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In this study, we apply the output orientation model which addresses the question: by how much can the outputs be proportionally increased without changing the inputs quantities?
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The input quantities investigated were laser power and traverse speed.
The model uses infinite beam and infinite plate behaviour as input quantities.
The estimation of TE and SE scores requires only output and input quantities.
Subscripts y refer to output, while i and j refer to input quantities or prices.
The set of input quantities to consider has been determined by a previous Morris's design.
However, they consider all input quantities to be uncorrelated, and the dark current term to have zero uncertainty.
Static and total pressures of the airflow are input quantities for the isentropic equation used for Mach number estimation.
For MIMO systems, transmissibilities are not defined by the system only, it also depends on the input quantities.
Here, equations to determine the combined standard uncertainties in these calculated quantities that include uncertainties in all input quantities, are derived.
Analysing the system behaviour in relation to the input quantities it is often necessary to find out what quantities have the greatest effect on the studied output.
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