscosities than gases.
What is a Newtonian fluid? Is water a Newtonian fluid?
Fluids whose shear stress is linearly proportional to the velocity gradient (shear strain) are
called Newtonian fluids. Most common fluids such as water, air, gasoline, and oils are
Newtonian fluids.
Consider two identical small glass balls dropped into two identical
containers, one filled with water and the other with oil. Which ball will
reach the bottom of the container first? Why?
the ball dropped in water will reach the bottom of the container first because of the much
lower viscosity of water relative to oil.
How does the dynamic viscosity of (a) liquids and (b) gases vary with
temperature?
The dynamic viscosity of liquids decreases with temperature. (b) The dynamic viscosity of
gases increases with temperature.
How does the kinematic viscosity of (a) liquids and (b) gases vary with
temperature?
For liquids, the kinematic viscosity decreases with temperature. (b) For gases, the
kinematic viscosity increases with temperature.
What is surface tension? What is it caused by? Why is the surface tension also
called surface energy?
The magnitude of the pulling force at the surface of a liquid per unit length is called surface
tension σs. It is caused by the attractive forces between the molecules. The surface tension is also
surface energy (per unit area) since it represents the stretching work that needs to be done to
increase the surface area of the liquid by a unit amount.
Revision Sheet (1) Mob. 0100 4444 149 Page (4)
Consider a soap bubble. Is the pressure inside the bubble higher or lower
than the pressure outside?
The pressure inside a soap bubble is greater than the pressure outside, as evidenced by the
stretch of the soap film.
What is the capillary effect? What is it caused by? How is it affected by the
contact angle?
The capillary effect is the rise or fall of a liquid in a small-diameter tube inserted into the
liquid. It is caused by the net effect of the cohesive forces (the forces between like molecules,
like water) and adhesive forces (the forces between unlike molecules, like water and glass). The
capillary effect is proportional to the cosine of the contact angle, which is the angle that the
tangent to the liquid surface makes with the solid surface at the point of contact.
A small-diameter tube is inserted into a liquid whose contact angle is 110°.
Will the level of liquid in the tube rise or drop? Explain.
The liquid level in the tube will drop since the contact angle is greater than 90°, where
cos(110°) < 0.
Is the capillary rise greater in small- or large-diameter tubes?
The capillary rise is inversely proportional to the diameter of the tube, and thus capillary rise is
greater in the smaller-diameter tube.
What is the difference between gage pressure and absolute pressure?
The pressure relative to the atmospheric pressure is called the gage pressure, and the
pressure relative to an absolute vacuum is called absolute pressure.
Explain why some people experience nose bleeding and some others
experience shortness of breath at high elevations.
Atmospheric air pressure which is the external pressure exerted on the skin decreases with
increasing elevation. Therefore, the pressure is lower at higher elevations. As a result, the
difference between the blood pressure in the veins and the air pressure outside increases.
This pressure imbalance may cause some thin-walled veins such as the ones in the nose to
burst, causing bleeding. The shortness of breath is caused by the lower air density at higher
elevations, and thus lower amount of oxygen per unit volume.
Someone claims that the absolute pressure in a liquid of constant density
doubles when the depth is doubled. Do you agree? Explain.
No, the absolute pressure in a liquid of constant density does not double when the depth is
doubled. It is the gage pressure that doubles when the depth is doubled.
Revision Sheet (1) Mob. 0100 4444 149 Page (5)
You may have noticed that dams are much thicker at the bottom. Explain
why dams are built that way.
Dams are built much thicker at the bottom because the pressure force increases with depth,
and the bottom part of dams are subjected to largest forces.
Under what conditions can a moving body of fluid be treated as a rigid body?
A moving body of fluid can be treated as a rigid body when there are no shear stresses (i.e., no
motion between fluid layers relative to each other) in the fluid body.
Revision Sheet (1) Mob. 0100 4444 149 Page (6)
Revision Sheet (1) Mob. 0100 4444 149 Page (7)
Revision Sheet (1) Mob. 0100 4444 149 Page (8)
Revision Sheet (1) Mob. 0100 4444 149 Page (9)
Revision Sheet (1) Mob. 0100 4444 149 Page (10)
Revision Sheet (1) Mob. 0100 4444 149 Page (11)
Revision Sheet (1) Mob. 0100 4444 149 Page (12)

