Human error, none of us are infallible
As the drivers and guards on here are so quick to remind everyone whenever one of their number gets something wrong.
Human error, none of us are infallible
Really? where did you see this?
I thought they were always open to talks in the first place?
That is one of the biggest fallacies through the misuse of statistics.
You are talking about the probability of failure by Person 1 (say P1) or failure by Person 2 (say P2) resulting in a failure, which has no relevance to this incident at Chichester. What you need to be looking at is P1 and P2 resulting in a failure in service. (The probability of TPWS failure is irrelevant in this case, as it does not depend on either Person 1 or Person 2s behaviour, and works independently whatever that probability is, assuming that it has not been tampered with.
So in the simplest form, you need to be looking at P1 (which would be less than 1, ie. always failing) multiplied by P2 (which is also less than 1), therefore the simplest form of mathematical theory would no doubt show that the probability of failure with two people present would be unquestionably lower than with only one person present.
What complicates matters here is that this simplest form assumes that the behaviour of Person 1 and Person 2 are independent, ie. the probability of failure by Person 1 is not affected by the behaviour of Person 2, and vice versa. Of course no matter how much we train ourselves and maintain our discipline, this is rarely the case with human behaviour, so in this case what we need to do is look at the probability of failure by Person 2 conditional on the event of failure by Person 1 (call it Q), and multiply P1 by this conditional probability Q. We only need to consider this case as with train dispatch, the actions are sequential, ie. Person 1 (guard) giving two on the buzzer before Person 2 (driver) performing final checks and applying power.
There are a lot of theories out there which argue that Q is much closer to 1 than P2 is, which is quite understandable. What is not clear is the relationship between P1 x Q (ie. two-person dispatch) and P2 (ie. driver only dispatch), which is part of the reason why this topic always attracts lots of discussion and no conclusive statistical proof either way.
In any case this is still a simplified model, but forms pretty much the fundamental structure of modelling such risks. The difficulty for any practitioner is to come up with accurate figures for these measures.
This does not mean some of your other arguments are wrong, just that I cannot let this go unchallenged as it is one of the biggest mistakes people make in the application of probability, and arguments based on this logic would be null and void. In fact, I quite agree that this isolated incident does not show the inherent danger of anything by itself, although I think most people can agree that someone with only 5 days' training is likely to be less experienced than someone with 6 months' training. I am unable to say whether that makes them more prone to mistakes, although the timing of this incident is really rather unfortunate.
...until they prove themselves not competent, by performing the cardinal sin of giving RTS against a red. If such an action is reported, the usual procedure is then to remove the member of staff from safety critical duties and then have them med-screened and interviewed.If individuals have been trained to meet the Rule Book requirements of the Guard, there is diddly the Driver could do. In the eyes of the safety governance that goes across the whole railway, the individual is competent.
So are you able to suggest a possible compromise that doesn't involve either side pretty much forcing the other into total submission?GTR want to talk about the OBS role, RMT want to to talk about keeping guards.
Briefly, adding complexity adds failure modes. KISS is normally the best and safest way.
I'm not sure I entirely agree with you, although you are applying the general statistical rule more tightly to dispatch than I had intended. I was originally disagreeing with the notion that adding a second person halved the risk. It does not as adding a second person increases the number of failure modes. You are considering only one failure mode not any failure of the system where a failure is anything that causes the train not to run.
Briefly, adding complexity adds failure modes. KISS is normally the best and safest way.
So are you able to suggest a possible compromise that doesn't involve either side pretty much forcing the other into total submission?
In that case you are adding another factor into play, but using the wrong statistical concept to justify it.
I think I know now what you were trying to say, but there is no easy way of justifying it using a dumbed down statistical model or any general rule.
I think your logic is faulty.
If two people have to agree to "go" and both have to check the signal, then the chance of failure has halved.
The point being that when only one failed, i.e. the guard, then the train failed from a whole system point of view. Failure is not just restricted to SPADs.
Adding the guard, as you pointed out, does not significantly seem to affect dispatch failures. Hence it does not half the chance of failure.
