The well known Linear Failure Rate Distribution (LFRD) is considered. A process variate following LFRD is thought of in order to develop control charts for subgroup mean and subgroup range. In view of the limitations on LFRD the theoretical control limits are obtained through some approximations and the resulting control chart limits are worked out. Comparisons with the control limits of similar variable control charts is also presented
The last 20 years have seen an increasing emphasis on statistical process control as a practical app...
In this manuscript, a variable control chart under the time truncated life test for the Weibull dist...
A variable quality characteristic is assumed to follow the well known Laplace Distribution. Control ...
In this paper, we propose a new variable control chart under type II or failure-censored reliability...
Abstract: This paper deals with the log-logistic distribution as a life time model. Control charts a...
A number of processes to which statistical control is applied are subject to various effects that ca...
A variable quality characteristic is assumed to follow the new weibull-Pareto distribution. Based on...
We show that in the current practice of multivariate process variability monitoring, the reliability...
Abstract. For attribute data with (very) small failure rates control charts were introduced which ar...
Although the Shewhart chart is widely used in practice because of its simplicity, applying this cont...
For attribute data with (very) small failure rates often control charts are used which decide whethe...
In quality control (QC), control chart is one of the most effective tools to monitor the process and...
In reliability theory or life testing, exponential distribution and Weibull distribution are frequen...
For attribute data with (very) small failure rates control charts based on subsequent groups of r fa...
A variable quality characteristic is assumed to follow the well known Laplace Distribution. Control ...
The last 20 years have seen an increasing emphasis on statistical process control as a practical app...
In this manuscript, a variable control chart under the time truncated life test for the Weibull dist...
A variable quality characteristic is assumed to follow the well known Laplace Distribution. Control ...
In this paper, we propose a new variable control chart under type II or failure-censored reliability...
Abstract: This paper deals with the log-logistic distribution as a life time model. Control charts a...
A number of processes to which statistical control is applied are subject to various effects that ca...
A variable quality characteristic is assumed to follow the new weibull-Pareto distribution. Based on...
We show that in the current practice of multivariate process variability monitoring, the reliability...
Abstract. For attribute data with (very) small failure rates control charts were introduced which ar...
Although the Shewhart chart is widely used in practice because of its simplicity, applying this cont...
For attribute data with (very) small failure rates often control charts are used which decide whethe...
In quality control (QC), control chart is one of the most effective tools to monitor the process and...
In reliability theory or life testing, exponential distribution and Weibull distribution are frequen...
For attribute data with (very) small failure rates control charts based on subsequent groups of r fa...
A variable quality characteristic is assumed to follow the well known Laplace Distribution. Control ...
The last 20 years have seen an increasing emphasis on statistical process control as a practical app...
In this manuscript, a variable control chart under the time truncated life test for the Weibull dist...
A variable quality characteristic is assumed to follow the well known Laplace Distribution. Control ...