2 Functional Safety V00 - Endress+Hauser · PDF fileHow to determine a Safety integrity Level...
Transcript of 2 Functional Safety V00 - Endress+Hauser · PDF fileHow to determine a Safety integrity Level...
02/11/2015
Products Solutions Services
Functional Safety
How to determine a Safety integrity Level (SIL 1,2 or 3)
Slide 1 Philipp Conen
02/11/2015
Agenda of the next 45 min
Functional Safety Facts
Slide 2 Philipp Conen
SIL 1,2 or 3
Let´s apply IEC61511SIS , whats next ??
How do I meet the SIL level ?
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What is functional safety?
• A safety instrumented system is 100%functionally safe if all random,common cause and systematic failuresdo not lead to malfunctioning of thesafety system and do not result in• Injury or death of humans• Spills to the environment• Loss of equipment or production
• 100% functional safety does not exist,but risk reduction SIL 1, 2, 3 or 4 does.
Functional Safety Facts
Slide 3 Philipp Conen
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From Risk to Safety
Functional Safety Facts
Risk
Riskreduction
Safety
R = P × S
Risk reduction to a tolerable level.
Reduction of P
P = Probability of occurrence for a hazardous event, S = Extent of damage
Slide 4 Philipp Conen
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Is there absolute safety?
Functional Safety Facts
Risk
with
out
prot
ectiv
e m
easu
res
Risk
Tolerable risk
Risk
redu
ctio
n
Residual risk
• Structural measures
• Distribution of hazard
• Evacuation plans
• Mechanic, pneumatic
• Safety-related systems
• …
• Structural measures
• Distribution of hazard
• Evacuation plans
• Mechanic, pneumatic
• Safety-related systems
• …
Initial risk
Slide 5 Philipp Conen
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Products Solutions Services
Containment, Dike/Vessel Passive protection layer
Emergency response layerPlant andEmergency Response
OperatorIntervention
Process control layerProcessShutdown
Trip level alarm
Relief valve,Rupture disk Active protection layer
Prevent
Mitigate
Safety Instrumented Systems
ProcessValue Normal behavior
BasicProcessControlSystem
Process control layer
Process alarm
SafetyInstrumentedSystem
Safety layerEmergencyShut Down
Slide 6 Philipp Conen
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How to determine the required SIL? Risk Graph
Functional Safety Facts
4
4*
* single system not sufficient
SIL 3
Risk Graph example
Hazard
Slide 7 Philipp Conen
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Lets engineer our own Application
Functional Safety Facts
Slide 8 Philipp Conen
Start:Store 30000l of Toluol as basic for the important intermediate product Toluol-2,4-diisocyanat (TDI) for “Poly Urethane” production.
Easy inflame able
Harmful to health
Toluol tank burned in Germany, 2014
Target:Prevent vessel from bursting and avoid loss of liquid into the environment
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Safety function(s)(e.g. MIN, MAX, pressure range)
SIL capability(e.g. SIL 3)
Safety function(s)
SIL capability(e.g. SIL 3)
Safety function(s)
SIL capability(e.g. SIL 2)
SIF, safety function, SIL capability, SIL
Functional Safety Facts
Sensor Logic unit Actuator
Safety function (e.g. max. pressure monitoring), SIL (e.g. SIL 2)
Safety Instrumented Function (SIF)
Subsystem Subsystem Subsystem
Slide 9 Philipp Conen
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Single Channel System
Sensor Logic Actor System
SIL 2 3 2 ≤2
PFDav 0,3x10-2 0,05x10-2 0,4x10-2 0,705 x 10-2
Example: single channel overfill prevention
SIL 2PFDav= 0,35x10-2
SIL 3PFDav=0,05x10-2 SIL 2
PFDav=0,4x10-2
ActuatorLogicSensor
System= SIL 2
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PFDS+PFDL+PFDA < 10-SILsystem
SILS , SILL , SILA ≥ SILsystemDesign rules
Slide 10 Ngo
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Architecture of Multi-Channel Systems
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Safety
Availability1oo1 2oo2 3oo3
1oo2
1oo3
2oo3
4oo4
1oo4
Fundamental Safety Parameters• PFDav• HFT• SFFfor the complete system must be evaluated (e.g. Markov Model)
Which multi-channel system is safer than
2oo3?
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Approximation formula (Source: VDI/VDE 2180, Sheet 4)
Simply reliable: Process safety from Endress+ Hauser
DU = „dangerous undetected“, = Common cause Factor, T1 = Time interval for proof testing [h] (1 Jahr = 8.760 h)
Options of Circuit Approximation formula for PFDav
1oo1
1oo2
1oo3
1oo4
2oo2
2oo3
2oo4
23
12
121
TTPFD DUDUoo
21
11TPFD DU
oo
122 TPFD DUoo
2
12132
TTPFD DUDUoo
24
13
131
TTPFD DUDUoo
2
13142
TTPFD DUDUoo
25
14
141
TTPFD DUDUoo
This is simplified. Use MARKOV method to calculate
the PFD more accurate.
