Sentence examples for using a bilinear model from inspiring English sources

We modeled temperature effects using a bilinear model which assumed a "knot" at 11°C with differential linear effects of temperature change below and above the knot, based on a previous analysis of temperature effects on mortality in the general population of Glasgow (Carder et al. 2005).

The load-displacement constitutive model of the TSD has been established using a bilinear model in ABAQUS, followed by a design method for the TSD seismic system.

Kernel MCPM was determined using a bilinear model relating kernel dry weight and kernel MC data (Equation [4] and [5]) following Borrás et al. (2009): KW = h − i MC   for   MC≥ j (4) KW = h − i   j     for   MC < j (5 where MC is moisture concentration, h is the y-intercept (mg kernel−1), i is the rate of kernel MC decline during grain filling (mg kernel−1 −1), and j is the MCPM.

The proposed method, referred to as Bilinear Deformable Block Matching (BDBM), uses a bilinear model with eight parameters for controlling the local mesh deformation.

In [14], the authors use a bilinear model called modified restricted temporal decomposition (MRTD) [16] to decompose speech synthesized by HMMSS into event targets closely related to the naturalness of speech and event functions closely related to speech intelligibility.

We use a bilinear model to describe the influence of sequence variations on structural changes, and this provides better results in a wide range of proteins (75 structure families) (Table 1, Figure 3).

The base isolators are the high damping rubber-bearing type and are modeled using a bilinear analysis model.

This element also takes the nonlinearity of the leaflet tissue into consideration using a bilinear material model.

Alternatively and significantly better, age was incorporated as covariate on propofol clearance using a bilinear function (models D and E).

Using a bilinear isotropic hardening model the stresses and the plastic strain energy as a measurement for the damage accumulation in the plastic zone was computed.

As a result, instead of estimation of two different population values for adolescents vs. adults as in model C, in model D, age was implemented using a bilinear function which significantly reduced the OFV (ΔOFV as compared with model C = −8.2 points; P < 0.005).