KALI CHARAN NIGAM INSTITUTE OF
TECHNOLOGY, BANDA
LECTURE
ON
RECIPROCATING PUMP
FLUID MECHANICS (KME302)
( III SEMESTER )
BY : DEEPAK KUMAR YADAV
ME DEPARTMENT
RECIPROCATING PUMP
 The machine whose functioning depend essentially
on the change of volume of a certain amount of
fluid within the machine are known as positive
displacement machines.
The machine developing energy of the fluid from
the mechanical energy is known as reciprocating
pump.
WORKING OF RECIPROCATING
PUMP
 When crank starts rotating, the piston
moves to and fro in the cylinder.
 When crank is at A, the piston is at the
extreme left position in the cylinder.
 As the crank is rotating from A to C,
the piston is moving towards right in
the cylinder.
 The movement of the piston towards
right creates a partial vacuum in the
cylinder.
 But on the surface of the liquid in the
sump atmospheric pressure is acting,
which is more then the pressure inside
the cylinder.
 The liquid is forced in the suction pipe
from the sump.
 This liquid opens the suction valve and
enters the cylinder.
WORKING OF RECIPROCATING
PUMP
When crank is rotating from C to A, the piston is
moving towards left in the cylinder.
The movement of the piston towards left increases
the pressure of the liquid inside the cylinder more
than the atmospheric pressure.
Hence suction valve closed and delivery valve
opens. The liquid is forced into the delivery pipe
and is raised to a required height.
DISCHARGE THROUGH A
RECIPROCATING PUMP
 Consider a single acting reciprocating pump
Let D = Diameter of the cylinder
A = Cross-sectional area of the piston =
r = Radius of crank
N = R.P.M. of the crank
L = Length of the stroke = 2 x r
Volume of water delivered in one revolution or
discharge of water in one revolution
= Area x Length of stroke
= A x L
Number of revolution per second =
DISCHARGE THROUGH A
RECIPROCATING PUMP
 Discharge of the pump per second,
Q= Discharge in one revolution x No. of revolution per sec.
= =
 Weight of water delivered per second,
W =
WORK DONE BY RECIPROCATING
PUMP
Work done by the reciprocating pump per second is
given by the relation as
Work done per second = weight of water lifted per
second x Total height through which water is lifted
=
Weight of water is given by =
Work done per second =
 Power required to drive the pump, in KW
P=
THANK YOU

PPT ON RECIPROCATING PUMP.pptx

  • 1.
    KALI CHARAN NIGAMINSTITUTE OF TECHNOLOGY, BANDA LECTURE ON RECIPROCATING PUMP FLUID MECHANICS (KME302) ( III SEMESTER ) BY : DEEPAK KUMAR YADAV ME DEPARTMENT
  • 2.
    RECIPROCATING PUMP  Themachine whose functioning depend essentially on the change of volume of a certain amount of fluid within the machine are known as positive displacement machines. The machine developing energy of the fluid from the mechanical energy is known as reciprocating pump.
  • 3.
    WORKING OF RECIPROCATING PUMP When crank starts rotating, the piston moves to and fro in the cylinder.  When crank is at A, the piston is at the extreme left position in the cylinder.  As the crank is rotating from A to C, the piston is moving towards right in the cylinder.  The movement of the piston towards right creates a partial vacuum in the cylinder.  But on the surface of the liquid in the sump atmospheric pressure is acting, which is more then the pressure inside the cylinder.  The liquid is forced in the suction pipe from the sump.  This liquid opens the suction valve and enters the cylinder.
  • 4.
    WORKING OF RECIPROCATING PUMP Whencrank is rotating from C to A, the piston is moving towards left in the cylinder. The movement of the piston towards left increases the pressure of the liquid inside the cylinder more than the atmospheric pressure. Hence suction valve closed and delivery valve opens. The liquid is forced into the delivery pipe and is raised to a required height.
  • 5.
    DISCHARGE THROUGH A RECIPROCATINGPUMP  Consider a single acting reciprocating pump Let D = Diameter of the cylinder A = Cross-sectional area of the piston = r = Radius of crank N = R.P.M. of the crank L = Length of the stroke = 2 x r Volume of water delivered in one revolution or discharge of water in one revolution = Area x Length of stroke = A x L Number of revolution per second =
  • 6.
    DISCHARGE THROUGH A RECIPROCATINGPUMP  Discharge of the pump per second, Q= Discharge in one revolution x No. of revolution per sec. = =  Weight of water delivered per second, W =
  • 7.
    WORK DONE BYRECIPROCATING PUMP Work done by the reciprocating pump per second is given by the relation as Work done per second = weight of water lifted per second x Total height through which water is lifted = Weight of water is given by = Work done per second =  Power required to drive the pump, in KW P=
  • 8.