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Subsystem ActuatorSubsystem Logic UnitSubsystem Sensor
Sensor 1 Interface 1
Sensor 2 Interface 2
Sensor 3 Interface 3
2oo3
ControlModule 1
ControlModule 2
1oo2
Actu. 1Interface 4
Actu. 2Interface 5
2oo2
lDU = 500 FIT (per line)b=10%, T1=1 year, SFF=
lDU = 50 FIT (per Module) b=2%, T1=1 year, SFF=
lDU = 1200 FIT (per line) b=10%, T1=1 year, SFF=
Formula for für 2oo3 Formula for für 1oo2 Formula for für 2oo2
PFDav (S) = 2,4 × 10-4 PFDav (LE) = 4,4 × 10-6 PFDav (A) = 1,1 × 10-2
Result: PFDav (System) = PFDav (S) + PFDav (LE) + PFDav (A) = 1,3 × 10-2 SIL 1
Target: SIL 2
Target not achieved! What to do?FIT = Failures In Time, 1 FIT = 10-9 1/h
Complex calculation example(1)
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Slide 13 Ngo
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Action 1: Reduce Proof-Test Intervall from 1 year to ½ year Additional Cost!
Subsystem ActuatorSubsystem Logic UnitSubsystem Sensor
Sensor 1 Interface 1
Sensor 2 Interface 2
Sensor 3 Interface 3
2oo3
ControlModule 1
ControlModule 2
1oo2
Actu. 1Interface 4
Actu. 2Interface 5
2oo2
lDU = 500 FIT (per line)b=10%, T1=½ year, SFF=
lDU = 50 FIT (per Module) b=2%, T1=½ year, SFF=
lDU = 1200 FIT (per line) b=10%, T1=½ year, SFF=
Formula for 2oo3 Formula for 1oo2 Formula for 2oo2
PFDav (S) = 1,1 × 10-4 PFDav (LE) = 2,2 × 10-6 PFDav (A) = 5,5 × 10-3
Result: PFDav (System) = PFDav (S) + PFDav (LE) + PFDav (A) = 5,6 × 10-3 SIL 2
Complex calculation example(2)
Simply reliable: Process safety from Endress+ Hauser
Slide 14 Ngo
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Action 2: more redundancy (here: Actuator) additional costs!
Subsystem ActuatorSubsystem Logic UnitSubsystem Sensor
Sensor 1 Interface 1
Sensor 2 Interface 2
Sensor 3 Interface 3
2oo3
ControlModule 1
ControlModule 2
1oo2 2oo2
lDU = 500 FIT (per line)b=10%, T1=1 year, SFF=
lDU = 50 FIT (per Module) b=2%, T1=1 year, SFF=
lDU = 1200 FIT (per line) b=10%, T1=1 year, SFF=
Formula for 2oo3 Formula for für 1oo2 Formula for 1oo2/2oo2
PFDav (S) = 2,4 × 10-4 PFDav (LE) = 4,4 × 10-6 PFDav (A) ≈ 1,2 × 10-3
SIL 2
Actu. 3Interface 6
Actu. 4Interface 71oo2
Actu. 1Interface 4
Actu. 2Interface 51oo2
Result: PFDav (System) = PFDav (S) + PFDav (LE) + PFDav (A) ≈ 1,5 × 10-3
Complex calculation example(3)
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Slide 15 Ngo
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Subsystem ActuatorSubsystem Logic UnitSubsystem Sensor
Sensor 1 Interface 1
Sensor 2 Interface 2
Sensor 3 Interface 3
2oo3
ControlModule 1
ControlModule 2
1oo2
Actu. 1Interface 4
Actu. 2Interface 5
2oo2
lDU = 500 FIT (per line)b=10%, T1=1 year, SFF=
lDU = 50 FIT (per Module) b=2%, T1=1 year, SFF=
lDU = 800 FIT (per line)b=10%, T1=1 year, SFF=
Formula for 2oo3 Formula for 1oo2 Formula for 2oo2
PFDav (S) = 2,4 × 10-4 PFDav (LE) = 4,4 × 10-6 PFDav (A) = 7,4 × 10-3
Result: PFDav (System) = PFDav (S) + PFDav (LE) + PFDav (A) = 7,6 × 10-3 SIL 2
Action: Correct selection of components from the beginning (here: Actuator)
Complex calculation example(4)
Simply reliable: Process safety from Endress+ Hauser
Slide 16 Ngo