Dr. Nabeel Ahmed
nah8085@gmail.com
0344-5485232
 Definition
 Pressure – Force – Area relationship
 Pascal’s Law
 Hydraulic Press
 Hydraulic Brake
 Conservation of Energy
 It deals with the transmission of force in a confined
area
 It works on the principle discovered by French
scientist named Blaise Pascal
 Pressure is the force acting on unit area it is usually
expressed in pound per square inch (PSI) or Newton
per square meter (Pascal)
1.introduction
 We use the Pressure–Force–Area triangle to find
relationship between them
P
 We use the Pressure–Force–Area triangle to find
relationship between them
A
 We use the Pressure–Force–Area triangle to find
relationship between them
F
 Force: Pound / Newton
 Area: in2 / m2
 Pressure: Pound per square inch (PSI) /
Newton per square meter (Pascal)
 Pressure applied on confined fluid is transmitted in all
directions and acts with equal force on equal area and
at right angle (90 degree) to them.
 This is the basic principle behind all hydraulic systems
 Simply, force applied at any point can be transmitted
to another point using incompressible liquid
 Take a glass bottle filled with fluid.
 A small input force is applied to stopper
 Pressure equal to force divided by
stopper area is created in the fluid
 In this cause it is 10 lb per sq inch
 According to this law this developed
pressure will travel through liquid in all
direction
 This pressure acts against equal area of
bottle
 The resultant output force is multiplied
by the bottom area of bottle
 Area of bottom of bottle is 20 in2
 So in this case output of 200 lb force is
generated with input force of 10 lb.
 Due to this increase in force the bottle
brakes
 Remember as a simple rule of thumb,
 In Hydraulics a small force on a small
area creates a proportionately large
force on a large area
 What would be the pressure developed if a force of 50 lb
acts on area of 10 square inches.
 500 PSI
 50 PSI
 5 PSI
 Its 50 X 10 = 500 PSI
 Hydraulic press uses the principle stated by Pascal’s law
 We can multiply the force on small area to the force on
larger area
 Hydraulic press also called Bramah press after the
inventor Joseph Bramah of England invented it in 1795 .
 A force of 10 lb is applied to a piston of 1 in2.
 Resultant system pressure on smaller piston is 10 PSI
 This pressure is transmitted undiminished (not reduced)
through the fluid till it acts on big cylinder with area of
10 in2.
 So resultant force on large piston is (pressure X area)
10 PSI X 10 in2 = 100 lb
 This force balances the downward force of 100 lb due to
weight of the cylinder
 A small force is applied on brake
pedal whose area is small
 The pedal transmits the resultant
pressure through the hydraulic oil
 Force gets multiplied on the brake
piston which has a larger area
 The of conservation of energy states “ Energy can
neither be created nor destroyed”.
 The multiplication of force in hydraulics gives the
impression that energy is being created, because of force
multiplication.
 This is not the case however
 As energy is measured in terms of ‘amount of work done’
 And, work is defined as Work = Force X Distance
 In the previous example force on small piston is
sufficient to move large piston
 However it must be noted that smaller piston moves 10
inches to move large piston 1 inch
 If the smaler piston moves by 10 inch inside container,
the volume of fluid displaced is calculated as
Volume = Piston area X Distance
= 1 in2 X 10 in
= 10 in3
 Hence the amount of work accomplished or force over a
distance is same for both the pistons
 This proves the energy is not created though force is
multiplied
 The volume displaced by fluid pushes the larger piston,
the distance by which the larger piston moves is
calculated as
Distance = Volume / Piston area
= 10 in3 / 10 in2
= 1 inch
 The distance each piston moved is inversely proportional
to area
 From this we conclude “what is gained in force is
scarified in distance”

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1.introduction

  • 2.  Definition  Pressure – Force – Area relationship  Pascal’s Law  Hydraulic Press  Hydraulic Brake  Conservation of Energy
  • 3.  It deals with the transmission of force in a confined area  It works on the principle discovered by French scientist named Blaise Pascal
  • 4.  Pressure is the force acting on unit area it is usually expressed in pound per square inch (PSI) or Newton per square meter (Pascal)
  • 6.  We use the Pressure–Force–Area triangle to find relationship between them P
  • 7.  We use the Pressure–Force–Area triangle to find relationship between them A
  • 8.  We use the Pressure–Force–Area triangle to find relationship between them F
  • 9.  Force: Pound / Newton  Area: in2 / m2  Pressure: Pound per square inch (PSI) / Newton per square meter (Pascal)
  • 10.  Pressure applied on confined fluid is transmitted in all directions and acts with equal force on equal area and at right angle (90 degree) to them.  This is the basic principle behind all hydraulic systems  Simply, force applied at any point can be transmitted to another point using incompressible liquid
  • 11.  Take a glass bottle filled with fluid.  A small input force is applied to stopper  Pressure equal to force divided by stopper area is created in the fluid  In this cause it is 10 lb per sq inch  According to this law this developed pressure will travel through liquid in all direction  This pressure acts against equal area of bottle  The resultant output force is multiplied by the bottom area of bottle
  • 12.  Area of bottom of bottle is 20 in2  So in this case output of 200 lb force is generated with input force of 10 lb.  Due to this increase in force the bottle brakes  Remember as a simple rule of thumb,  In Hydraulics a small force on a small area creates a proportionately large force on a large area
  • 13.  What would be the pressure developed if a force of 50 lb acts on area of 10 square inches.  500 PSI  50 PSI  5 PSI  Its 50 X 10 = 500 PSI
  • 14.  Hydraulic press uses the principle stated by Pascal’s law  We can multiply the force on small area to the force on larger area  Hydraulic press also called Bramah press after the inventor Joseph Bramah of England invented it in 1795 .  A force of 10 lb is applied to a piston of 1 in2.  Resultant system pressure on smaller piston is 10 PSI  This pressure is transmitted undiminished (not reduced) through the fluid till it acts on big cylinder with area of 10 in2.
  • 15.  So resultant force on large piston is (pressure X area) 10 PSI X 10 in2 = 100 lb  This force balances the downward force of 100 lb due to weight of the cylinder
  • 16.  A small force is applied on brake pedal whose area is small  The pedal transmits the resultant pressure through the hydraulic oil  Force gets multiplied on the brake piston which has a larger area
  • 17.  The of conservation of energy states “ Energy can neither be created nor destroyed”.  The multiplication of force in hydraulics gives the impression that energy is being created, because of force multiplication.  This is not the case however  As energy is measured in terms of ‘amount of work done’  And, work is defined as Work = Force X Distance  In the previous example force on small piston is sufficient to move large piston
  • 18.  However it must be noted that smaller piston moves 10 inches to move large piston 1 inch  If the smaler piston moves by 10 inch inside container, the volume of fluid displaced is calculated as Volume = Piston area X Distance = 1 in2 X 10 in = 10 in3  Hence the amount of work accomplished or force over a distance is same for both the pistons  This proves the energy is not created though force is multiplied
  • 19.  The volume displaced by fluid pushes the larger piston, the distance by which the larger piston moves is calculated as Distance = Volume / Piston area = 10 in3 / 10 in2 = 1 inch  The distance each piston moved is inversely proportional to area  From this we conclude “what is gained in force is scarified in distance”