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Statistical process control factors

The effects of environment are treated using factor analysis and damage is detected using statistical process control with the multivariate Shewhart-T control charts. [Pg.210]

The key factors in snccessful statistical process control are selection of an appropriate control standard, selecting an appropriate monitoring interval, recording and analyzing the control standard resnlts, and recording appropriate information in the instrument log. A control standard shonld be selected on the basis of its ability to accurately monitor the performance of the instmment. It shonld be sensitive to instrument performance, be available in large qnantities, and be... [Pg.983]

Once again, the convenience of computer software comes into play. The statistical technique is called analysis of variance (ANOVA). In this method, the variation among the results is examined to determine what relationships there are between the process control factors and the process output. Many possible relationships exist for a process with four main factors, there are acmally 15 possible ways in which the process might respond to changes in the control factors. [Pg.523]

There are a number of mathematical tools that are used in the world of manufacturing. Statistical Process Control is used to monitor and control the process parameters that are used to manufacture parts. Tolerance Analyses are used to analyze and predict fit and function of final assemblies. Pareto Analysis techniques are used to assess the contribution of various factors in problem situations. Design of Experiments techniques are used to quantify the variables in a given process or application. [Pg.199]

Theoretically, the problem has been attacked by various approaches and on different levels. Simple derivations are connected with the theory of extrathermodynamic relationships and consider a single and simple mechanism of interaction to be a sufficient condition (2, 120). Alternative simple derivations depend on a plurality of mechanisms (4, 121, 122) or a complex mechanism of so called cooperative processes (113), or a particular form of temperature dependence (123). Fundamental studies in the framework of statistical mechanics have been done by Riietschi (96), Ritchie and Sager (124), and Thorn (125). Theories of more limited range of application have been advanced for heterogeneous catalysis (4, 5, 46-48, 122) and for solution enthalpies and entropies (126). However, most theories are concerned with reactions in the condensed phase (6, 127) and assume the controlling factors to be solvent effects (13, 21, 56, 109, 116, 128-130), hydrogen bonding (131), steric (13, 116, 132) and electrostatic (37, 133) effects, and the tunnel effect (4,... [Pg.418]

Statistical properties, including sources of errors in the measurement process, control of interfering factors, calibration of response signals, modeling of complex multivariate signals, etc. [Pg.2]

Indicator variables can easily be added to a calibration if one has reason to question the influence of one or more controllable factors on the accuracy or precision of an analysis. A factor can be designated absent or present with assigned values of 0 or 1, or additional indicator variables can be used to designate more than two possibilities. The evaluation of the statistics produced by incorporating indicator variables provides quantitative evidence of the effect that one or more factors may have on a given analytical procedure or process. Thus, this can be a route to... [Pg.305]

For this study, the control factors, that is, the most influential parameters affecting the electrical resistivity of GO during the process of chemical reduction were identified to be the type of acid used for reduction, the extent of exfoliation, and the period of reaction. Thus, the three factors are the ultrasonication time, the reducing agent, and the reaction time. Three-level experimental design was selected over two levels to understand the nonlinearity in the factor—response relationship (Jones and Nachtsheim, 2011). The Lg orthogonal array for a three-level system (3") was selected to obtain the combination of factors and their respective levels for each of the standard trial order as presented in Table 8.12. The arrangement in statistical terms is presented here as Tables 8.11 and 8.12. [Pg.194]


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