• Aucun résultat trouvé

Quantification of nanoparticle dispersion within polymer matrix using gap statistics

N/A
N/A
Info
Télécharger
Protected

Academic year: 2021

Partager "Quantification of nanoparticle dispersion within polymer matrix using gap statistics"

Copied!
13
0
0

Chargement.... (Voir le texte intégral maintenant)

Texte intégral

Loading

Figure

Figure 1. Computer generated models for simulating possible particle distributions. ( a ) Model 1, ( b ) Model 2, ( c ) Model 3, ( d ) Model 4 and ( e ) Model 5.
Figure 3. Plotted centroids and corresponding Gap curves for Model 1 ( a ) and ( b ) , Model 2 ( c ) and ( d ) , Model 3 ( e ) and ( f ) , Model 4 ( g ) and ( h ) and Model 5 ( i ) and ( j ) .
Figure 4. Illustrations of the Area Under a Curve Method ( AUCM ) for dispersion quanti fi cation.
Table 1. Average particle spacing and size with corresponding standard deviations for the simulated models in pixels.
+2

Références

Télécharger maintenant ( PDF - 13 Page - 1.30 MB )

Documents relatifs

Defects dispersion studies in composite structureshas polymer matrix

The epoxy resin is also involved in obtaining these exceptional properties thanks to its ability to impregnate the fibers well, its chemical and electrical resistance and low

MOBILITY GAP AND ANOMALOUS DISPERSION

One identifies the region of anomalous dispersion as, in fact, the mobility gap, terminating in well defined mobility edges where we find m* = co and the mobility

The Lagrangian particle dispersion model FLEXPART version 10.4

When running FLEXPART forward in time for a deposit- ing species with a given emission flux (kilograms per re- lease as specified in file RELEASES), the accumulated wet and

Development of turbulent scheme in the FLEXPART-AROME v1.2.1 Lagrangian particle dispersion model

In contrast to the Hanna turbulence in FLEXPART, AROME TKE fields include shallow convective transport, allowing novel turbulent modes in FLEXPART-AROME to mix boundary layer air

Ultrafine particle dispersion in the wake of a squareback vehicle model

In order to get a better description of the horizontal mixing, Figure 5 correspond to 2D horizontal maps of the PNC in 3 horizontal planes: Y=-0.04 (tailpipe level, Figure 5a),

Dispersion Characteristics of a Cylindrical Electromagnetic Band Gap Structure

In this section, the dispersion equation of radially periodic structures composed of multiple layers of cylindrical Frequen- cy Selective Surfaces (FSSs) is derived by using

Relative dispersion of particle pairs in turbulent channel flow

When particle pairs are initialised away from the wall, with initial separations within the inertial range, the model closely predicts the mean- square separation obtained from