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Common test method used by testers --- orthogonal method
2022-06-28 08:52:00 【Xiao Han's daily life】
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Orthogonal experiment is a design method to study multi factors and multi levels , It is based on Galois The theory selects some representative horizontal combinations from the overall experiment to carry out the experiment , And the results are analyzed to find the optimal level combination .
When the factorial design requires too many experiments , A very natural idea is from the horizontal combination of factorial design , Select a part of the representative level combination for the experiment . So fractional factorial design appears (fractional factorial designs), But for the practical workers who have little knowledge of experimental design , It is difficult to choose proper fractional factorial design . For example, make an experiment of three factors and three levels , According to the requirements of the comprehensive experiment , Must be carried out 3^3=27 Experiments on combinations of species , And the number of repetitions of each combination has not been considered . If pressed L9(3^4) Orthogonal table arrangement experiment , Just do 9 Time , Press L15(3^7) Orthogonal table 15 Experiments , Obviously, the workload is greatly reduced . thus Orthogonal experimental design It has been widely used in many fields .
Composition of orthogonal table :
l Row number (Runs): The number of rows in an orthogonal table , That is, the number of tests , It is also the number of test cases designed by orthogonal experiment
l Factor number (Factors): The number of columns in an orthogonal table , That is, the function point to be tested .
l Horizontal number (Levels): The maximum number of values that can be obtained by any single factor , That is to test the input value of the function point

among : Row number = Factor number x( Horizontal number -1)+1
Select the corresponding orthogonal table according to the number of factors and the number of levels , Design test cases
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