More Related Content

What's hot

Bernoulli's Principle
Bernoulli's PrincipleBernoulli's Principle
Bernoulli's Principle
eliseb
 
Chapter 5 fluid mechanics
Chapter 5 fluid mechanicsChapter 5 fluid mechanics
Chapter 5 fluid mechanics
abrish shewa
 

What's hot (20)

(Part i)- open channels
(Part i)- open channels(Part i)- open channels
(Part i)- open channels
 
Bernoulli's Principle
Bernoulli's PrincipleBernoulli's Principle
Bernoulli's Principle
 
Cengel cimbala solutions_chap04
Cengel cimbala solutions_chap04Cengel cimbala solutions_chap04
Cengel cimbala solutions_chap04
 
Fluid tutorial 4_ans dr.waleed. 01004444149
Fluid tutorial 4_ans dr.waleed. 01004444149 Fluid tutorial 4_ans dr.waleed. 01004444149
Fluid tutorial 4_ans dr.waleed. 01004444149
 
Fluid Mechanics - Fluid Pressure and its measurement
Fluid Mechanics - Fluid Pressure and its measurementFluid Mechanics - Fluid Pressure and its measurement
Fluid Mechanics - Fluid Pressure and its measurement
 
Flow through pipes
Flow through pipesFlow through pipes
Flow through pipes
 
Fluid ans t_2
Fluid ans t_2Fluid ans t_2
Fluid ans t_2
 
Unit 5 Fluid Mechanics
Unit 5 Fluid MechanicsUnit 5 Fluid Mechanics
Unit 5 Fluid Mechanics
 
Fluid mechanics - Problems on Orificemeter and Inclined Venturimeter
Fluid mechanics - Problems on Orificemeter and Inclined VenturimeterFluid mechanics - Problems on Orificemeter and Inclined Venturimeter
Fluid mechanics - Problems on Orificemeter and Inclined Venturimeter
 
Fluid kinematics
Fluid kinematicsFluid kinematics
Fluid kinematics
 
005
005005
005
 
Fluid statics
Fluid staticsFluid statics
Fluid statics
 
Chapter 3 static forces on surfaces [compatibility mode]
Chapter 3  static forces on surfaces [compatibility mode]Chapter 3  static forces on surfaces [compatibility mode]
Chapter 3 static forces on surfaces [compatibility mode]
 
Fluid Mechanics - Hydrostatic Pressure
Fluid Mechanics - Hydrostatic PressureFluid Mechanics - Hydrostatic Pressure
Fluid Mechanics - Hydrostatic Pressure
 
Chapter 1. introduction to fluid mechanics
Chapter 1. introduction to fluid mechanicsChapter 1. introduction to fluid mechanics
Chapter 1. introduction to fluid mechanics
 
Bernoulli's principle
Bernoulli's  principleBernoulli's  principle
Bernoulli's principle
 
Fluid Mechanics Chapter 2. Fluid Statics
Fluid Mechanics Chapter 2. Fluid StaticsFluid Mechanics Chapter 2. Fluid Statics
Fluid Mechanics Chapter 2. Fluid Statics
 
Chapter 5 fluid mechanics
Chapter 5 fluid mechanicsChapter 5 fluid mechanics
Chapter 5 fluid mechanics
 
Chap 03
Chap 03Chap 03
Chap 03
 
Open channel flow
Open channel flowOpen channel flow
Open channel flow
 

Viewers also liked

عرض درس معالج النصوص
عرض درس معالج النصوصعرض درس معالج النصوص
عرض درس معالج النصوص
بثينة راشد
 
3_hydrostatic-force_tutorial-solution(1)
3_hydrostatic-force_tutorial-solution(1)3_hydrostatic-force_tutorial-solution(1)
3_hydrostatic-force_tutorial-solution(1)
Diptesh Dash
 
Fluid mechanic white (cap2.1)
Fluid mechanic   white (cap2.1)Fluid mechanic   white (cap2.1)
Fluid mechanic white (cap2.1)
Raul Garcia
 

