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SUPREETH, ASST. PROFESSOR, B.I.E.T, Davanagere
1
FIRE SAFETY IN BUILDINGS
21CV385
MODULE – 1
SUPREETH, ASST. PROFESSOR, B.I.E.T, Davanagere 2
Basic Concepts of Fire Protection
Introduction
 Avoid Initiation
 If Initiated – Stop the Spread
 If Spreaded – Suppress
 Safe Refuge & Escape
SUPREETH, ASST. PROFESSOR, B.I.E.T, Davanagere 3
Control of Combustion Process
• Quantity, Properties and
Distribution of Combustible
Material within the space.
• Air supply for Combustion.
• Room volume, shape and
ceiling height.
• Thermal properties of Walls,
Floor, Ceiling, etc.,
Automatic Suppression
• Fire detection and Alarm
warning.
• Automatic Sprinkler System.
• Non Electric Conduction
System.
• Carbon di-oxide System.
• Foam System.
Control by Construction
• Protect Structure Member
• Fire Resistance of Walls,
Floor, Ceilings, Doors, etc.,
• Fire-Stop Operation.
• Panel Vents and Charts.
Manual Suppression
• Fire Detection and Alarm
Warning.
• Portable Fire Extinguishers.
• Standard Fire Hose
• Fire Department Professionals
and Equipment
Methods of
Fire Control
SUPREETH, ASST. PROFESSOR, B.I.E.T, Davanagere 4
Fire: process of Combustion
SUPREETH, ASST. PROFESSOR, B.I.E.T, Davanagere 5
SUPREETH, ASST. PROFESSOR, B.I.E.T, Davanagere 6
Fire: process of Combustion
Course of Fire
Fully Grown Fire
Fuel Depleted Fire
Flash Over
SUPREETH, ASST. PROFESSOR, B.I.E.T, Davanagere 7
Fire – Effect of Enclosure
SUPREETH, ASST. PROFESSOR, B.I.E.T, Davanagere 8
Fire: process of Combustion
SUPREETH, ASST. PROFESSOR, B.I.E.T, Davanagere 9
Fire – Effect of Enclosure
Ventilated Controlled Fire
Fuel Controlled Fire
Model of Pre Flash Over Fire
SUPREETH, ASST. PROFESSOR, B.I.E.T, Davanagere 10
Standard Fire
T = To + 345log (8t + 1)
SUPREETH, ASST. PROFESSOR, B.I.E.T, Davanagere 11
Fire Resistance
A Structure should be able to withstand a standard fire for a specified time. Hence Fire resistance is defined in
terms of ‘Time”. i.e., the time up to which it will sustain the standard fire.
Collapse is one issue, but spread of fire is an equally important issue.
Fire resistance is the time during for which the element can endure the standard fire in terms if stability,
integrity and insulation.
SUPREETH, ASST. PROFESSOR, B.I.E.T, Davanagere 12
Fire Resistance
Test for Integrity:
Look for Crack
Bring a standard cotton pad to the crack.
If the pad catches fire within 10 secs, the structure is said to have lost its integrity.
Test for insulation:
If the average temperature rises beyond 150°C, the structure has lost its insulation. No individual point shall
exhibit a temperature rise more than 180°C.
SUPREETH, ASST. PROFESSOR, B.I.E.T, Davanagere 13
Fire Resistance
Fir severity:
Manifestation of fire – temperature.
Fire severity is defined in terms of area under the time – temperature curve.
Two fires are said to be equally severe if their areas under the time – temperature curve is same.
Area under curve = ʃ Tdt
SUPREETH, ASST. PROFESSOR, B.I.E.T, Davanagere 14
Fire Severity
SUPREETH, ASST. PROFESSOR, B.I.E.T, Davanagere 15
Fire Severity
SUPREETH, ASST. PROFESSOR, B.I.E.T, Davanagere 16
Fire Resistance
SUPREETH, ASST. PROFESSOR, B.I.E.T, Davanagere 17
Curve for Fire Resistance Design
SUPREETH, ASST. PROFESSOR, B.I.E.T, Davanagere 18
Fire Severity
SUPREETH, ASST. PROFESSOR, B.I.E.T, Davanagere 19
Fire Severity
SUPREETH, ASST. PROFESSOR, B.I.E.T, Davanagere 20
Fire: Temperature in a room
SUPREETH, ASST. PROFESSOR, B.I.E.T, Davanagere 21
Fire: process of combustion
For points 1,2,3 and 4
Point 1 and 4 are inside the compartment,
2 and 3 are just outside.
Pressure at 1, 2 as function of y can be written
as
P1 = P0 – e1 g y
P2 = P0 – e0 g y
P1 and p0 are densities of gas inside and
outside air respectively, gas on going out
would expand and attain nearly same density
as outside air.
