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Statistical controls

Statistical Control. Statistical quahty control (SQC) is the apphcation of statistical techniques to analytical data. Statistical process control (SPC) is the real-time apphcation of statistics to process or equipment performance. Apphed to QC lab instmmentation or methods, SPC can demonstrate the stabihty and precision of the measurement technique. The SQC of lot data can be used to show the stabihty of the production process. Without such evidence of statistical control, the quahty of the lab data is unknown and can result in production challenging adverse test results. Also, without control, measurement bias cannot be determined and the results derived from different labs cannot be compared (27). [Pg.367]

Statistical Process Control Statistical process control (SPG), also called statistical quahty control (SQC), involves the apphcation of statistical concepts to determine whether a process is operating satisfactorily The ideas involved in statistical quahty control are over fifty years old, but only recently with the growing worldwide focus on increased productivity have applications of SPG become widespread. If a process is operating satisfactorily (or in control ), then the variation of product quahty tails within acceptable bounds, usually the minimum and maximum values of a specified composition or property (product specification). [Pg.735]

Air pollution control statistical planners, agricultural biologists, biologists, computer specialists, economists, management analysts, mathematicians, microbiologists, ph)rsicists, phytotoxicologists, researchers, research analysts, research scientists, research specialists, scientists (environmental and unspecified), statisticians, and statistical analysts. [Pg.439]

The results of environmental monitoring exercises will be influenced by a variety of variables including the objectives of the study, the sampling regime, the technical methods adopted, the calibre of staff involved, etc. Detailed advice about sampling protocols (e.g. where and when to sample, the volume and number of samples to collect, the use of replicates, controls, statistical interpretation of data, etc.) and of individual analytical techniques are beyond the scope of this book. Some basic considerations include the following, with examples of application for employee exposure and incident investigation. [Pg.359]

In order to control statistical error, the number of notional particles per grid cell must be relatively large (IV/ = 100-500). [Pg.358]

Most of the aspects of sexuality studied here (e.g. sperm numbers attractiveness) are influenced by many variables which cannot be controlled experimentally. Instead, they are controlled statistically, using the following procedure. [Pg.168]

Wheeler, D.J., and Chambers, D.S. (1986), Understanding Statistical Process Control, Statistical Process Controls, Knoxville, TN. [Pg.427]

In response to the often heard misconception that sampling is but a statistical and practical issue, the following contextualization is highly relevant for process monitoring and control. Statistical considerations... [Pg.38]

Cornell J.A., How to Apply Response Surface Methodology. Basic References in Quality Control Statistical Techniques, Vol. 8. Milwaukee American Society for Quality Control, 1985. [Pg.75]

Section 9.2 will review traditional statistical process control/statistical quality control (SPC/SQC) techniques used in quality control. Section 9.3 will follow this review with a discussion of techniques based primarily on an experiential rule base and expert system technology. Section 9.4 will discuss control strategies that use an on-line process model a variety of models can be used in such model predictive control. Section 9.5 will discuss this variety of models. Section 9.6 will summarize this chapter and discusses future trends in the field. [Pg.273]

The in-process inspection and testing is carried out in accordance with the approved test methods, work instmctions, and qualified equipment. For in-process control, statistical sampling techniques are used as appropriate. [Pg.229]

Statistical evidence that the precision of the measurement process is within a certain specified limit is referred to as statistical control. Statistical control does not take the accuracy into account. However, the precision of the measurement should be established and statistical control achieved before accuracy can be estimated. [Pg.29]

The name ANCOVA indicates that covariates are taken into account in the analysis. A covariate is a variable other than the main variable of interest. In the case of our ongoing example of examining decreases in SBP, subjects baseline SBP is likely to be of considerable interest. This technique of ANCOVA can be used to control statistically for baseline differences and to prevent them from skewing the results for the treatment effect. [Pg.171]

Duration of action of the compounds is assessed by determining the period of time for which the inhibitory effects remain significantly different from vehicle controls. Statistical analysis of the data is performed by a repeated measure analysis of variance (ANOVA) followed by pairwise comparisons against control at each time period using Fisher s LSD multiple comparison test. [Pg.93]

Mean values of TT, PT and FIT are calculated in dosage groups and vehicle controls. Statistical evaluation is performed by means of the unpaired Student s t-test. [Pg.256]

Mean values of the dosage groups are compared to the controls. Statistical significance is evaluated by means of the Student t-test. [Pg.262]

No recent pharmacopeia was issued without notable contributions by the Pharmaceutical Research Manufacturers of America through its standing technical committees in quality control, statistics, and biologi-cals. Careful reference to the PF also will reveal many contributions by scientists from individual member companies. [Pg.2854]

Keywords Engineering Process Control, Statistical Process Control, Process Modelling. [Pg.399]

Implementation by Use of the Z and Chi-Square (yf) Tests Charts for mean, range, and standard deviation are seldom found in clinical laboratories because of the time required for calculating the control statistics. These control procedures are probably practical only when computerized data handhng is available. An easy way of implementing these procedures on computers is to employ statistical tests of significance. A Z-test can be used to determine whether the mean has changed from its original value, and a can... [Pg.508]

Control statistics based on patient data have been readily implemented in computerized laboratories. However, several autliors have shown that these control procedures are... [Pg.513]

Chemical process control—Statistical methods. 2. Chemical industry—Quality control—Statistical methods. 1. Palazoglu, Ahmet. 11. Kayihan,... [Pg.322]

Evaluate well-to-well assay performance by testing entire plates containing negative (no inhibition) and positive (100 % inhibition) controls, and calculating assay statistics, including S/B, S/N and Z -factor. Desired quality control statistics are S/B >5, S/N>10, and Z >0.6. Repeat the experiment on at least one more day to evaluate day-to-day performance. [Pg.230]


See other pages where Statistical controls is mentioned: [Pg.31]    [Pg.664]    [Pg.268]    [Pg.38]    [Pg.92]    [Pg.511]    [Pg.104]    [Pg.126]    [Pg.41]    [Pg.603]    [Pg.187]    [Pg.551]    [Pg.89]    [Pg.47]    [Pg.351]    [Pg.4]    [Pg.7]    [Pg.513]    [Pg.271]    [Pg.279]    [Pg.281]   
See also in sourсe #XX -- [ Pg.53 ]




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