Viewers also liked (15)

Rev sheet
Rev sheetRev sheet
Rev sheet
 
Tutorial_2_thermo
Tutorial_2_thermoTutorial_2_thermo
Tutorial_2_thermo
 
Fluid tutorial 3_ans dr.waleed. 01004444149
Fluid tutorial 3_ans dr.waleed. 01004444149 Fluid tutorial 3_ans dr.waleed. 01004444149
Fluid tutorial 3_ans dr.waleed. 01004444149
 
Fluid tutorial 3
Fluid tutorial 3Fluid tutorial 3
Fluid tutorial 3
 
Fluid tutorial 2_ans dr.waleed. 01004444149
Fluid tutorial 2_ans dr.waleed. 01004444149 Fluid tutorial 2_ans dr.waleed. 01004444149
Fluid tutorial 2_ans dr.waleed. 01004444149
 
thermo_tutorial_1
thermo_tutorial_1thermo_tutorial_1
thermo_tutorial_1
 
Inclass ass
Inclass assInclass ass
Inclass ass
 
Thermodynamics revision
Thermodynamics revisionThermodynamics revision
Thermodynamics revision
 
Solution manual of fluid mechanics fundamentals and applications - cengel [...
Solution manual of fluid mechanics   fundamentals and applications - cengel [...Solution manual of fluid mechanics   fundamentals and applications - cengel [...
Solution manual of fluid mechanics fundamentals and applications - cengel [...
 
Fluid tutorial 1_ans dr.waleed. 01004444149
Fluid tutorial 1_ans dr.waleed. 01004444149Fluid tutorial 1_ans dr.waleed. 01004444149
Fluid tutorial 1_ans dr.waleed. 01004444149
 
عرض درس معالج النصوص
عرض درس معالج النصوصعرض درس معالج النصوص
عرض درس معالج النصوص
 
3_hydrostatic-force_tutorial-solution(1)
3_hydrostatic-force_tutorial-solution(1)3_hydrostatic-force_tutorial-solution(1)
3_hydrostatic-force_tutorial-solution(1)
 
Mechanics of Materials
Mechanics of MaterialsMechanics of Materials
Mechanics of Materials
 
Fluid mechanic white (cap2.1)
Fluid mechanic   white (cap2.1)Fluid mechanic   white (cap2.1)
Fluid mechanic white (cap2.1)
 
Stress and strain- mechanics of solid
Stress and strain- mechanics of solidStress and strain- mechanics of solid
Stress and strain- mechanics of solid
 

Similar to year one mech fluid Rev sheet

Similar to year one mech fluid Rev sheet (20)

section 1.pdf
section 1.pdfsection 1.pdf
section 1.pdf
 
Fluid Mechanics. Chapter 1. Introduction to Fluid Mechanics
Fluid Mechanics. Chapter 1. Introduction to Fluid MechanicsFluid Mechanics. Chapter 1. Introduction to Fluid Mechanics
Fluid Mechanics. Chapter 1. Introduction to Fluid Mechanics
 
Fluids mechanics class 1 -Module 1
Fluids mechanics class 1 -Module 1Fluids mechanics class 1 -Module 1
Fluids mechanics class 1 -Module 1
 
Ppt-FM.pdf
Ppt-FM.pdfPpt-FM.pdf
Ppt-FM.pdf
 
Fluid Properties.pptx
Fluid Properties.pptxFluid Properties.pptx
Fluid Properties.pptx
 
Fluid Mechanics.pdf
Fluid Mechanics.pdfFluid Mechanics.pdf
Fluid Mechanics.pdf
 
FM-I all slides.pdf
FM-I all slides.pdfFM-I all slides.pdf
FM-I all slides.pdf
 
FLUID - Copy.ppt
FLUID - Copy.pptFLUID - Copy.ppt
FLUID - Copy.ppt
 
HYDRAULICS_INTRODUCTION.pptx
HYDRAULICS_INTRODUCTION.pptxHYDRAULICS_INTRODUCTION.pptx
HYDRAULICS_INTRODUCTION.pptx
 
Properties of fluids
Properties of fluidsProperties of fluids
Properties of fluids
 