SUPREETH, ASST. PROFESSOR, B.I.E.T, Davanagere 22
Fire: process of combustion
Pressure at 3, 4 as a function of y can be
written as given below
P3 = P0 – e0 g y
P4 = P0 – e4 g y
For negative values of y P3 and P4 greater
than P0
SUPREETH, ASST. PROFESSOR, B.I.E.T, Davanagere 23
Barnolies equation (recap)
SUPREETH, ASST. PROFESSOR, B.I.E.T, Davanagere 24
Barnolies equation
Applying force balance
SUPREETH, ASST. PROFESSOR, B.I.E.T, Davanagere 25
Barnolies equation
SUPREETH, ASST. PROFESSOR, B.I.E.T, Davanagere 26
Barnolies equation
SUPREETH, ASST. PROFESSOR, B.I.E.T, Davanagere 27
Fire: process of combustion
For gas flow from point 1 to 2
V1 will be zero (no net directional flow), the pressure difference is due to confinement of hot
gases inside the compartment and once it is out to point 2 at atmosphere, it would expand & the
density would change to nearly atmospheric condition. Hot gases flows so gas density is used in
denominator
SUPREETH, ASST. PROFESSOR, B.I.E.T, Davanagere 28
Fire: process of combustion
SUPREETH, ASST. PROFESSOR, B.I.E.T, Davanagere 29
Fire: process of combustion
SUPREETH, ASST. PROFESSOR, B.I.E.T, Davanagere 30
Fire: process of combustion
SUPREETH, ASST. PROFESSOR, B.I.E.T, Davanagere 31
Fire: process of combustion
SUPREETH, ASST. PROFESSOR, B.I.E.T, Davanagere 32
Fire: process of combustion
SUPREETH, ASST. PROFESSOR, B.I.E.T, Davanagere 33
Fire: process of combustion
SUPREETH, ASST. PROFESSOR, B.I.E.T, Davanagere 34
Fire: process of combustion
For non-stoichiometric burning
SUPREETH, ASST. PROFESSOR, B.I.E.T, Davanagere 35
Fire: process of combustion
SUPREETH, ASST. PROFESSOR, B.I.E.T, Davanagere 36
Fire: process of combustion
SUPREETH, ASST. PROFESSOR, B.I.E.T, Davanagere 37
Fire: process of combustion
SUPREETH, ASST. PROFESSOR, B.I.E.T, Davanagere 38
Fire: process of combustion
The ratio works out to be 0.34 – 0.42 for ɸ = 1, generally the ratio is 0.3 to 0.5
Using typical value of r = 5.7 kg of air for wood, typical ratio of po/pf varying from 1.8 to 5
SUPREETH, ASST. PROFESSOR, B.I.E.T, Davanagere 39
Fire: process of combustion

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21CV385-M-1-A.pptx

  • 1. SUPREETH, ASST. PROFESSOR, B.I.E.T, Davanagere 1 FIRE SAFETY IN BUILDINGS 21CV385 MODULE – 1
  • 2. SUPREETH, ASST. PROFESSOR, B.I.E.T, Davanagere 2 Basic Concepts of Fire Protection Introduction  Avoid Initiation  If Initiated – Stop the Spread  If Spreaded – Suppress  Safe Refuge & Escape
  • 3. SUPREETH, ASST. PROFESSOR, B.I.E.T, Davanagere 3 Control of Combustion Process • Quantity, Properties and Distribution of Combustible Material within the space. • Air supply for Combustion. • Room volume, shape and ceiling height. • Thermal properties of Walls, Floor, Ceiling, etc., Automatic Suppression • Fire detection and Alarm warning. • Automatic Sprinkler System. • Non Electric Conduction System. • Carbon di-oxide System. • Foam System. Control by Construction • Protect Structure Member • Fire Resistance of Walls, Floor, Ceilings, Doors, etc., • Fire-Stop Operation. • Panel Vents and Charts. Manual Suppression • Fire Detection and Alarm Warning. • Portable Fire Extinguishers. • Standard Fire Hose • Fire Department Professionals and Equipment Methods of Fire Control
  • 4. SUPREETH, ASST. PROFESSOR, B.I.E.T, Davanagere 4 Fire: process of Combustion
  • 5. SUPREETH, ASST. PROFESSOR, B.I.E.T, Davanagere 5
  • 6. SUPREETH, ASST. PROFESSOR, B.I.E.T, Davanagere 6 Fire: process of Combustion Course of Fire Fully Grown Fire Fuel Depleted Fire Flash Over
  • 7. SUPREETH, ASST. PROFESSOR, B.I.E.T, Davanagere 7 Fire – Effect of Enclosure
  • 8. SUPREETH, ASST. PROFESSOR, B.I.E.T, Davanagere 8 Fire: process of Combustion
  • 9. SUPREETH, ASST. PROFESSOR, B.I.E.T, Davanagere 9 Fire – Effect of Enclosure Ventilated Controlled Fire Fuel Controlled Fire Model of Pre Flash Over Fire
  • 10. SUPREETH, ASST. PROFESSOR, B.I.E.T, Davanagere 10 Standard Fire T = To + 345log (8t + 1)
  • 11. SUPREETH, ASST. PROFESSOR, B.I.E.T, Davanagere 11 Fire Resistance A Structure should be able to withstand a standard fire for a specified time. Hence Fire resistance is defined in terms of ‘Time”. i.e., the time up to which it will sustain the standard fire. Collapse is one issue, but spread of fire is an equally important issue. Fire resistance is the time during for which the element can endure the standard fire in terms if stability, integrity and insulation.
