SlideShare a Scribd company logo
What is Pressure?
Pressure (P) is defined as the amount of force (F) acting per unit area (A). The mathematical
equation for pressure can be written as:
P= F/A = mg/A
where P is pressure F is the normal force (g is acceleration) and A is the area of the surface.
Although the normal force is a vector quantity, pressure is a scalar quantity (vector page).
The SI unit for pressure is the pascal (Pa), equal to one newton per square metre (N/m2 or
1kg/(m-s2).
Other units of pressure, such as pounds per square inch and bar, are also in common use. The
CGS unit of pressure is the barye (ba), equal to 1 dyn·cm2 or 0.1 Pa.
A good example of how a force on small area can result in a very high pressure is seen in
women's shoes with high spiked heels. Did you ever get stepped on by a woman wearing high
heel shoes? It would be less painful if she wore a flat shoe because the soles are larger and the
pressure is less.
As an example --an average shoe distributes the weight of the person over about 20 square
inches. Thus, a 150-pound person applies 150/20 = 7.5 pounds per square inch on the floor.
Since a spike-heel is only 0.25 square inches, the 150-pound person would be applying 150/0.25
= 600 pounds per square inch on the floor at the heel.
Fluid Pressure
All matter is made up of tiny particles called atoms. The forces that exist in fluids are caused by
the mass and velocity of these atoms making up a fluid.
The pressure exerted by a static fluid depends only upon the depth of the fluid, the density of the
fluid, and the acceleration of gravity. (see hydrostatic pressure page for more details)
Atmospheric Pressure
Atmospheric pressure is the force per unit area exerted on a surface by the weight of air above
that surface in the atmosphere. In most circumstances atmospheric pressure is closely
approximated by the hydrostatic pressure caused by the weight of air above the measurement
point. The standard atmosphere (symbol: atm) is a unit of pressure equal to 101325 Pa.
Equivalent to 760 mmHg (torr), 29.92 inHg, 14.696 psi. The atmospheric pressure at the sea
level is equal to 760 mm of height of the column of mercury.
Vapor Pressure
Vapor pressure (or equilibrium vapor pressure) is the pressure (at a given temperature) that is
exerted by a gas in equilibrium with either a solid or liquid that is in a closed container. The
equilibrium vapor pressure is an indication of a liquid's evaporation rate. Vapor pressures
increase with temperature. The vapor pressure is an indication of a liquid's evaporation rate.
The units for vapor pressure :There are several units used for vapor pressure: Pascals (Pa), tor
(mm Hg), atmospheres (atm) and bar (bar).
The torr (symbol: Torr) is a unit of pressure, now defined as exactly 1⁄760 of a standard
atmosphere. Thus one torr is exactly 101325⁄760 pascals (~133.3 Pa). Historically, one torr was
intended to be the same as one "millimetre of mercury".
The torr (symbol: Torr) is a non-SI unit of pressure with the ratio of 760 to 1 standard
atmosphere, chosen to be roughly equal to the fluid pressure exerted by a millimeter of mercury,
i.e. a pressure of 1 Torr is approximately equal to 1 mmHg.
1 Pa = N/m2 ---1 bar = 10^5 Pa---- 1 atm = 1.01325 bar--760 Torr = 1 atm ---1 torr
Differential pressure
The difference between two pressures,p1 and p2, is known as the pressure differential, Δp = p1 - p2. In
cases where the difference between two pressures itself represents the measured variable, one refers to the
differential pressure,p1,2.
Overpressure (gauge pressure)
The most frequently measured pressure in the technological field is the atmospheric pressure differential,
Pe (e = excedens = exceeding). It is the difference between an absolute pressure,pabs, and the relevant
(absolute) atmospheric pressure (pe = pabs - pamb) and is known, in short, as the overpressure or gauge
pressure.
A positive overpressure is referred to when the absolute pressure is greater than the atmospheric pressure.
In the opposite case,one speaks of negative overpressure.
