STOCHASTIC ANALYSIS OF POTATO CHIPS PLANT MODEL UNDER CLASSICAL AND BAYESIAN SET UPS
Journal Title: Bulletin of Pure and Applied Sciences Sec. E - Mathematics and Statistics - Year 2018, Vol 37, Issue 2
Abstract
This paper presents the stochastic analysis of a real existing industrial system model of potato chips under Classical and Bayesian set ups. The system consists of four different subsystems viz. Destoning and Peeling (D), Slicing (S), Coloring (C) and Frying &Salting (F). Out of four subsystems, one subsystem (Destoning and Peeling) has its cold standby unit. All these subsystems are connected in series configuration. Life time distributions and repair time distributions of each sub system are assumed to be independent Weibull with different scale parameters but common shape parameter. A single repairman is always available with the system .The repair discipline is first come first served (FCFS). Maximum Likelihood Estimation of the parameters representing the reliability characteristics is also done. A Bayesian approach is also adopted to evaluate the reliability characteristics .Finally, a Monte Carlo simulation study is carried out to judge the performances of the ML and Bayes estimator.
Authors and Affiliations
Ram Kishan
Magneto Hydrodynamic Convective Double Diffusive Fluid Flow Past a Vertical Plate with Varying Temperature and Concentration
This manuscript presents the influence of variable boundary of temperature and concentration of a double diffusive unsteady MHD natural convection heat and mass transfer flow past an accelerated vertical porous plate in...
USE OF MIXED CUBATURE RULE FOR EVALUATION OF INTEGRALS OVER TRIANGULAR REGION IN ADAPTIVE ENVIRONMENT
A new mixed cubature rule is established for 2-simplexes (i.e., triangles). Extending anti-Gauss 3-point rule and Fejer’s second 3-point rule in two dimensions and then combining those the mixed cubature rule is formed w...
VARIANCE BALANCED INCOMPLETE BLOCK DESIGNS
This paper provides two new series for the construction for General Efficiency Balanced Incomplete Block Design using the combinatorial arrangement of Efficiency Balanced Incomplete Block Designs.
Some Fixed Point Theorems for Mappings on Complete 〖 S〗_b –Metric Space
In this paper, we prove some common fixed point theorems in S_b-metric space using an increasing function ϕ∶[0,∞)→[0,∞) with lim┬(n→∞)〖ϕ^n (t)=0〗 and ϕ(t)<t for each fixed t>0. Our results extend the result of...
MODELLING AGE SPECIFIC FERTILITY RATE IN INDIA THROUGH FERTILITY CURVES
One of the important demographic features of any population is the fertility rate which has a direct relationship with both the social and the biological environment.Demographic factors like age at marriage, present fami...