The stretch efficiency function increases with increasing integral scale, indicating that large eddies are more efficient in exerting flame stretch than small eddies.
Therefore the elicited efficiency function represents all these factors.
A variable efficiency function is defined to capture the regime dependence of heat release effects in these models.
Also measured was the Meneveau Poinsot stretch efficiency function (ΓK), which plays a central role in the coherent flamelet model.
Our results apply as well to heteroscedastic polynomial regression models, under mild conditions on the efficiency function.
The detailed method includes the effect of the fuel cell efficiency function on the power consumption of the user.
We study the D-optimal design problem for the common weighted univariate polynomial regression model with efficiency function λ.
The efficiency function ξ(p) depends only on the replacement rate p and is independent of time, fineness and type of mineral admixture used.
It uses an efficiency function ξ(p) that has notable properties: it is independent of time, independent of fineness and independent of the type of mineral admixture.
In contrast to the common approach which starts with a given efficiency function and derives a differential equation for the supporting polynomial of the D-optimal design, we derive a differential equation for the efficiency function, such that an explicit solution of the D-optimal design problem is possible.
With the aim to better direct the design, implementation, and decision making in the security and stability system of renewable resource cluster, the efficiency function and coefficients of Security and stability control system (SSCS) were defined.