The indices of the formula symbols “abs”, “amb” and “e” clearly define the reference point of the
respective pressure. They are only attached to the formula letter p, and not to the unit symbols.
A manometer is a device used for measure the pressure of a fluid by balancing it with against a
column of a liquid. Five different types of manometers are shown below with images.
U-Tube Manometer:
It consist a U – shaped bend whose one end is attached to the gauge point ‘A’ and other end is open to
the atmosphere. It can measure both positive and negative (suction) pressures. It contains liquid of
specific gravity greater than that of a liquid of which the pressure is to be measured.
where ‘γ’ is Specific weight, ‘P’ is Pressure at A.
Pressure at A isP = γ2h2 – γ1h1
Differential U-Tube Manometer:
A U-Tube manometric liquid heavier than the liquid for which the pressure difference is to be measured
and is not immiscible with it.
Pressure difference between A and B is given by equation
PA – PB = γ2h2 + γ3h3 – γ1h1
Inverted U-Tube Manometer:
Inverted U-Tube manometer consists of an inverted U – Tube containing a light liquid. This is used to
measure the differences of low pressures between two points where where better accuracy is required.
It generally consists of an air cock at top of manometric fluid type.
Pressure difference can be calculated from equation
P1 – ρ1*g*H1 – ρm*g(H2– H1) = P2 – ρ2*gH2
Micro Manometer:
Micro Manometer is is the modified form of a simple manometer whose one limb is made of larger
cross sectional area. It measures very small pressure differences with high precision.
Let ‘a’ = area of the tube,
A = area of the reservoir,
h3 = Falling liquid level reservoir,
h2 = Rise of the liquid in the tube,
By conversation of mass we get A*h3 = a*h2
Equating pressure heads at datum we get
P1 = (ρm – ρ1)*gh3 + ρm*gh2 – ρ1*gh1
Inclined Manometer:
Inclined manometer is used for the measurement of small pressures and is to measure more
accurately than the vertical tube type manometer. Due to inclination the distance moved by the fluid
in manometer is more.
Pressure difference between A and B is give by equation.
Incompressible and Compressible Flow
Incompressible flow refers to the fluid flow in which the fluid's density is
constant. Fora density to remain constant, the controlvolume has to remain
constant. Even though the pressure changes, the density will be constant for an
incompressible flow. Incompressible flow means flow with variation of density
due to pressure changes is negligible or infinitesimal. All the liquids at constant
temperature are incompressible.
Compressible flow means a flow that undergoes a notable variation in density
with trending pressure. Densi ty r (x, y, z) is considered as a field variable for the
flow dynamics. When the value of Mach number crosses above0.3, density begins
to vary and the amplitude of variation spikes when Mach number reaches and
exceeds unity.
The behavior of control volume (CV) for incompressible and compressible flow is
depicted in the image below.
It can be seen that the CV remains constant for a flow that is incompressible and
CV is squeezed for compressible flow.
Bernoulli's equation is applicable only when flow is assumed to be incompressible.
In case of compressible flow, Bernoulli's equation becomes invalid since the very
basic assumption for Bernoulli's equation is density r is constant
For compressible flow, .
Laminar Flow:
the flow of a fluid when each particle of the fluid follows a smooth path, paths which never
interfere with one another. One result of laminar flow is that the velocity of the fluid is constant
at any point in the fluid. Turbulent Flow: irregular flow that is characterized by tiny whirlpool
regions.
A pressure gauge is a mechanical instrument designed to measure the internal
pressure and/or vacuum of a vessel or system. Trerice Pressure Gauges are offered
in a variety of styles, sizes, and wetted part materials to meet the demands of
standard and special applications.

