Sentence examples for modeled as delta from inspiring English sources

The temporal gravity change (∆g) with time t (month) at each spatial grid is modeled as Delta g(t) = A + Bt + Ccos left( {2pi t/12} right) + Dsin left( {2pi t/12} right) (1 where the first term on the right-hand side (A) represents an offset, the second term (Bt) represents a linear trend, and the residual terms represent annual change.

Key-presses were separately modeled as delta functions.

The two "intention maintenance" phases of PM were modeled as a fixed response waveform (box-car), whereas "TD", "action" and "switching" were modeled as delta functions.

The onsets of stimuli were modeled as delta functions convolved with a canonical hemodynamic response function (Glover 1999), which provided regressors for the general linear model (GLM).

Stimulus onsets, but not cue onsets, were modeled as delta functions convolved with a canonical hemodynamic response function in the context of the general linear model (GLM).

The different events "Ammonia" (trigemino-nociceptive stimulation), "rose odor", "air puffs", "visual stimulation" and "button presses" were therefore modeled as delta functions convolved with the default SPM8 canonical hemodynamic response function.

Theoretically, the reflectivity of the surface of the bars in the axial dimension is the convolution of the index mismatch (modeled as a delta function) with the Gaussian PSF of the source spectrum.

However, in highly scattering tissue such as the brain, the contribution of the ultrashort excitation pulse should be accounted for and can be modeled as a Dirac delta function [ 19, 33].

The patients get a bolus injection and therefore the input u1 t) will be modelled as a delta distribution at time t=0h, u 1 (t ) = u 1, 0 δ (t ).

The corresponding destination function is modeled as begin{array}{l}Lleft(rho, delta right)=0.5left 1-rho right)cdot lo{g}_2left[1+frac{rho {h}_2left({y}_2+alpha delta right)}{0.5left(1-rho right)}right]+ kern4em lambda left{0.5left(1-rho right)cdot lo{g}_2left[1+frac{rho {h}_1left({y}_1-delta right)}{0.5left(1-rho right)}right]right.

The corresponding destination function is modeled as begin{array}{l}Lleft(rho, delta right)=mu cdot lo{g}_2left[1+frac{hho {h}_2left {y}_2-delta right)}{mu}right]+ lambda left{mu cdot lo{g}_2left[1+frac{hho {h}_2left {y}_2-delta right)}{mu}right]-mu cdot lo{g}_2left[1+frac{hho {h}_2left {y}_1+alpha delta right)}{mu}right]right}end{array} (32).