I was disagreeing with post 944 that said:
The point being that when only one failed, i.e. the guard, then the train failed from a whole system point of view. Failure is not just restricted to SPADs.
Adding the guard, as you pointed out, does not significantly seem to affect dispatch failures. Hence it does not half the chance of failure.
That's because you're using faulty logic that one failure is as bad as another. It's not. Having two pilots in the cockpit increases the chance the flight will need to be abandoned if one falls ill - but if someone is going to fall ill do you want a second man there or not?
Answer before you crash please.
There is a reason that in safety critical maintenance on aircraft, someone does the work and then it is checked by another person before being ok-ed. In a situation where you have 2 people each doing half of a task, then yes it increases the risk of something going wrong, but if it is 2 people checking something, it is less likely to go wrong as someone else is there to pick up on errors. Its similar to how things will have 2 independent sensors to check things like speed or temperatures, so that if 1 makes a mistake, the other can spot it and dispute it.
Trains are different from planes, because if the driver loses consciousness they stop, not crash.
A train stopped between stations for a few hours while someone gets to it (which does happen with guards if an evacuation is not easy to organise or if it is felt incorrectly that things might move soon) is, by and large, an inconvenience, not a mass of tangled metal and bodies on the floor.
You're saying that a train crash cannot end up in a tangled mess of metal and bodies? Are you *sure* about that?
...until they prove themselves not competent, by performing the cardinal sin of giving RTS against a red. If such an action is reported, the usual procedure is then to remove the member of staff from safety critical duties and then have them med-screened and interviewed.
Briefly, adding complexity adds failure modes.
Consider, if there is one person and their chance of failure is P then that is also the chance of failure. If there are two people both with a chance of failure of P then the total chance is the chance that the first person will fail added to the chance that they won't fail but the second person will. I.e. adding the second person makes failure more likely not less.
That is one of the biggest fallacies through the misuse of statistics.
You are talking about the probability of failure by Person 1 (say P1) or failure by Person 2 (say P2) resulting in a failure, which has no relevance to this incident at Chichester. What you need to be looking at is P1 and P2 resulting in a failure in service. (The probability of TPWS failure is irrelevant in this case, as it does not depend on either Person 1 or Person 2s behaviour, and works independently whatever that probability is, assuming that it has not been tampered with.
So in the simplest form, you need to be looking at P1 (which would be less than 1, ie. always failing) multiplied by P2 (which is also less than 1), therefore the simplest form of mathematical theory would no doubt show that the probability of failure with two people present would be unquestionably lower than with only one person present.
But there are different types of failure. The only ones that really truly count are the ones where a danger becomes present.
Talking about despatch, the relevant failures are a driver taking power against a red signal or a passenger becoming trapped in the doors. Everything else is just an inconvenience.
I'd agree that having two people doing despatch does not "halve" the risk.
However, as bb21 has explained, it does reduce the risk. If 0=no probability and 1=guaranteed probability, then the risk of the guard dinging against the red is x<1, and the risk of the driver taking power against the red is y<1. The combined probability is therefore x*y, which must be lower than either x or y in isolation.
Yup - and I realise that my coin example might be taken as suggesting I think having two staff presnet might half the risk - it ain't so!
What complicates matters here is that this simplest form assumes that the behaviour of Person 1 and Person 2 are independent, ie. the probability of failure by Person 1 is not affected by the behaviour of Person 2, and vice versa. Of course no matter how much we train ourselves and maintain our discipline, this is rarely the case with human behaviour, so in this case what we need to do is look at the probability of failure by Person 2 conditional on the event of failure by Person 1 (call it Q), and multiply P1 by this conditional probability Q. We only need to consider this case as with train dispatch, the actions are sequential, ie. Person 1 (guard) giving two on the buzzer before Person 2 (driver) performing final checks and applying power.
There are a lot of theories out there which argue that Q is much closer to 1 than P2 is, which is quite understandable. What is not clear is the relationship between P1 x Q (ie. two-person dispatch) and P2 (ie. driver only dispatch), which is part of the reason why this topic always attracts lots of discussion and no conclusive statistical proof either way.
