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CRITICAL THICKNESS
OF INSULATION
CRITICAL THICKNESS
OF INSULATION
Mr. KAPIL NAHAR
MD NOORUDDIN
B.TECH(MECH.),5TH SEM
MUR1800575
 WHY WE NEED INSULATION?
 CRITICAL THICKNESS OF INSULATION
1. FOR CYLINDRICAL PIPE
2. FOR SPHERICAL SHELL
 CONCLUSION
Let ri = 80mm, ro = 110mm,
Ti = 320oC, To = 237oC
k = 58 W/m oC
So
and
rO
ri
Ti
To
Let thickness x= 50mm, T1 =40oC
r1 = (110+50)mm = 160mm,
k1 = 0.18 W/m oC
So
and
rO
ri
Ti
r1
T1
To
x
Q without insulation Q with insulation
95000 W 843 W
rO
ri
Ti
r1
T1
To
x
rO
ri
Ti
To
Critical thickness of insulation means maximum heat
loss with minimum thermal resistance.
It is useful when surface area of the base object
increases with the insulation i.e., cylindrical and
spherical systems.
The thickness up to which heat flow increases and after
which heat flow decreases is termed as Critical
thickness. In case of cylinder and sphere it is also called
Critical radius.
Critical radius of insulation depends on the thermal
conductivity of the insulation ‘k’ and the external
convection heat transfer coefficient ‘h’.
rO
ri
rcr
k
h
x
rO
rcr
k
h
x
Critical thickness of insulation
Critical thickness of insulation

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Critical thickness of insulation

  • 1. CRITICAL THICKNESS OF INSULATION CRITICAL THICKNESS OF INSULATION Mr. KAPIL NAHAR MD NOORUDDIN B.TECH(MECH.),5TH SEM MUR1800575
  • 2.  WHY WE NEED INSULATION?  CRITICAL THICKNESS OF INSULATION 1. FOR CYLINDRICAL PIPE 2. FOR SPHERICAL SHELL  CONCLUSION
  • 3. Let ri = 80mm, ro = 110mm, Ti = 320oC, To = 237oC k = 58 W/m oC So and rO ri Ti To
  • 4. Let thickness x= 50mm, T1 =40oC r1 = (110+50)mm = 160mm, k1 = 0.18 W/m oC So and rO ri Ti r1 T1 To x
  • 5. Q without insulation Q with insulation 95000 W 843 W rO ri Ti r1 T1 To x rO ri Ti To
  • 6. Critical thickness of insulation means maximum heat loss with minimum thermal resistance. It is useful when surface area of the base object increases with the insulation i.e., cylindrical and spherical systems. The thickness up to which heat flow increases and after which heat flow decreases is termed as Critical thickness. In case of cylinder and sphere it is also called Critical radius.
  • 7. Critical radius of insulation depends on the thermal conductivity of the insulation ‘k’ and the external convection heat transfer coefficient ‘h’. rO ri rcr k h x