Engineering equations involving correlated variables

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The discussion centers on finding engineering equations that involve correlated random variables, specifically in the form Y = f(X1, ..., Xn) where the Xi's are correlated. Participants highlight that correlated variables can exhibit both linear and nonlinear relationships, with kinetic energy and speed cited as examples. The degree of correlation is quantified using a correlation coefficient. The goal is to study the statistical distribution of the output variable Y by generating correlated input variables Xi. This exploration aims to better understand the dependencies in engineering and scientific contexts.
Valdes
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Hello,

I'm carrying out an assignment on the simulation of correlated (random) variables. Can you suggest to me equations pertaining to the field of engineering (or science) that involve correlated variables? My question may sound redundant, because all equations create dependencies between the variables that appear in them, but let me clarify: I'm looking for something of the form of Y = f(X1, ..., Xn) where the Xi's are correlated.

Thanks in advance.
 
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Valdes said:
Can you suggest to me equations pertaining to the field of engineering (or science) that involve correlated variables?
Can you give any examples of correlated variables in systems like you are asking about? What are the various types of correlated variables? How can you tell when variables are correlated? :smile:
 
Kinetic energy and speed are examples of correlated quantities. Two variables are correlated, in my sense of the word, if there exists a linear or nonlinear relationship between the two. The degree of correlation is measured by a correlation coefficient. My goal is to study the statistical distribution of some quantity Y = f(X1, ..., Xn) by generating the Xi's (and then generating Y) which are correlated.
 
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