What is Event Tree analysis in Health and Safety? Is
Event tree analysis a Qualitative or Quantitative Risk assessment?
Risk assessment is of two type .i.e. Quantitative and
Qualitative. Quantitative risk assessment means prioritizing the risk through its
quantification. Like in 5 X 5 risk assessment matrix, risk prioritized on the
basis of Severity and Probability. We multiply both severity and probability
and higher the number higher the risk. This ranking or numbering gives us an
idea about dealing the high number risk prior to low number risk. This is
called as Quantitative risk assessment and Event tree analysis is one of the
quantitative risk assessment techniques.
Qualitative risk assessment means no quantity and hazard,
risk identified from the activity. After identification of hazard and risk we
apply control. There is no priority, no ranking. This is called as qualitative
risk assessment. Example of qualitative risk assessment is Job safety analysis
(JSA).
Event Tree analysis
Facts about Event tree analysis are as below:
1-
Rarely used technique
2-
Forward logic based
3-
Reasoning based (inductive approach)
4-
Mathematical technique
5-
Based on Boolean algebra (Use of 0 and 1)
Steps to perform an event tree analysis:
Define the system:
Define what needs to be involved or where to draw the boundaries.
Identify the accident
scenarios: Perform a system assessment to find hazards or accident
scenarios within the system design.
Identify the
initiating events: Use a hazard analysis to define initiating events.
Identify intermediate
events: Identify countermeasures associated with the specific scenario.
Build the event tree diagram
Obtain event failure
probabilities: If the failure probability can’t be obtained use fault tree
analysis to calculate it.
Identify the outcome
risk: Calculate the overall probability of the event paths and determine
the risk.
Evaluate the outcome
risk: Evaluate the risk of each path and determine its acceptability.
Recommend corrective
action: If the outcome risk of a path is not acceptable develop design
changes that change the risk.
Document the ETA:
Document the entire process on the event tree diagrams and update for new
information as needed.
Mathematical concepts
1 = (probability of success) + (probability of failure)
The probability of success can be derived from the
probability of failure.
Overall path probability = (probability of event 1) X
(probability of event 2) X (probability of event n....)
Event tree analysis done to realize the overall reliability
of the system and impacts of failure. So, it is a quantitative risk assessment
technique. Initial or initiating events in event tree analysis are failures
.i.e. Failure in assembly of equipments, Environment failure like Earthquake,
lightening strike etc, Failure of Power system, failure of protective system
etc. Unsafe conditions like localized stress in the equipment lead to breakage.
All these are initial or
initiating events.
Let’s take an example of Chemical reactor catastrophic
failure. Here initial event is Cooling Jacket failure and final outcome is
catastrophic failure. Now let’s do an Event tree analysis:
N means function not worked. Like Temperature indicator not
worked, Pressure gauge not worked, operator not responded.
Y means function worked.
Probabilities of both not worked and worked have been given
in the picture.
Red line indicates the path to catastrophic failure. This
will happen when initial event cooling jackets fail to cool, concurrently
Temperature gauge does not show rise in temperature of Chemical reactor, and
concurrently pressure gauge does not show rise in pressure on internals shell,
concurrently safety relief valve does not work and same time operator does not
respond. If these all happen which is shown in figure with red colour line then
catastrophic failure in chemical reactor is probable.
Also in case any of the safety interlocks if work like
temperature indicators works then system will fail but catastrophic failure or
rupture will not happen. It means either shutdown or breakdown will happen.
Probability of failure will calculate by multiplication
following below methodology for given example:
Catastrophic failure probability = Initiating event
probability X Failure event 1 probability X Failure event 2 probability X
Failure event 3 probability X Failure event 4 probability
Catastrophic failure = 1 X 0.2 X 0.3 X 0.4 X0.2
Catastrophic failure probability = 0.0048 which means
Failure probability in 235 years or so for given example.
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