More Related Content

What's hot

Fluid mechanics notes
Fluid mechanics notesFluid mechanics notes
Fluid mechanics notes
shone john
 
Fluid Mechanics Properties
Fluid Mechanics PropertiesFluid Mechanics Properties
Fluid Mechanics Properties
stooty s
 

What's hot (20)

Pressure measurement - Manometers
Pressure measurement - ManometersPressure measurement - Manometers
Pressure measurement - Manometers
 
Introduction to Hydrostatic Pressure
Introduction to Hydrostatic PressureIntroduction to Hydrostatic Pressure
Introduction to Hydrostatic Pressure
 
Fluid mech. lec midterm coverage
Fluid mech. lec   midterm coverageFluid mech. lec   midterm coverage
Fluid mech. lec midterm coverage
 
Fluids and their properties
Fluids and their propertiesFluids and their properties
Fluids and their properties
 
BUOYANCY AND FLOTATION
BUOYANCY AND FLOTATIONBUOYANCY AND FLOTATION
BUOYANCY AND FLOTATION
 
Fluid mechanics and machinery - Flow characteristics of Fluid
Fluid mechanics and machinery - Flow characteristics of FluidFluid mechanics and machinery - Flow characteristics of Fluid
Fluid mechanics and machinery - Flow characteristics of Fluid
 
Chapter1 fm-introduction to fluid mechanics-converted
Chapter1  fm-introduction to fluid mechanics-convertedChapter1  fm-introduction to fluid mechanics-converted
Chapter1 fm-introduction to fluid mechanics-converted
 
Chapter 1-Introduction fluids Mechanics
Chapter 1-Introduction fluids MechanicsChapter 1-Introduction fluids Mechanics
Chapter 1-Introduction fluids Mechanics
 
Fluid statics
Fluid staticsFluid statics
Fluid statics
 
Losses in Pipe
Losses in PipeLosses in Pipe
Losses in Pipe
 
Compressible Fluid
Compressible FluidCompressible Fluid
Compressible Fluid
 
Fluid mechanics notes
Fluid mechanics notesFluid mechanics notes
Fluid mechanics notes
 
Buoyancy and floatation
Buoyancy and floatationBuoyancy and floatation
Buoyancy and floatation
 
Compressible flow
Compressible flowCompressible flow
Compressible flow
 
Fluid & Fluid properties
Fluid & Fluid propertiesFluid & Fluid properties
Fluid & Fluid properties
 
Pressure measurement
Pressure measurement Pressure measurement
Pressure measurement
 
fluid mechanics- pressure measurement
fluid mechanics- pressure measurementfluid mechanics- pressure measurement
fluid mechanics- pressure measurement
 
Fluid Mechanics Properties
Fluid Mechanics PropertiesFluid Mechanics Properties
Fluid Mechanics Properties
 
Fluid pressure
Fluid pressureFluid pressure
Fluid pressure
 
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
 

Similar to What is pressure and its types

flow of fluid and its mechanism along with principle
flow of fluid and its mechanism along with principleflow of fluid and its mechanism along with principle
flow of fluid and its mechanism along with principle
AkankshaPatel55
 

Similar to What is pressure and its types (20)

Fluid Mechanics Chapter 2. Fluid Statics
Fluid Mechanics Chapter 2. Fluid StaticsFluid Mechanics Chapter 2. Fluid Statics
Fluid Mechanics Chapter 2. Fluid Statics
 
03 1 bsb 228 pressure and pressure measurement
03 1 bsb 228 pressure and pressure measurement03 1 bsb 228 pressure and pressure measurement
03 1 bsb 228 pressure and pressure measurement
 
Fm 2
Fm 2Fm 2
Fm 2
 
pressuremeasurement-150729093220-lva1-app6892-converted.pptx
pressuremeasurement-150729093220-lva1-app6892-converted.pptxpressuremeasurement-150729093220-lva1-app6892-converted.pptx
pressuremeasurement-150729093220-lva1-app6892-converted.pptx
 
2. Chapter 2 - Pressure & Fluid Statics (FM1) (Complete).pdf
2. Chapter 2 - Pressure & Fluid Statics (FM1) (Complete).pdf2. Chapter 2 - Pressure & Fluid Statics (FM1) (Complete).pdf
2. Chapter 2 - Pressure & Fluid Statics (FM1) (Complete).pdf
 
fluid-mechanics
fluid-mechanicsfluid-mechanics
fluid-mechanics
 
Flow of Fluids.ppt
Flow of Fluids.pptFlow of Fluids.ppt
Flow of Fluids.ppt
 
Pressure and Manometers
 Pressure and Manometers  Pressure and Manometers
Pressure and Manometers
 
Fm 3
Fm 3Fm 3
Fm 3
 
fluid statics
fluid staticsfluid statics
fluid statics
 
Pressure measurement
Pressure measurement Pressure measurement
Pressure measurement
 
notes in fluid mechanics
notes in fluid mechanicsnotes in fluid mechanics
notes in fluid mechanics
 
SPM Physics - Solid and fluid pressure
SPM Physics - Solid and fluid pressureSPM Physics - Solid and fluid pressure
SPM Physics - Solid and fluid pressure
 
