With appropriate model approximation, we design a robust AQM controller to compensate for the delay using the principle of internal mode compensation in control theory.
To analyse the variations of the radial and hoop stresses in our ideal crust that depend on ΔLODeff changes, under the planar model approximation, we define here the effective radial σ R and hoop σ H stresses as the σ R and σ H obtained with Eqs.
It reflects residual uncertainty in the model predictions, resulting from unavoidable measurement errors and modeling approximations.
Combining the convolution model and YPD approximation, we can get the pre-stack data in angle domain shown as Eq. (2).
As a first approximation, we modeled the entire 65 kg as homogenous skeletal muscle with a density of 1.06 giving[87], giving a volume of 61,321 cm3.
As a first approximation, we have modeled the immunostimulatory force as the number of infected cells and equated the magnitude of the innate immune response with the number of activated macrophages and other phagocytic cells.
From those models, using a normal approximation, we derived the '95% midrange of practice-level coefficients' for each socio-demographic group, which indicates the range of practice-level socio-demographic differences within which 95% of all practices lie.
Using Student-t mixture model with the variational Bayes approximation, we develop a vertex clustering algorithm in the 9-D space composed of three kinds of principal curvature measures along with vertex position and normal component.
Based on a comparison of the spatial model to the mean-field approximation we suggest that spatial population structure must have played a significant role in the evolution of mating types, due to the largely clonal (self-aggregated) spatial distribution of gamete types, which is plausible in aquatic habitats for physical reasons, and appears to facilitate the evolution of a binary mating system.
The proposed approach gathers recent advances in aeroelastic modelling and model approximation techniques.
