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This paper proposes a nonlinear model which quantifies the Hysteresis nonlinearity generated in Piezoactuators in response to applied driving voltages.
This study builds on Guyon's boundary value problem (BVP) model which quantifies draw-in for instantaneous elastic response.
Here, we evaluated the FlorSys model which quantifies the effects of cropping systems and pedoclimate on multispecific weed dynamics with a daily time step.
In this scheme, a probabilistic wind power forecasting model is employed as the prediction model, which quantifies the non-Gaussian uncertainties in wind power forecasts.
The measured parameters were used to introduce a ground-keeper life-cycle into the GeneSys-Beet model which quantifies the effects of cropping systems on weed beet in landscapes.
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Increasing temperature values and the new crop distributions were imported into the SWAT model, which quantified the temporal (monthly and yearly) and spatial changes of runoff and actual evapotranspiration (ET).
For the joint capsule, these results agree with a laxity-based cadaveric model which quantified their function in low flexion/extension.
A standard approach is to decide based on the likelihood ratio between the two models, which quantifies how much more probable the alignment is under one model than under the other.
The third part covers evaluation models, which quantify how secure the system actually is.
To do that, a set of 'base' quality estimate models which quantify the perceived quality entailed by the application of a periodic packet loss processese were developed, following a simple logarithmic regression analysis.
In the first step of the model development, Helmholtz and Gibbs energy relations are combined with Boltzmann theory to construct mesoscopic models which quantify the local average polarization, magnetization and strains in ferroelectric, ferromagnetic and ferroelastic materials.
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