Fluid mechanics Cengel and Cimbala + NPTEL
Fluid mechanics Cengel and Cimbala + NPTELFluid mechanics Cengel and Cimbala + NPTEL
Fluid mechanics Cengel and Cimbala + NPTEL
 
FLUID.ppt
FLUID.pptFLUID.ppt
FLUID.ppt
 
FLUID.ppt
FLUID.pptFLUID.ppt
FLUID.ppt
 
FLUID.ppt
FLUID.pptFLUID.ppt
FLUID.ppt
 
unit 1 24erdgfgdhgvncfluid mechanics.pptx
unit 1 24erdgfgdhgvncfluid mechanics.pptxunit 1 24erdgfgdhgvncfluid mechanics.pptx
unit 1 24erdgfgdhgvncfluid mechanics.pptx
 
Types of fluid flow
Types of fluid flowTypes of fluid flow
Types of fluid flow
 
Fluid
FluidFluid
Fluid
 
Rheology, Newtonian and Non Newtonian Flow
Rheology, Newtonian and Non Newtonian FlowRheology, Newtonian and Non Newtonian Flow
Rheology, Newtonian and Non Newtonian Flow
 
fmm notes.pdf
fmm notes.pdffmm notes.pdf
fmm notes.pdf
 
Chapter 2 mechanical properties of fluids
Chapter 2   mechanical properties of fluids Chapter 2   mechanical properties of fluids
Chapter 2 mechanical properties of fluids
 

Recently uploaded

Digital Communication Essentials: DPCM, DM, and ADM .pptx
Digital Communication Essentials: DPCM, DM, and ADM .pptxDigital Communication Essentials: DPCM, DM, and ADM .pptx
Digital Communication Essentials: DPCM, DM, and ADM .pptx
pritamlangde
 
Kuwait City MTP kit ((+919101817206)) Buy Abortion Pills Kuwait
Kuwait City MTP kit ((+919101817206)) Buy Abortion Pills KuwaitKuwait City MTP kit ((+919101817206)) Buy Abortion Pills Kuwait
Kuwait City MTP kit ((+919101817206)) Buy Abortion Pills Kuwait
jaanualu31
 
Integrated Test Rig For HTFE-25 - Neometrix
Integrated Test Rig For HTFE-25 - NeometrixIntegrated Test Rig For HTFE-25 - Neometrix
Integrated Test Rig For HTFE-25 - Neometrix
Neometrix_Engineering_Pvt_Ltd
 
Hospital management system project report.pdf
Hospital management system project report.pdfHospital management system project report.pdf
Hospital management system project report.pdf
Kamal Acharya
 
scipt v1.pptxcxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxx...
scipt v1.pptxcxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxx...scipt v1.pptxcxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxx...
scipt v1.pptxcxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxx...
HenryBriggs2
 

Recently uploaded (20)

AIRCANVAS[1].pdf mini project for btech students
AIRCANVAS[1].pdf mini project for btech studentsAIRCANVAS[1].pdf mini project for btech students
AIRCANVAS[1].pdf mini project for btech students
 
Digital Communication Essentials: DPCM, DM, and ADM .pptx
Digital Communication Essentials: DPCM, DM, and ADM .pptxDigital Communication Essentials: DPCM, DM, and ADM .pptx
Digital Communication Essentials: DPCM, DM, and ADM .pptx
 
S1S2 B.Arch MGU - HOA1&2 Module 3 -Temple Architecture of Kerala.pptx
S1S2 B.Arch MGU - HOA1&2 Module 3 -Temple Architecture of Kerala.pptxS1S2 B.Arch MGU - HOA1&2 Module 3 -Temple Architecture of Kerala.pptx
S1S2 B.Arch MGU - HOA1&2 Module 3 -Temple Architecture of Kerala.pptx
 
Unit 4_Part 1 CSE2001 Exception Handling and Function Template and Class Temp...
Unit 4_Part 1 CSE2001 Exception Handling and Function Template and Class Temp...Unit 4_Part 1 CSE2001 Exception Handling and Function Template and Class Temp...
Unit 4_Part 1 CSE2001 Exception Handling and Function Template and Class Temp...
 
