We propose a statistical process control scheme that can be implemented in industrial practice, in which the quality of a process can be characterized by a general linear profile. We start by reviewing the general linear profile model and the existing monitoring methods. Based on this, we propose a novel multivariate exponentially weighted moving average monitoring scheme for such a profile. We introduce two other enhancement features, the variable sampling interval and the parametric diagnostic approach, to further improve the performance of the proposed scheme. Throughout the article, we use a deep reactive ion etching example from semiconductor manufacturing, which has a profile that fits a quadratic polynomial regression model well, to ...
[[abstract]]Most of the existing control charts for monitoring multivariate process variability are ...
Given their key position in the process control industry, process monitoring techniques have been ...
[[abstract]]We consider the quality of a process, which can be characterized by a simple linear Berk...
We propose a statistical process control (SPC) scheme that can be imple-mented in industrial practic...
[[abstract]]In this article we consider the quality of a process which can be characterized by a gen...
As a common approach in the development of control charts in Statistical Process Control (SPC), an i...
Statistical process control methods for monitoring processes with univariate or multivariate measure...
The purpose of profile monitoring is to check the stability over time of relationships between respo...
Recently, statistical profile monitoring methods have become efficient tools for monitoring the qual...
[[abstract]]If the quality of a process is better represented by a functional relationship between r...
[[abstract]]Profile monitoring is a technique to test the stability of the relationship between a re...
[[abstract]]A multivariate exponentially weighted moving average (MEWMA) control chart is proposed f...
The development and application of multivariate statistical techniques in process monitoring has gai...
Statistical process monitoring (SPM) is mostly populated with univariate control charts used to moni...
[[abstract]]A collection of quality data represented by a functional relationship between response a...
[[abstract]]Most of the existing control charts for monitoring multivariate process variability are ...
Given their key position in the process control industry, process monitoring techniques have been ...
[[abstract]]We consider the quality of a process, which can be characterized by a simple linear Berk...
We propose a statistical process control (SPC) scheme that can be imple-mented in industrial practic...
[[abstract]]In this article we consider the quality of a process which can be characterized by a gen...
As a common approach in the development of control charts in Statistical Process Control (SPC), an i...
Statistical process control methods for monitoring processes with univariate or multivariate measure...
The purpose of profile monitoring is to check the stability over time of relationships between respo...
Recently, statistical profile monitoring methods have become efficient tools for monitoring the qual...
[[abstract]]If the quality of a process is better represented by a functional relationship between r...
[[abstract]]Profile monitoring is a technique to test the stability of the relationship between a re...
[[abstract]]A multivariate exponentially weighted moving average (MEWMA) control chart is proposed f...
The development and application of multivariate statistical techniques in process monitoring has gai...
Statistical process monitoring (SPM) is mostly populated with univariate control charts used to moni...
[[abstract]]A collection of quality data represented by a functional relationship between response a...
[[abstract]]Most of the existing control charts for monitoring multivariate process variability are ...
Given their key position in the process control industry, process monitoring techniques have been ...
[[abstract]]We consider the quality of a process, which can be characterized by a simple linear Berk...