Physics and its laws in anaesthesia
Physics and its laws in anaesthesiaPhysics and its laws in anaesthesia
Physics and its laws in anaesthesia
 
Physics and its laws in anesthesia
Physics and its laws in anesthesiaPhysics and its laws in anesthesia
Physics and its laws in anesthesia
 
flow of fluid and its mechanism along with principle
flow of fluid and its mechanism along with principleflow of fluid and its mechanism along with principle
flow of fluid and its mechanism along with principle
 
Fluid mechanics,
Fluid mechanics,Fluid mechanics,
Fluid mechanics,
 
fstatics.ppt
fstatics.pptfstatics.ppt
fstatics.ppt
 
Lecture flow
Lecture flowLecture flow
Lecture flow
 
fluid flow.pdf
fluid flow.pdffluid flow.pdf
fluid flow.pdf
 

More from Salman Jailani

More from Salman Jailani (20)

Fan and Blowers
 Fan and Blowers Fan and Blowers
Fan and Blowers
 
Insulation and Refractories
 Insulation and Refractories Insulation and Refractories
Insulation and Refractories
 
Furnaces
 Furnaces  Furnaces
Furnaces
 
Compressed air_system ( chapter complete )
 Compressed air_system  ( chapter complete ) Compressed air_system  ( chapter complete )
Compressed air_system ( chapter complete )
 
cooling tower, Factors Affecting Cooling Tower Performance,Efficient System O...
cooling tower, Factors Affecting Cooling Tower Performance,Efficient System O...cooling tower, Factors Affecting Cooling Tower Performance,Efficient System O...
cooling tower, Factors Affecting Cooling Tower Performance,Efficient System O...
 
Boilers and its types systems and boilers water treatment
Boilers and its types systems and boilers water treatment Boilers and its types systems and boilers water treatment
Boilers and its types systems and boilers water treatment
 
Global environment concerns
Global environment concernsGlobal environment concerns
Global environment concerns
 
Energy Resources and Utilization
Energy Resources  and Utilization Energy Resources  and Utilization
Energy Resources and Utilization
 
Energy management
Energy managementEnergy management
Energy management
 
Energy management & audit
Energy management & auditEnergy management & audit
Energy management & audit
 
Steam leakage
Steam leakageSteam leakage
Steam leakage
 
Lab layout
Lab layoutLab layout
Lab layout
 
Lab lay out data
Lab lay out dataLab lay out data
Lab lay out data
 
Machining Technology-2 MT-474 (Practical)
Machining Technology-2 MT-474 (Practical)Machining Technology-2 MT-474 (Practical)
Machining Technology-2 MT-474 (Practical)
 
Lab report title
Lab report title Lab report title
Lab report title
 
Refrigeration and Heat Pump Systems
Refrigeration and Heat Pump SystemsRefrigeration and Heat Pump Systems
Refrigeration and Heat Pump Systems
 
Safety Inspections and Sample Safety Inspection.Health and safety training D...
Safety Inspections and Sample Safety Inspection.Health  and safety training D...Safety Inspections and Sample Safety Inspection.Health  and safety training D...
Safety Inspections and Sample Safety Inspection.Health and safety training D...
 
Cnc turning
Cnc turning Cnc turning
Cnc turning
 
Cnc milling turning
Cnc milling turning Cnc milling turning
Cnc milling turning
 
CNC machining centers
CNC machining centersCNC machining centers
CNC machining centers
 

Recently uploaded

Digital Signal Processing Lecture notes n.pdf
Digital Signal Processing Lecture notes n.pdfDigital Signal Processing Lecture notes n.pdf
Digital Signal Processing Lecture notes n.pdf
AbrahamGadissa
 
Fruit shop management system project report.pdf
Fruit shop management system project report.pdfFruit shop management system project report.pdf
Fruit shop management system project report.pdf
Kamal Acharya
 
Laundry management system project report.pdf
Laundry management system project report.pdfLaundry management system project report.pdf
Laundry management system project report.pdf
Kamal Acharya
 
