Tools, templates and documents
These winzipped tools were written for internal use but are general enough that CLAS makes them available to interested parties on the understanding that they have been validated against published examples and commercial software. NRC is not to be held liable in the unlikely event of loss from incorrect results.
Uncertainty budget template
Excel template for preparing simple uncertainty budgets (XLS, 116 KB). The spreadsheet includes a completed example for the calibration of a micrometer using gauge blocks.
Calibration control charts
Control charts for analyzing quality control data obtained from period checks of the measurement process. It is presumed that the user has a rudimentary understanding of statistical process control (SPC). For information on SPC, consult any of a large number of publications written on the subject. CLAS provides a bibliography of publications on SPC.
In general, control charts are used to detect variations in calibration processes which are not random in nature and which, therefore, can be assigned to a cause. The information is used to determine whether or not the calibration process is working properly (i.e., in control). This is analogous to the use of the Student's T-Test for deciding whether or not a single observation comes from a distribution (i.e., process) with known mean and unknown standard deviation.
Like any tool, control charts can be used in many different ways to provide different types of information on the calibration processes. CLAS provides sample spreadsheets for a number of different types of control charts. It remains the responsibility of the user to select the most appropriate type of chart for the given application and to interpret the results accordingly. It is also the responsibility of the user to collect the measurements over a sufficiently wide range of operating conditions to ensure a correct characterization of the distribution and over a sufficiently long period of time to ensure independence. In some cases, 25 measurements over several months is sufficient.
To use the spreadsheets, simply click on the Data tab and overwrite the sample values of Date and Observations with your own data. The Upper and Lower 2σ warning limits (UWL & LWL) and 3σ control limits (UCL & LCL) and other appropriate statistics will be calculated automatically. To view the control charts, click on the Charts tab.
- Spreadsheets for individual observation (no subgroups) (XLSX, 46 KB) (Revised October 2012)
- Spreadsheets for Mean and Range charts with subgroups (XLSX, 55 KB) (Revised January 2001)
- Spreadsheets for Mean and Standard Deviation charts with subgroups (XLSX, 55 KB) (Revised January 2001)
- Document No. 1
Guidelines for Preparing an Application for CLAS Certification and SCC Accreditation for Calibration Laboratories
- Document No. 3
Minimmum Requirements for Measurement Standards for Laboratory Certification
- Document No. 5
General Requirements for Evaluating and Expressing the Uncertainty of Measurement Results
- Document No. 6
Requirements for Calibration Certificates Issued by CLAS Laboratories
- Document No. 7
CLAS Requirements for Proficiency Testing
- Document No. 9
Requirements for Measurement Traceability
- Document No. 10
CLAS Requirements for Assessment of Calibration Laboratories that offer Services from more than one Location
- CLAS 1510 Checklist (PDF, 702 KB)
- SCC Accreditation Services - Accreditation Program Overview
- An introduction to expressing uncertainty in measurement
- Discussion on Calibration Intervals
- Recommended Practices for Calibration Laboratories
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