Measurement System Evaluation pp. 623-629 1. Needed because total variance of process recorded is the sum of process variation and measurement variation.

Slides:



Advertisements
Similar presentations
The ISA for Physics What you need to revise.
Advertisements

Gage R&R Estimating measurement components
Repeatability & Reproducibility
Errors in Chemical Analyses: Assessing the Quality of Results
Sampling: Final and Initial Sample Size Determination
Measurement Systems Analysis with R&R Procedure The House of Quality presents.
Errors and Uncertainties in Biology Accuracy Accuracy indicates how close a measurement is to the accepted value. For example, we'd expect a balance.
02/25/06SJSU Bus David Bentley1 Chapter 12 – Design for Six Sigma (DFSS) QFD, Reliability analysis, Taguchi loss function, Process capability.
L Berkley Davis Copyright 2009 MER301: Engineering Reliability Lecture 16 1 MER301: Engineering Reliability LECTURE 17: Measurement System Analysis and.
Measurement Systems Analysis
Statistical Process Control
How Science Works Glossary AS Level. Accuracy An accurate measurement is one which is close to the true value.
Chapter 11 Quality Control.
Short Course on Introduction to Meteorological Instrumentation and Observations Techniques QA and QC Procedures Short Course on Introduction to Meteorological.
Measurement System Analysis Kevin B. Craner Boise State University October 6, 2003.
© ABSL Power Solutions 2007 © STM Quality Limited STM Quality Limited Measurement Systems Analysis TOTAL QUALITY MANAGEMENT M.S.A.
INT 506/706: Total Quality Management Lec #8, Gauge R & R Studies.
V. Rouillard  Introduction to measurement and statistical analysis ASSESSING EXPERIMENTAL DATA : ERRORS Remember: no measurement is perfect – errors.
Topic 11: Measurement and Data Processing
GCSE SCIENCE COURSEWORK ISA
Topic 11: Measurement and Data Processing
Gage Repeatability & Reproducibility for Continuous Data Instructor’s Name.
Precision, Error and Accuracy Physics 12 Adv. Measurement  When taking measurements, it is important to note that no measurement can be taken exactly.
Chapter 1 Section 2. Accuracy describes how close a measured value is to the true value of the quantity measured. a.k.a “the right answer”, or the agreed.
Accuracy and Precision
Success depends upon the ability to measure performance. Rule #1:A process is only as good as the ability to reliably measure.
Metrology Adapted from Introduction to Metrology from the Madison Area Technical College, Biotechnology Project (Lisa Seidman)
Error Analysis Monday, August 17 th. Do Now  Complete the following calculation. Make sure you use the correct amount of sig figs:  x174.5  Once.
LECTURER PROF.Dr. DEMIR BAYKA AUTOMOTIVE ENGINEERING LABORATORY I.
Introduction to Gage R&R Studies Rahul Iyer, ASQ-CQE Mesa AZ April 2015.
Chapter 5 Errors In Chemical Analyses Mean, arithmetic mean, and average (x) are synonyms for the quantity obtained by dividing the sum of replicate measurements.
1 LECTURE 6 Process Measurement Business Process Improvement 2010.
Accuracy Precision % Error. Variable is a factor that affects the outcome of an experiment. 3 Types of variables Experimental/ Independent Variable The.
Make observations to state the problem *a statement that defines the topic of the experiments and identifies the relationship between the two variables.
L Berkley Davis Copyright 2009 MER301: Engineering Reliability Lecture 16 1 MER301: Engineering Reliability LECTURE 16: Measurement System Analysis and.
ENGR 1181 College of Engineering Engineering Education Innovation Center Collecting Measured Data Pre-Class Reading.
Uncertainty & Error “Science is what we have learned about how to keep from fooling ourselves.” ― Richard P. FeynmanRichard P. Feynman.
1 Accuracy and Precision Notes Chemistry 1. 2 Uncertainty in Measurements There is no such thing as a perfect measurement! All measurements have a degree.
Chapter 20 Measurement Systems. Objectives Define and describe measurement methods for both continuous and discrete data. Use various analytical methods.
Why do we need to do it? What are the basic tools?
Lecture I Sensors.
1 Exercise 7: Accuracy and precision. 2 Origin of the error : Accuracy and precision Systematic (not random) –bias –impossible to be corrected  accuracy.
Experimental Error.
Slide 1 of 48 Measurements and Their Uncertainty
Module 1: Measurements & Error Analysis Measurement usually takes one of the following forms especially in industries: Physical dimension of an object.
Precision, Error and Accuracy Physics 12. Measurement  When taking measurements, it is important to note that no measurement can be taken exactly  Therefore,
Section 5 Control Charts. 4 Control Chart Applications Establish state of statistical control Monitor a process and signal when it goes out of control.
R&R Homework Statgraphics “Range Method”. DATA OperatorPartTrialMeasure B B B B B B326.5 B B B C
This represents the most probable value of the measured variable. The more readings you take, the more accurate result you will get.
Indicate the length up to one estimated value…. A. B. C.
Science, Measurement, Uncertainty and Error1 Science, Measurements, Uncertainty and Error.
STUDY GUIDE: Page 11 -     Q7 Page 12 -     Q , 15 TEXT BOOK:
Chapter 4 Process Measurement.
Topic 11 Measurement and data processing
1 2 3 INDIAN INSTITUTE OF TECHNOLOGY ROORKEE PROJECT REPORT 2016
Samples or groups for comparison
Gage R&R Estimating measurement components
Components of Experiments
Scientific Process Experimental Error
Arithmetic Mean This represents the most probable value of the measured variable. The more readings you take, the more accurate result you will get.
Objective: To be able to evaluate an investigation
Uncertainty and Error
Measurement errors and uncertainties
Topic 11: Measurement and Data Processing
TOLERANCES OF GRADUATED EQUIPMENT
Chapter 11 Quality Control.
Measuring and Controlling Quality
Measurements & Error Analysis
Chapter 5: Errors in Chemical Analysis
Measurement System Analysis
Presentation transcript:

Measurement System Evaluation pp

Needed because total variance of process recorded is the sum of process variation and measurement variation Thus, when there is a special cause, always look first at measurment tool 2

Metrology: the science of measurement Goal: zero error in measurement –accurate: difference between true value and observed –Precision: variability of accuracy –Repeatability: variation when same instrument is used by same operator, this variance is often called equipment variation –Reproducible: is the same accuracy and precision seen across all operators 3

Low Technology calibers tapes observation, count thermometer scales 4

High Technology lasers optics microprocessors sound chemical 5

Evaluation and verification of measurement Select m operators and n parts (samples), minimum of two operators and 10 parts calibrate measuring instrument against standard have each operator measure each part in random order for a minimum of 2 trials Compute means and ranges EV, AV R&R and these as percent of tolerance range, see excel folder 'Measurement Evaluation Example' 6

Calibration Required if selling based on a measure (weight, size, concentration) Measuring instrument has to be verified by independent entity, usually government and/or industry Have to confirm calibration throughout time (self and independent entity) Evaluation of equipment (is it sound) What tolerances are needed by device What tolerances are allowable (specifications) How to calibrate How often does device need tested Random testing schedule Documentation and reporting system Independent evaluator doing their schedule 7