CFD Simulation of By-pass Flow in a HRSG module by R&R Consult.pptx
CFD Simulation of By-pass Flow in a HRSG module by R&R Consult.pptxCFD Simulation of By-pass Flow in a HRSG module by R&R Consult.pptx
CFD Simulation of By-pass Flow in a HRSG module by R&R Consult.pptx
R&R Consult
 
power quality voltage fluctuation UNIT - I.pptx
power quality voltage fluctuation UNIT - I.pptxpower quality voltage fluctuation UNIT - I.pptx
power quality voltage fluctuation UNIT - I.pptx
ViniHema
 
Automobile Management System Project Report.pdf
Automobile Management System Project Report.pdfAutomobile Management System Project Report.pdf
Automobile Management System Project Report.pdf
Kamal Acharya
 
LIGA(E)11111111111111111111111111111111111111111.ppt
LIGA(E)11111111111111111111111111111111111111111.pptLIGA(E)11111111111111111111111111111111111111111.ppt
LIGA(E)11111111111111111111111111111111111111111.ppt
ssuser9bd3ba
 
Online blood donation management system project.pdf
Online blood donation management system project.pdfOnline blood donation management system project.pdf
Online blood donation management system project.pdf
Kamal Acharya
 

Recently uploaded (20)

Digital Signal Processing Lecture notes n.pdf
Digital Signal Processing Lecture notes n.pdfDigital Signal Processing Lecture notes n.pdf
Digital Signal Processing Lecture notes n.pdf
 
Natalia Rutkowska - BIM School Course in Kraków
Natalia Rutkowska - BIM School Course in KrakówNatalia Rutkowska - BIM School Course in Kraków
Natalia Rutkowska - BIM School Course in Kraków
 
Fruit shop management system project report.pdf
Fruit shop management system project report.pdfFruit shop management system project report.pdf
Fruit shop management system project report.pdf
 
A case study of cinema management system project report..pdf
A case study of cinema management system project report..pdfA case study of cinema management system project report..pdf
A case study of cinema management system project report..pdf
 
Laundry management system project report.pdf
Laundry management system project report.pdfLaundry management system project report.pdf
Laundry management system project report.pdf
 
CFD Simulation of By-pass Flow in a HRSG module by R&R Consult.pptx
CFD Simulation of By-pass Flow in a HRSG module by R&R Consult.pptxCFD Simulation of By-pass Flow in a HRSG module by R&R Consult.pptx
CFD Simulation of By-pass Flow in a HRSG module by R&R Consult.pptx
 
Danfoss NeoCharge Technology -A Revolution in 2024.pdf
Danfoss NeoCharge Technology -A Revolution in 2024.pdfDanfoss NeoCharge Technology -A Revolution in 2024.pdf
Danfoss NeoCharge Technology -A Revolution in 2024.pdf
 
ENERGY STORAGE DEVICES INTRODUCTION UNIT-I
ENERGY STORAGE DEVICES  INTRODUCTION UNIT-IENERGY STORAGE DEVICES  INTRODUCTION UNIT-I
ENERGY STORAGE DEVICES INTRODUCTION UNIT-I
 
Halogenation process of chemical process industries
Halogenation process of chemical process industriesHalogenation process of chemical process industries
Halogenation process of chemical process industries
 
Democratizing Fuzzing at Scale by Abhishek Arya
Democratizing Fuzzing at Scale by Abhishek AryaDemocratizing Fuzzing at Scale by Abhishek Arya
Democratizing Fuzzing at Scale by Abhishek Arya
 
CME397 Surface Engineering- Professional Elective
CME397 Surface Engineering- Professional ElectiveCME397 Surface Engineering- Professional Elective
CME397 Surface Engineering- Professional Elective
 
Introduction to Casting Processes in Manufacturing
Introduction to Casting Processes in ManufacturingIntroduction to Casting Processes in Manufacturing
Introduction to Casting Processes in Manufacturing
 
Introduction to Machine Learning Unit-4 Notes for II-II Mechanical Engineering
Introduction to Machine Learning Unit-4 Notes for II-II Mechanical EngineeringIntroduction to Machine Learning Unit-4 Notes for II-II Mechanical Engineering
Introduction to Machine Learning Unit-4 Notes for II-II Mechanical Engineering
 
The Benefits and Techniques of Trenchless Pipe Repair.pdf
The Benefits and Techniques of Trenchless Pipe Repair.pdfThe Benefits and Techniques of Trenchless Pipe Repair.pdf
The Benefits and Techniques of Trenchless Pipe Repair.pdf
 
power quality voltage fluctuation UNIT - I.pptx
power quality voltage fluctuation UNIT - I.pptxpower quality voltage fluctuation UNIT - I.pptx
power quality voltage fluctuation UNIT - I.pptx
 
