Sentence examples for model effects such from inspiring English sources

The scaling of CMOS technology to 100 nm and below and the endless pursuit of higher operating frequencies drives the need to accurately model effects such as gate leakage and the deterioration of transport characteristics that dominate at those feature sizes and frequencies.

In order to model effects such as eating a meal or physical activity, which can occur at random times, we will introduce stochastic terms into the model.

It is found that the proposed approach is very efficient in predicting the global responses (deflection, natural frequencies and buckling loads) of thick multilayered plates and models effects, such as the distortion of the deformed normals, not attainable from the classical lamination theory, as well as the shear deformation theory.

The MCNPX-PoliMi code provides the ability to model detailed effects such as data-acquisition electronics and system dead times.

However, the QPL result is slightly counter-intuitive, as one would generally expect that parameters that are specifically included in the likelihood to model certain effects (such as population stratification or non-Mendelianism) would take the value zero (i.e. be removable from the likelihood) when these ef fects do not, in fact, exist.

Their empirical analyses, undertaken with newly constructed time series data for the United States and some core countries of the Euro zone, show that models containing scale effects, such as the R&D model and the human capital model, are compatible with time series evidence only after considerable modifications and nonlinearities are introduced.

The simulation models all pertinent effects such as self-steepening and plasma for the non-linear propagation of ultrafast optical radiation in bulk material.

The model includes physical effects such as the cooling of plasma (that is, gas where electrons have been stripped from their atoms) due to radiation.

This model considers mechanical effects such as cellular adhesion and intra-ductal pressure, and biological features including proliferation, apoptosis, necrosis, and cell polarity.

In contrast to the traditional equivalent CSTR approach, this model allows important effects such as recycle rate, axial dispersion and heat transfer to be investigated.

Particularly, its crack propagation module accepts any KI expression and any crack growth rate model, considering sequence effects such as overload-induced crack retardation to deal with 1D and 2D crack propagation under variable amplitude loading.