Abstract:The conductivity behavior of MWCNT networks within the volume of polymer nanocomposite samples is analyzed with nanometer resolution in all three dimensions. It is demonstrated that close to but above the percolation threshold for electrical conduction most of the MWCNTs do not contribute to the conductive network within the nanocomposite.
“…Unfortunately, we had not access to composite samples with higher GR loadings; however, from Figure 5b, we can see that the conductivity did not reach its plateau level so that we assume substantial higher maximum conductivity for higher GR loadings. The broad transition range might be caused by the existence of conductive sub‐networks inside the anisotropic network in a not fully percolated system 26. Only for high GR loadings, all sub‐networks together create a single conductive network in the bulk of the PP matrix.…”
A latex technique is used to prepare graphene/polystyrene and graphene/poly(propylene) composites with varying GR loadings. Their electrical properties and the corresponding volume organisation of GR networks are studied. Percolation thresholds for conduction are found to be about 0.9 and 0.4 wt% for GR/PS and GR/PP with maximum obtained conductivities of 12 and 0.4 S m−1 for GR loadings of 2 wt%, respectively. Investigations using SEM and electrical conductivity measurements show that for the preparation conditions used GR forms an isotropic 3D network in the PS matrix, but GR forms a 2D network in the PP matrix. The different GR network organisations are possibly forced by the different melt flow behaviour of the matrix polymers during processing and the subsequent crystallisation of PP.
“…Unfortunately, we had not access to composite samples with higher GR loadings; however, from Figure 5b, we can see that the conductivity did not reach its plateau level so that we assume substantial higher maximum conductivity for higher GR loadings. The broad transition range might be caused by the existence of conductive sub‐networks inside the anisotropic network in a not fully percolated system 26. Only for high GR loadings, all sub‐networks together create a single conductive network in the bulk of the PP matrix.…”
A latex technique is used to prepare graphene/polystyrene and graphene/poly(propylene) composites with varying GR loadings. Their electrical properties and the corresponding volume organisation of GR networks are studied. Percolation thresholds for conduction are found to be about 0.9 and 0.4 wt% for GR/PS and GR/PP with maximum obtained conductivities of 12 and 0.4 S m−1 for GR loadings of 2 wt%, respectively. Investigations using SEM and electrical conductivity measurements show that for the preparation conditions used GR forms an isotropic 3D network in the PS matrix, but GR forms a 2D network in the PP matrix. The different GR network organisations are possibly forced by the different melt flow behaviour of the matrix polymers during processing and the subsequent crystallisation of PP.
“…In order to analyze the spatial distribution of QDs within the CLCM samples and to evaluate their influence on the orderliness of the bulk planar texture, we have employed a combined AFM–ultramicrotome approach using a unique NTEGRA‐Tomo device (NT‐MDT, Russia) 34, 35. This approach permits the reconstruction of the 3D structure of specimens by microtoming them along the Z axis and sequentially recording the AFM images of the block face of each section in the XY plane.…”
Section: Composition Of Cholesteric Cyclosiloxane‐based (Cmlc1) and Pmentioning
Novel types of electro- and photoactive quantum dot-doped cholesteric materials have been engineered. UV-irradiation or electric field application allows one to control the degree of circular polarization and intensity of fluorescence emission by prepared quantum dot-doped liquid crystal films.
“…To overcome this problem a dedicated liquid cell for in-situ etching and sensing has been developed to enable the inlet and outlet of the etching solution without moving the sample [57]. Alekseev et al [58] have proposed to combine C-AFM with a microtome to cut extremely thin slices of the sample (Fig. 3.22b).…”
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