In any case this is still a simplified model, but forms pretty much the fundamental structure of modelling such risks. The difficulty for any practitioner is to come up with accurate figures for these measures.
This does not mean some of your other arguments are wrong, just that I cannot let this go unchallenged as it is one of the biggest mistakes people make in the application of probability, and arguments based on this logic would be null and void. In fact, I quite agree that this isolated incident does not show the inherent danger of anything by itself, although I think most people can agree that someone with only 5 days' training is likely to be less experienced than someone with 6 months' training. I am unable to say whether that makes them more prone to mistakes, although the timing of this incident is really rather unfortunate.
But there are different types of failure. The only ones that really truly count are the ones where a danger becomes present.
Talking about despatch, the relevant failures are a driver taking power against a red signal or a passenger becoming trapped in the doors. Everything else is just an inconvenience.
I'd agree that having two people doing despatch does not "halve" the risk.
However, as bb21 has explained, it does reduce the risk. If 0=no probability and 1=guaranteed probability, then the risk of the guard dinging against the red is x<1, and the risk of the driver taking power against the red is y<1. The combined probability is therefore x*y, which must be lower than either x or y in isolation.
Rule Book Competence shouldn't be confused with competence at a job. Any Guard who gives the ready to start signal against a red is still competent (with regard to the Rule Book) but may have just demonstrated that they are an incompetent to someone.
The jungle telegraph tells us that it was a manager (acting as a guard) who gave two dings against a red signal. GTR are obviously being very coy about it.
Once again, I refer you to the recent letter from Charles Horton who says "GTR will not change their plans" and that "the RMT's demands cannot be met".
https://www.facebook.com/Confession...1126329037932/611125639038001/?type=3&theater
That doesn't sound very open to talks to me. That sounds like fighting talk to me.
No, what I'm pointing out is that with a train, if in doubt you can stop, near enough anywhere you like, and this can be carried out automatically. If this occurs for some time it is nothing other than an inconvenience. You cannot stop an aircraft unless you have somewhere to land it. There has to be a functioning pilot, or it will crash with huge loss of life.
Could you please point me to a train that can stop at a moment notice, rather than having to deal with Newton's laws of physics?
I got an email for GTR that said:
"... we are pleased that the RMT has decided to attend talks this Friday ... "
Could you please point me to a train that can stop at a moment notice, rather than having to deal with Newton's laws of physics?
Wolfie said:Thank the Lord that someone on here actually understand stats!
To give a trivial example: The probability, when tossing a coin, of getting a head is 1/2 (or 0.5). If tossing two coins the probability of getting 2 heads is 0.5 squared ie 0.25 or 1/4. The example is similar because each coin operates independently. In a smilar way each staff member does their job individually and independently.
The meaning of "Competent" (to a set of regulations) and "competent" (ability to actually do the job right all the time) often differ in many industries. There are, for instance, an awful lot of tradesmen of various kinds who may be legally Competent but certainly are not competent. Meanwhile, I am competent at home electrical work (I know how to do it correctly and safely) but am not Competent at it (I am not Part P registered, for instance).
I got an email for GTR that said:
"... we are pleased that the RMT has decided to attend talks this Friday ... "
What I'm about to say is related in a way to DOO on this GTR franchise. According to station line managers, once the class 700 comes into service on the thameslink route, all dispatch duties will be taken away from station staff (where applicable) for these trains, but continue on the 319/377 class for the time being. I haven't really heard much from the RMT/Aslef about this, anyone else heard anything? A potential dispute maybe...
What I'm about to say is related in a way to DOO on this GTR franchise. According to station line managers, once the class 700 comes into service on the thameslink route, all dispatch duties will be taken away from station staff (where applicable) for these trains, but continue on the 319/377 class for the time being. I haven't really heard much from the RMT/Aslef about this, anyone else heard anything? A potential dispute maybe...
Yes but what will happen is GTR will insist on their way or the highway and nothing will get resolved.