- MATLAB LATIN HYPERCUBE SAMPLING GUMBEL DISTRIBUTION PDF
- MATLAB LATIN HYPERCUBE SAMPLING GUMBEL DISTRIBUTION ISO
This paper presents an analytical model of the subthreshold drain current incorporating the effective electron mobility model of the pocket implanted nano scale n-MOSFET.
MATLAB LATIN HYPERCUBE SAMPLING GUMBEL DISTRIBUTION ISO
Procedia APA BibTeX Chicago EndNote Harvard JSON MLA RIS XML ISO 690 PDFĬarrier scatterings in the inversion channel of MOSFET dominates the carrier mobility and hence drain current. The approach can be applied in manufacturing industries for producing high-reliable items.Įngineering item. This approach is conceptually simple, handles analytic intractability and reduces computational time. The performance of the proposed approach is better than the existing discrete concentration method of discretization. Numerical calculations indicate that the proposed approach gives very good approximation of reliability of complex systems under stress-strength set-up. Applications of this approach have also been cited. Discretization of the exponential distribution has been demonstrated. In this paper we describe the usefulness of discretization of a random variable using the reversed hazard rate function of its continuous version. Approximate solution of this problem can be provided through discretization of random variables. Sometime it is difficult to determine the exact reliability for complex systems in analytical procedures.
MATLAB LATIN HYPERCUBE SAMPLING GUMBEL DISTRIBUTION PDF
Procedia APA BibTeX Chicago EndNote Harvard JSON MLA RIS XML ISO 690 PDF Finally, some special cases and numerical results have been depicted in the form of tables and graphs.īlocking Probability. Various performance measures have been discussed. An efficient computational algorithm of the model is presented which is fast and accurate and easy to implement. We provide a recursive method using the supplementary variable technique to compute the stationary queue length distributions at pre-arrival and arbitrary epochs. As a result of the finite waiting space, state dependent services and state dependent vacation policies, the analysis of these queueing models needs special attention. Service times during busy period, vacation period and vacation times are exponentially distributed and are state dependent. This paper presents a finite buffer renewal input single working vacation and vacation interruption queue with state dependent services and state dependent vacations, which has a wide range of applications in several areas including manufacturing, wireless communication systems.