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The maximum fault tolerance against network failures can be estimated.
Inverse time overcurrent elements tripped breakers at maximum fault currents in less than 0.5 s.
Therefore, safety critical systems have to meet maximum fault tolerance and reliability requirements.
The maximum fault current condition is defined to be 31.5 kArms for duration of 2 s for 66 kV class transmission line in this project.
The mapping of the fuzzy outputs to the diagnosed fault is accomplished by determining the maximum fault possibility among all fault possibilities.
It is also shown how to design residual generators with maximum fault to noise ratio if the noise is assumed to be i.i.d.i.d
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The maximum fault-current condition is set at 31.5 kArms for 2 s for 66 kV-class transmission system in this project.
This is an imperfect debugging process, but the maximum faults contained in the software is L. 6.
This is an imperfect debugging process, but the maximum faults contained in the software is L. The software failure intensity (lambda (t)) is explained as the percentage of the removed errors in the software product.
There is a real chance of a deceptive fracture pattern if: i) the angular values at the intersection of the fault and its fractures (mode I opening fracture) exceed 50° in the wall damage zone; ii) the scaling relation between fault length and maximum fracture length does not fit a power law; iii) fractures acted as shear fractures.
Residual generators are designed by means of Causal Computation analysis and the maximum theoretical fault isolability, achievable with a minimal number of installed sensors, is investigated.
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