Memory Interfacing of 8086 with DMA 8257
Memory Interfacing of 8086 with DMA 8257Memory Interfacing of 8086 with DMA 8257
Memory Interfacing of 8086 with DMA 8257
 
COST-EFFETIVE and Energy Efficient BUILDINGS ptx
COST-EFFETIVE  and Energy Efficient BUILDINGS ptxCOST-EFFETIVE  and Energy Efficient BUILDINGS ptx
COST-EFFETIVE and Energy Efficient BUILDINGS ptx
 
NO1 Top No1 Amil Baba In Azad Kashmir, Kashmir Black Magic Specialist Expert ...
NO1 Top No1 Amil Baba In Azad Kashmir, Kashmir Black Magic Specialist Expert ...NO1 Top No1 Amil Baba In Azad Kashmir, Kashmir Black Magic Specialist Expert ...
NO1 Top No1 Amil Baba In Azad Kashmir, Kashmir Black Magic Specialist Expert ...
 
Kuwait City MTP kit ((+919101817206)) Buy Abortion Pills Kuwait
Kuwait City MTP kit ((+919101817206)) Buy Abortion Pills KuwaitKuwait City MTP kit ((+919101817206)) Buy Abortion Pills Kuwait
Kuwait City MTP kit ((+919101817206)) Buy Abortion Pills Kuwait
 
Online food ordering system project report.pdf
Online food ordering system project report.pdfOnline food ordering system project report.pdf
Online food ordering system project report.pdf
 
Max. shear stress theory-Maximum Shear Stress Theory ​ Maximum Distortional ...
Max. shear stress theory-Maximum Shear Stress Theory ​  Maximum Distortional ...Max. shear stress theory-Maximum Shear Stress Theory ​  Maximum Distortional ...
Max. shear stress theory-Maximum Shear Stress Theory ​ Maximum Distortional ...
 
Integrated Test Rig For HTFE-25 - Neometrix
Integrated Test Rig For HTFE-25 - NeometrixIntegrated Test Rig For HTFE-25 - Neometrix
Integrated Test Rig For HTFE-25 - Neometrix
 
Hostel management system project report..pdf
Hostel management system project report..pdfHostel management system project report..pdf
Hostel management system project report..pdf
 
HOA1&2 - Module 3 - PREHISTORCI ARCHITECTURE OF KERALA.pptx
HOA1&2 - Module 3 - PREHISTORCI ARCHITECTURE OF KERALA.pptxHOA1&2 - Module 3 - PREHISTORCI ARCHITECTURE OF KERALA.pptx
HOA1&2 - Module 3 - PREHISTORCI ARCHITECTURE OF KERALA.pptx
 
Design For Accessibility: Getting it right from the start
Design For Accessibility: Getting it right from the startDesign For Accessibility: Getting it right from the start
Design For Accessibility: Getting it right from the start
 
Linux Systems Programming: Inter Process Communication (IPC) using Pipes
Linux Systems Programming: Inter Process Communication (IPC) using PipesLinux Systems Programming: Inter Process Communication (IPC) using Pipes
Linux Systems Programming: Inter Process Communication (IPC) using Pipes
 
Theory of Time 2024 (Universal Theory for Everything)
Theory of Time 2024 (Universal Theory for Everything)Theory of Time 2024 (Universal Theory for Everything)
Theory of Time 2024 (Universal Theory for Everything)
 
Introduction to Data Visualization,Matplotlib.pdf
Introduction to Data Visualization,Matplotlib.pdfIntroduction to Data Visualization,Matplotlib.pdf
Introduction to Data Visualization,Matplotlib.pdf
 
Hospital management system project report.pdf
Hospital management system project report.pdfHospital management system project report.pdf
Hospital management system project report.pdf
 
scipt v1.pptxcxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxx...
scipt v1.pptxcxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxx...scipt v1.pptxcxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxx...
scipt v1.pptxcxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxx...
 
