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DNA-PKcs inhibitor AZD7648 reveals sgRNA cross-contaminants and enhanced sensitivity of genome engineering off-target activity in HSPCs. [PDF]
White N +9 more
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Evaluation of Functional Outcomes After Arthroscopic All-Inside Meniscal Repair. [PDF]
Mahadeva HN +5 more
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A clinically relevant mouse model for traumatic peripheral nerve injury and repair
Unterberger W +6 more
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Simple Test of Hypotheses on System Availability and Mean Time to Repair
IEEE Transactions on Reliability, 1986A method is developed for testing hypotheses on system availability and mean time to repair, under the assumption that the failure times and repair times are, respectively, independent exponential and gamma random variables. System is assumed to be in a steady state; availability is defined in usual manner as the ratio of mean time to failure to the ...
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A model for mean-time-to-repair and mean-logistics-delay-time at the system level
Annual Proceedings on Reliability and Maintainability Symposium, 2002A method is presented for calculating the operational availability, mean time between failures (MTBF), mean time to repair (MTTR), and mean logistic delay time (MLDT) of a system, given the MTBF, MTTR, and MLDT of the lowest replaceable units (LRUs). The method is applicable to systems that undergo operating and nonoperating periods for an indefinite ...
T.E. Wing, L.H. Crow
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A System's Mean Time To Repair Allocation Method Based on the Time Factors
Quality and Reliability Engineering International, 2013The aim of the maintenance allocation is to allocate the maintenance time to the subsystems reasonably and accurately. Traditional mean time to repair (MTTR) allocation methods are widely used in the industry. However, there are many deficiencies in practical application, which is inconsistent with the purpose of the maintenance allocation. To allocate
Zhou Dong +3 more
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Maximizing mean-time to failure in k-resilient systems with repair
IEEE Transactions on Computers, 1997A k-resilient system with N components can tolerate up to k component failures and still function correctly. We consider k-resilient systems where the number of component failures is a constant fraction of the total number of components, that is k=N/c and c is a constant such that 2/spl les ...
J. Fridman, S. Rangarajan
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Derivation of an Exact Expression for Mean Time to Repair
IEEE Transactions on Reliability, 1986The mean time to repair for a failed component is a necessary number for availability calculations. For a device with a constant failure intensity, one half of the time between tests is often taken to be the mean time to repair. This is an approximation. This paper derives an exact expression for mean time to repair and discusses its limiting behavior.
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