QT4 Capabilities

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What does it do? How does it do it? Designs Taguchi Experiments Automatically: QT4 can design simple of mixed level experiments when you only describe the factors and levels. Manually: QT4 allows you to select the array and assign factors to the columns as you want. Unused columns and Triangular Table information is made readily available on demand. Analyzes results with a few Clicks of Mouse

description

taguchi 16 steps

Transcript of QT4 Capabilities

Page 1: QT4 Capabilities

What does it do?How does it do it?Designs Taguchi Experiments

Automatically: QT4 can design simple of mixed level experiments when you only describe the factors and levels.

Manually: QT4 allows you to select the array and assign factors to the columns as you want. Unused columns and Triangular Table information is made readily available on demand.

Analyzes results with a few Clicks of Mouse

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What Else Does it Do?Dynamic characteristicsVariation diagramCommon population statisticsOn-line tips and helpFive Easy Steps to DOE (benefit from

DOE without learning the details of DOE)

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How does Qualitek-4 Design Experiments? QT4 always starts with PISTON experiment (screen

Shots)

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Use Automatic Design When Unsure of Rules

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All You Need is to Enter Numbers of Factors (Three 2-level & One 3-level)

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QT4 Selects the Array Necessary for the Design

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QT4 Asks for Descriptions of 2-level Factors and their Levels

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QT4 Asks for Descriptions of 3-level Factor and its Levels

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Screen Showing Factor and their Column Assignments

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Input for Experiment Title & Description

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Automatically Modified Orthogonal Array

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Naming the ExperimentFile

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Describing Experimental Conditions

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Description of Individual Trial Condition

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At Test Completion -Option for Entering Results

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Entering Results Upon Completion of Tests

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Performing Standard Analysis of Results

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QT4 Recommends S/N Analysis in case of Multiple Sample Results

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Selection of Applicable Quality Characteristic

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Results and their Trial Averages

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Average Effects of Factor Levels

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Multiple Factor Influence Plot

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Plot of Factor Influence(Least Squares Fit for 3 & 4-level Factors)

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Automatic Check of Presence of Interactions

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Factor Interactions in Order of Severity

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Severity of Interactions

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Interaction Between a 2-level Factor and a 3-level factor

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Interaction Between Two 2-level factors

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ANOVA - Relative factor influence to the variation of results