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Stormwater runoff temperature was most sensitive to event mean temperature of the rainfall (EMTR) with a normalized sensitivity coefficient (Sn) of 1.257.
The sensitivity coefficient = piy/xi.
It was found that the flow sensitivity coefficient decreases and the outlet enthalpy sensitivity coefficient increases with increasing steam quality.
A new hot cracking sensitivity coefficient is then proposed.
Increasing heat flux leads to an increase in the flow sensitivity coefficient and a decrease in the outlet enthalpy sensitivity coefficient.
The only difference is the numerical integration that evaluates the sensitivity coefficient.
Also, a calibration of both sensors was made in order to obtain their experimental sensitivity coefficient.
When the mass velocity exceeds a certain value, the flow sensitivity coefficient is less than zero.
The sensitivity coefficient = p i y/x i; Where pi is the power of the terms in the equation (1).
where u xi) is the standard uncertainties of the input parameters, and ∂y/∂x i is the sensitivity coefficient.
c( lambda = sqrt {f_{y}/f_{bs}} ), and ( alpha ) = 0.22 = imperfection sensitivity coefficient to consider initial imperfections.
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