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Emmanuel,
Thank you so much, I made a big mistake sorry:)
Can I have a suggestion?
Concerning Weibull law, If I would like to consider the fatigue phenomena I have to use beta>1. However, I am not sure which value I could apply to the scale parameter alpha. I know this relationship: MTTF= alpha Γ (1+1/beta).
Knowing that I have the MTTF of each base event are there any other way to get the parameter alpha? Or I have to use this formula: MTTF= alpha Γ (1+1/beta).
Ps: why if I always use for each base event an exponetial law the global plot does not follow the classic exponetial law trend and I do not obtain a costant lamda system during time ( lamda=1/MTTF).
Sorry for all these questions and thank you so much for your time and kindness
Best
Alessio
Good morning Emmanuel,
Thank you for your answer. Unfortunately I tried again this morning but I can not obtain the same results.
I think that I am doing the same approach, using more gates and base events.
However, I am attaching my FTA...
What do you think?
Moreover, I would like to understand why the plot does not follow the classic exponetial law trend and I do not obtain a costant lamda during time ( lamda=1/MMTF if I use the exponetial law).
I think that I am making some errors but I do not know where exactly.
Thank you for your time
Best
Alessio
Good afternoon,
First of all, thank you for your software and your service:)
I did a test:
- Using the exponetial law for all the base events
- Using the weibull law for all the base events applying Beta=1 and alpha=MTTF=1/lamda (case: Weibull= Exponetial)
But I do not get the same results (different F(t)). I performed a "calcul ponctuel".
Could you help me to understand where is my error.
Thank you for your time
Best
Alessio
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