Automobile Management System Project Report.pdf
Automobile Management System Project Report.pdfAutomobile Management System Project Report.pdf
Automobile Management System Project Report.pdf
 
LIGA(E)11111111111111111111111111111111111111111.ppt
LIGA(E)11111111111111111111111111111111111111111.pptLIGA(E)11111111111111111111111111111111111111111.ppt
LIGA(E)11111111111111111111111111111111111111111.ppt
 
Online blood donation management system project.pdf
Online blood donation management system project.pdfOnline blood donation management system project.pdf
Online blood donation management system project.pdf
 
Final project report on grocery store management system..pdf
Final project report on grocery store management system..pdfFinal project report on grocery store management system..pdf
Final project report on grocery store management system..pdf
 
Toll tax management system project report..pdf
Toll tax management system project report..pdfToll tax management system project report..pdf
Toll tax management system project report..pdf
 

What is pressure and its types

  • 1. What is Pressure? Pressure (P) is defined as the amount of force (F) acting per unit area (A). The mathematical equation for pressure can be written as: P= F/A = mg/A where P is pressure F is the normal force (g is acceleration) and A is the area of the surface. Although the normal force is a vector quantity, pressure is a scalar quantity (vector page). The SI unit for pressure is the pascal (Pa), equal to one newton per square metre (N/m2 or 1kg/(m-s2). Other units of pressure, such as pounds per square inch and bar, are also in common use. The CGS unit of pressure is the barye (ba), equal to 1 dyn·cm2 or 0.1 Pa. A good example of how a force on small area can result in a very high pressure is seen in women's shoes with high spiked heels. Did you ever get stepped on by a woman wearing high heel shoes? It would be less painful if she wore a flat shoe because the soles are larger and the pressure is less. As an example --an average shoe distributes the weight of the person over about 20 square inches. Thus, a 150-pound person applies 150/20 = 7.5 pounds per square inch on the floor. Since a spike-heel is only 0.25 square inches, the 150-pound person would be applying 150/0.25 = 600 pounds per square inch on the floor at the heel. Fluid Pressure All matter is made up of tiny particles called atoms. The forces that exist in fluids are caused by the mass and velocity of these atoms making up a fluid. The pressure exerted by a static fluid depends only upon the depth of the fluid, the density of the fluid, and the acceleration of gravity. (see hydrostatic pressure page for more details) Atmospheric Pressure Atmospheric pressure is the force per unit area exerted on a surface by the weight of air above that surface in the atmosphere. In most circumstances atmospheric pressure is closely approximated by the hydrostatic pressure caused by the weight of air above the measurement point. The standard atmosphere (symbol: atm) is a unit of pressure equal to 101325 Pa. Equivalent to 760 mmHg (torr), 29.92 inHg, 14.696 psi. The atmospheric pressure at the sea level is equal to 760 mm of height of the column of mercury.
  • 2. Vapor Pressure Vapor pressure (or equilibrium vapor pressure) is the pressure (at a given temperature) that is exerted by a gas in equilibrium with either a solid or liquid that is in a closed container. The equilibrium vapor pressure is an indication of a liquid's evaporation rate. Vapor pressures increase with temperature. The vapor pressure is an indication of a liquid's evaporation rate. The units for vapor pressure :There are several units used for vapor pressure: Pascals (Pa), tor (mm Hg), atmospheres (atm) and bar (bar). The torr (symbol: Torr) is a unit of pressure, now defined as exactly 1⁄760 of a standard atmosphere. Thus one torr is exactly 101325⁄760 pascals (~133.3 Pa). Historically, one torr was intended to be the same as one "millimetre of mercury". The torr (symbol: Torr) is a non-SI unit of pressure with the ratio of 760 to 1 standard atmosphere, chosen to be roughly equal to the fluid pressure exerted by a millimeter of mercury, i.e. a pressure of 1 Torr is approximately equal to 1 mmHg. 1 Pa = N/m2 ---1 bar = 10^5 Pa---- 1 atm = 1.01325 bar--760 Torr = 1 atm ---1 torr Differential pressure The difference between two pressures,p1 and p2, is known as the pressure differential, Δp = p1 - p2. In cases where the difference between two pressures itself represents the measured variable, one refers to the differential