fitting shop and tools used in fitting shop .ppt
fitting shop and tools used in fitting shop .pptfitting shop and tools used in fitting shop .ppt
fitting shop and tools used in fitting shop .ppt
 

year one mech fluid Rev sheet

  • 1. Revision Sheet (1) Mob. 0100 4444 149 Page (1) Revision Sheet (1) Define incompressible flow and incompressible fluid A fluid flow during which the density of the fluid remains nearly constant is called incompressible flow. A flow in which density varies significantly is called compressible flow. A fluid whose density is practically independent of pressure (such as a liquid) is commonly referred to as an “incompressible fluid,” What is the no-slip condition? What causes it? A fluid in direct contact with a solid surface sticks to the surface and there is no slip. This is known as the no-slip condition, and it is due to the viscosity of the fluid. What is forced flow? How does it differ from natural flow? Is flow caused by winds forced or natural flow? In forced flow, the fluid is forced to flow over a surface or in a tube by external means such as a pump or a fan. In natural flow, any fluid motion is caused by natural means such as the buoyancy effect that manifests itself as the rise of the warmer fluid and the fall of the cooler fluid. The flow caused by winds is natural flow for the earth, but it is forced flow for bodies subjected to the winds since for the body it makes no difference whether the air motion is caused by a fan or by the winds. What is a boundary layer? What causes a boundary layer to develop? When a fluid stream encounters a solid surface that is at rest, the fluid velocity assumes a value of zero at that surface. The velocity then varies from zero at the surface to the free stream value sufficiently far from the surface. The region of flow in which the velocity gradients are significant and frictional effects are important is called the boundary layer. The development of a boundary layer is caused by the no-slip condition. What is a steady-flow process? A process is said to be steady if it involves no changes with time anywhere within the system or at the system boundaries. What are system, surroundings, and boundary? A system is defined as a quantity of matter or a region in space chosen for study. The mass or region outside the system is called the surroundings. The real or imaginary surface that separates the system from its surroundings is called the boundary.
  • 2. Revision Sheet (1) Mob. 0100 4444 149 Page (2) When is a system a closed system, and when is it a control volume? Systems may be considered to be closed or open, depending on whether a fixed mass or a volume in space is chosen for study. A closed system (also known as a control mass or simply a system) consists of a fixed amount of mass, and no mass can cross its boundary. An open system, or a control volume, is a properly selected region in space. What is the difference between the classical and the statistical approaches? The classical approach is a macroscopic approach, based on experiments or analysis of the gross behavior of a fluid, without knowledge of individual molecules, whereas the statistical approach is a microscopic approach based on the average behavior of large groups of individual molecules. What is specific gravity? How is it related to density? The specific gravity, or relative density, is defined as the ratio of the density of a substance to the density of some standard substance at a specified temperature (the standard is water at 4°C, for which ρH2O = 1000 kg/m3 ). When specific gravity is known, density is determined from ρ = SG×ρH2O . What does the coefficient of compressibility of a fluid represent? How does it differ from isothermal compressibility? The coefficient of compressibility represents the variation of pressure of a fluid with volume or density at constant temperature. Isothermal compressibility is the inverse of the coefficient of compressibility, and it represents the fractional change in volume or density corresponding to a change in pressure. What does the coefficient of volume expansion of a fluid represent? How does it differ from the coefficient of compressibility? The coefficient of volume expansion represents the variation of the density of a fluid with temperature at constant pressure. It differs from the coefficient of compressibility in that the latter represents the variation of pressure of a fluid with density at constant temperature.