  • 12. SUPREETH, ASST. PROFESSOR, B.I.E.T, Davanagere 12 Fire Resistance Test for Integrity: Look for Crack Bring a standard cotton pad to the crack. If the pad catches fire within 10 secs, the structure is said to have lost its integrity. Test for insulation: If the average temperature rises beyond 150°C, the structure has lost its insulation. No individual point shall exhibit a temperature rise more than 180°C.
  • 13. SUPREETH, ASST. PROFESSOR, B.I.E.T, Davanagere 13 Fire Resistance Fir severity: Manifestation of fire – temperature. Fire severity is defined in terms of area under the time – temperature curve. Two fires are said to be equally severe if their areas under the time – temperature curve is same. Area under curve = ʃ Tdt
  • 14. SUPREETH, ASST. PROFESSOR, B.I.E.T, Davanagere 14 Fire Severity
  • 15. SUPREETH, ASST. PROFESSOR, B.I.E.T, Davanagere 15 Fire Severity
  • 16. SUPREETH, ASST. PROFESSOR, B.I.E.T, Davanagere 16 Fire Resistance
  • 17. SUPREETH, ASST. PROFESSOR, B.I.E.T, Davanagere 17 Curve for Fire Resistance Design
  • 18. SUPREETH, ASST. PROFESSOR, B.I.E.T, Davanagere 18 Fire Severity
  • 19. SUPREETH, ASST. PROFESSOR, B.I.E.T, Davanagere 19 Fire Severity
  • 20. SUPREETH, ASST. PROFESSOR, B.I.E.T, Davanagere 20 Fire: Temperature in a room
  • 21. SUPREETH, ASST. PROFESSOR, B.I.E.T, Davanagere 21 Fire: process of combustion For points 1,2,3 and 4 Point 1 and 4 are inside the compartment, 2 and 3 are just outside. Pressure at 1, 2 as function of y can be written as P1 = P0 – e1 g y P2 = P0 – e0 g y P1 and p0 are densities of gas inside and outside air respectively, gas on going out would expand and attain nearly same density as outside air.
  • 22. SUPREETH, ASST. PROFESSOR, B.I.E.T, Davanagere 22 Fire: process of combustion Pressure at 3, 4 as a function of y can be written as given below P3 = P0 – e0 g y P4 = P0 – e4 g y For negative values of y P3 and P4 greater than P0
  • 23. SUPREETH, ASST. PROFESSOR, B.I.E.T, Davanagere 23 Barnolies equation (recap)
  • 24. SUPREETH, ASST. PROFESSOR, B.I.E.T, Davanagere 24 Barnolies equation Applying force balance
  • 25. SUPREETH, ASST. PROFESSOR, B.I.E.T, Davanagere 25 Barnolies equation
  • 26. SUPREETH, ASST. PROFESSOR, B.I.E.T, Davanagere 26 Barnolies equation
  • 27. SUPREETH, ASST. PROFESSOR, B.I.E.T, Davanagere 27 Fire: process of combustion For gas flow from point 1 to 2 V1 will be zero (no net directional flow), the pressure difference is due to confinement of hot gases inside the compartment and once it is out to point 2 at atmosphere, it would expand & the density would change to nearly atmospheric condition. Hot gases flows so gas density is used in denominator
  • 28. SUPREETH, ASST. PROFESSOR, B.I.E.T, Davanagere 28 Fire: process of combustion
  • 29. SUPREETH, ASST. PROFESSOR, B.I.E.T, Davanagere 29 Fire: process of combustion
  • 30. SUPREETH, ASST. PROFESSOR, B.I.E.T, Davanagere 30 Fire: process of combustion
  • 31. SUPREETH, ASST. PROFESSOR, B.I.E.T, Davanagere 31 Fire: process of combustion
  • 32. SUPREETH, ASST. PROFESSOR, B.I.E.T, Davanagere 32 Fire: process of combustion
  • 33. SUPREETH, ASST. PROFESSOR, B.I.E.T, Davanagere 33 Fire: process of combustion
  • 34. SUPREETH, ASST. PROFESSOR, B.I.E.T, Davanagere 34 Fire: process of combustion For non-stoichiometric burning
  • 35. SUPREETH, ASST. PROFESSOR, B.I.E.T, Davanagere 35 Fire: process of combustion
  • 36. SUPREETH, ASST. PROFESSOR, B.I.E.T, Davanagere 36 Fire: process of combustion
  • 37. SUPREETH, ASST. PROFESSOR, B.I.E.T, Davanagere 37 Fire: process of combustion
  • 38. SUPREETH, ASST. PROFESSOR, B.I.E.T, Davanagere 38 Fire: process of combustion The ratio works out to be 0.34 – 0.42 for ɸ = 1, generally the ratio is 0.3 to 0.5 Using typical value of r = 5.7 kg of air for wood, typical ratio of po/pf varying from 1.8 to 5
  • 39. SUPREETH, ASST. PROFESSOR, B.I.E.T, Davanagere 39 Fire: process of combustion