Causes of Measurement Variation
April 3, 2025
The purpose of measurement system is to validate the measurements before they are considered as factual data and used as a basis for decision making. Any experienced Six Sigma executive knows the reality that the measurement system is nowhere nearly as good as you think it is. People who conduct the measurement system analysis for…
Converting Data to Information: The goal of a six sigma project is not to produce an overwhelming amount of data that ends up intimidating the concerned people. The goal is to find out as much data as possible and convert it into meaningful information that can be used by the concerned personnel to make meaningful…
Measurement Systems Analysis is a complicated exercise. However, Six Sigma provides a step by step procedure to conduct it. Also, as usual, the focus of the executives should be to understand the focus of the exercise and interpretation of the results. The complex calculations can be performed by software. Here is the 4 step procedure.…
Data can be described as the backbone of any six sigma project. This is because the whole idea of six sigma and operations is to use statistics to manage operations in the factory workshop. Hence, for a six sigma team to understand the types of data and when and how to use them is of vital importance. Here are the types of data that are used for statistical analysis:
Continuous Data: Continuous data is of the type that must be measured as against the type that we can count. Consider for example length of an object as a data type. Length of an object can be between 1 feet and 2 feet, it can be 1.5 feet, it can even be 1.54 or 1.546 feet depending upon the number of decimals and the degree of precision that have been decided in the data collection plan.
Discrete Data: Discrete data is the data that needs to be counted as opposed to being measured.
Here the values fall in one of the categories.
The type of data is important because it has material impact on the analysis. Where continuous data is involved, the probability of an exact event becomes zero, ranges need to be used. For instance the probability of the length of an object being exactly 2 feet is zero in a continuous distribution. However, if the measurement is discrete the results can be found out.
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