pressure,p1,2. Overpressure (gauge pressure) The most frequently measured pressure in the technological field is the atmospheric pressure differential, Pe (e = excedens = exceeding). It is the difference between an absolute pressure,pabs, and the relevant (absolute) atmospheric pressure (pe = pabs - pamb) and is known, in short, as the overpressure or gauge pressure. A positive overpressure is referred to when the absolute pressure is greater than the atmospheric pressure. In the opposite case,one speaks of negative overpressure. The indices of the formula symbols “abs”, “amb” and “e” clearly define the reference point of the respective pressure. They are only attached to the formula letter p, and not to the unit symbols.
  • 3. A manometer is a device used for measure the pressure of a fluid by balancing it with against a column of a liquid. Five different types of manometers are shown below with images. U-Tube Manometer: It consist a U – shaped bend whose one end is attached to the gauge point ‘A’ and other end is open to the atmosphere. It can measure both positive and negative (suction) pressures. It contains liquid of specific gravity greater than that of a liquid of which the pressure is to be measured. where ‘γ’ is Specific weight, ‘P’ is Pressure at A. Pressure at A isP = γ2h2 – γ1h1 Differential U-Tube Manometer: A U-Tube manometric liquid heavier than the liquid for which the pressure difference is to be measured and is not immiscible with it.
  • 4. Pressure difference between A and B is given by equation PA – PB = γ2h2 + γ3h3 – γ1h1 Inverted U-Tube Manometer: Inverted U-Tube manometer consists of an inverted U – Tube containing a light liquid. This is used to measure the differences of low pressures between two points where where better accuracy is required. It generally consists of an air cock at top of manometric fluid type.
  • 5. Pressure difference can be calculated from equation P1 – ρ1*g*H1 – ρm*g(H2– H1) = P2 – ρ2*gH2 Micro Manometer: Micro Manometer is is the modified form of a simple manometer whose one limb is made of larger cross sectional area. It measures very small pressure differences with high precision. Let ‘a’ = area of the tube, A = area of the reservoir, h3 = Falling liquid level reservoir, h2 = Rise of the liquid in the tube, By conversation of mass we get A*h3 = a*h2 Equating pressure heads at datum we get P1 = (ρm – ρ1)*gh3 + ρm*gh2 – ρ1*gh1
  • 6. Inclined Manometer: Inclined manometer is used for the measurement of small pressures and is to measure more accurately than the vertical tube type manometer. Due to inclination the distance moved by the fluid in manometer is more. Pressure difference between A and B is give by equation. Incompressible and Compressible Flow Incompressible flow refers to the fluid flow in which the fluid's density is constant. Fora density to remain constant, the controlvolume has to remain constant. Even though the pressure changes, the density will be constant for an incompressible flow. Incompressible flow means flow with variation of density due to pressure changes is negligible or infinitesimal. All the liquids at constant temperature are incompressible. Compressible flow means a flow that undergoes a notable variation in density with trending pressure. Densi ty r (x, y, z) is considered as a field variable for the flow dynamics. When the value of Mach number crosses above0.3, density begins to vary and the amplitude of variation spikes when Mach number reaches and exceeds unity. The behavior of control volume (CV) for incompressible and compressible flow is depicted in the image below.
  • 7. It can be seen that the CV remains constant for a flow that is incompressible and CV is squeezed for compressible flow. Bernoulli's equation is applicable only when flow is assumed to be incompressible. In case of compressible flow, Bernoulli's equation becomes invalid since the very basic assumption for Bernoulli's equation is density r is constant For compressible flow, . Laminar Flow: the flow of a fluid when each particle of the fluid follows a smooth path, paths which never interfere with one another. One result of laminar flow is that the velocity of the fluid is constant at any point in the fluid. Turbulent Flow: irregular flow that is characterized by tiny whirlpool regions. A pressure gauge is a mechanical instrument designed to measure the internal pressure and/or vacuum of a vessel or system. Trerice Pressure Gauges are offered
  • 8. in a variety of styles, sizes, and wetted part materials to meet the demands of standard and special applications.