  • 3. Revision Sheet (1) Mob. 0100 4444 149 Page (3) Can the coefficient of compressibility of a fluid be negative? How about the coefficient of volume expansion? fluid represent? The coefficient of compressibility of a fluid cannot be negative, but the coefficient of volume expansion can be negative (e.g., liquid water below 4°C). This is the reason that ice floats on water What is viscosity? What is the cause of it in liquids and in gases? Do liquids or gases have higher dynamic viscosities? Viscosity is a measure of the “stickiness” or “resistance to deformation” of a fluid. It is due to the internal frictional force that develops between different layers of fluids as they are forced to move relative to each other. Viscosity is caused by the cohesive forces between the molecules in liquids, and by the molecular collisions in gases. In general, liquids have higher dynamic viscosities than gases. What is a Newtonian fluid? Is water a Newtonian fluid? Fluids whose shear stress is linearly proportional to the velocity gradient (shear strain) are called Newtonian fluids. Most common fluids such as water, air, gasoline, and oils are Newtonian fluids. Consider two identical small glass balls dropped into two identical containers, one filled with water and the other with oil. Which ball will reach the bottom of the container first? Why? the ball dropped in water will reach the bottom of the container first because of the much lower viscosity of water relative to oil. How does the dynamic viscosity of (a) liquids and (b) gases vary with temperature? The dynamic viscosity of liquids decreases with temperature. (b) The dynamic viscosity of gases increases with temperature. How does the kinematic viscosity of (a) liquids and (b) gases vary with temperature? For liquids, the kinematic viscosity decreases with temperature. (b) For gases, the kinematic viscosity increases with temperature. What is surface tension? What is it caused by? Why is the surface tension also called surface energy? The magnitude of the pulling force at the surface of a liquid per unit length is called surface tension σs. It is caused by the attractive forces between the molecules. The surface tension is also surface energy (per unit area) since it represents the stretching work that needs to be done to increase the surface area of the liquid by a unit amount.
  • 4. Revision Sheet (1) Mob. 0100 4444 149 Page (4) Consider a soap bubble. Is the pressure inside the bubble higher or lower than the pressure outside? The pressure inside a soap bubble is greater than the pressure outside, as evidenced by the stretch of the soap film. What is the capillary effect? What is it caused by? How is it affected by the contact angle? The capillary effect is the rise or fall of a liquid in a small-diameter tube inserted into the liquid. It is caused by the net effect of the cohesive forces (the forces between like molecules, like water) and adhesive forces (the forces between unlike molecules, like water and glass). The capillary effect is proportional to the cosine of the contact angle, which is the angle that the tangent to the liquid surface makes with the solid surface at the point of contact. A small-diameter tube is inserted into a liquid whose contact angle is 110°. Will the level of liquid in the tube rise or drop? Explain. The liquid level in the tube will drop since the contact angle is greater than 90°, where cos(110°) < 0. Is the capillary rise greater in small- or large-diameter tubes? The capillary rise is inversely proportional to the diameter of the tube, and thus capillary rise is greater in the smaller-diameter tube. What is the difference between gage pressure and absolute pressure? The pressure relative to the atmospheric pressure is called the gage pressure, and the pressure relative to an absolute vacuum is called absolute pressure. Explain why some people experience nose bleeding and some others experience shortness of breath at high elevations. Atmospheric air pressure which is the external pressure exerted on the skin decreases with increasing elevation. Therefore, the pressure is lower at higher elevations. As a result, the difference between the blood pressure in the veins and the air pressure outside increases. This pressure imbalance may cause some thin-walled veins such as the ones in the nose to burst, causing bleeding. The shortness of breath is caused by the lower air density at higher elevations, and thus lower amount of oxygen per unit volume. Someone claims that the absolute pressure in a liquid of constant density doubles when the depth is doubled. Do you agree? Explain. No, the absolute pressure in a liquid of constant density does not double when the depth is doubled. It is the gage pressure that doubles when the depth is doubled.
  • 5. Revision Sheet (1) Mob. 0100 4444 149 Page (5) You may have noticed that dams are much thicker at the bottom. Explain why dams are built that way. Dams are built much thicker at the bottom because the pressure force increases with depth, and the bottom part of dams are subjected to largest forces. Under what conditions can a moving body of fluid be treated as a rigid body? A moving body of fluid can be treated as a rigid body when there are no shear stresses (i.e., no motion between fluid layers relative to each other) in the fluid body.
  • 6. Revision Sheet (1) Mob. 0100 4444 149 Page (6)
  • 7. Revision Sheet (1) Mob. 0100 4444 149 Page (7)
  • 8. Revision Sheet (1) Mob. 0100 4444 149 Page (8)
  • 9. Revision Sheet (1) Mob. 0100 4444 149 Page (9)
  • 10. Revision Sheet (1) Mob. 0100 4444 149 Page (10)
  • 11. Revision Sheet (1) Mob. 0100 4444 149 Page (11)
  • 12. Revision Sheet (1) Mob. 0100 4444 149 Page (12)