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Nanoscopic localization

Nanoscopic localization of the electrochemical reactions is a vital issue in ENT. To achieve localization of reactions different techniques same as EMST can be utiUzed which has already been discussed in details in Chapter 11. With some modifications, the same techniques of localization of reactions have to be miniaturized for ENT. Some of the developed principles of localization of reactions, which can be utilized in ENT, are presented in Fig. 13.1 [2]. In the figure, upper part represents fabrication of flat nanostructures by localization of reactions with low aspect ratio, A < 1 and lower part represents fabrication of deep nanostructure with aspect ratio, A > 1. [Pg.242]

In addition to increasing the number of fluorophores per binding site, there are several other intriguing phenomena that can be utilized for fluorescence signal amplification. For instance, when a high local concentration of fluorophores is reached in a nanoscopic system, inter-fluorophore communication can occur. [Pg.81]

To summarise, the nanoscopic resolution is determined by the tip geometry and the surface deformation. Sharper tips and smaller deformations are recommended to resolve three dimensional objects of the nanometer size. However, these requirements are controversial. As the tip radius is reduced, the local pressure on the sample increases inversely to the radius. This dependence arises because the contact area is proportional to the square of the radius, whereas the interaction forces scale roughly with the tip dimension. Therefore, the resolution can be only improved if sharper tips will be used in combination with lower forces. [Pg.105]

Studies performed on chiral core dendrimers have provided valuable information about the influence of the achiral dendrimer scaffold on the chiroptical properties of the core unit. Yet they also show that prediction of the chiroptical properties of the dendrimer is difficult, since the chiral relationship between the local chirality of the core unit and the nanoscopic conformation of the overall dendrimer structure is influenced by numerous structural factors. Further studies will be required to attain a fuller understanding of how an individual chiral building block can induce chirality in the entire dendrimer architecture (see Section 4.2.7). [Pg.153]

Addressing the inspection to internal interfaces, however, as manifests the ferroelectric film/metal electrode interface, has so far mostly been restricted to investigations using transmission electron microscopy (tem) [6,7], Still the influence of preparation conditions on the nanoscopic properties of as-prepared cross sections for tem may be debated, in conjunction of how the electron beam does alter the local electronic and physical constitutions. [Pg.241]

Pinna, N., M. Willinger, K. Weiss, J. Urban, and R. Schlogl. 2003. Local structure of nanoscopic materials V2Os nanorods and nanowires. Nano Lett. 3 1131-1134. [Pg.220]

The SPM technique allows measurements of the local sample surface potential. The NanoScope recorded two passes. In the first pass, the sample surface topography was obtained by the standard tapping mode. The surface potential was measured during the second pass carried out in the lift mode (lift height was 100 nm). Here the cantilever s vibration is turned off and an oscillating voltage U c cos cot is applied directly to the cantilever tip. This creates an oscillating electrostatic force F at the frequency co on the cantilever ... [Pg.50]

Computer simulations of nanoscopic confined fluids have revealed many details of the dynamics under confinement. The nature of the confined fluids - especially in the immediate vicinity of attractive surface - has been shown to be strongly altered by the confining surfaces, and this is manifested by a behavior dramatically different from the bulk fluids in the local relaxation [38a], the mobility [38c] and rheological properties [39] of molecules near adsorbing surfaces. For monomeric systems many computer simulation studies [40] provide a clear enough picture for the dynamics of confined films of small spherical molecules. On the other hand, for confined oligomers and polymers less has been done, especially towards the understanding of the dynamics of nanoscopic films [41]. [Pg.125]

The local anodic oxidation was carried out with an atomic force microscope (AFM) (Multimode AFM with Nanoscope Ilia controller, Veeco) in a contact mode with platinum coated cantilevers (NST-EF-R-S03-01, Nascatec, Kassel, Germany) by applying a DC voltage between the substrate and AFM tip. All AFM investigations were obtained at room temperature with controlled humidity. [Pg.213]

In Section 5.3.4, we demonstrated that fluids confined to nanoscopic volumes are highly inhomogeneous in that they form molecular strata. The most direct way of realizing this was through plots of the local density (see... [Pg.213]

Precisely this latter situation arises if the confining solid surface is endowed with a chemical pattern that is both nanoscopic in size and hnite in extent. Such chemical patterns may be created by lithographic methods [179]. Atomic beams have been employed to produce hexagonal nemostruc-tures [180]. Other methods capable of creating cliemically nanostnictured substrate surfaces involve microphase separation in diblock copolymer films [181] or the use of forc( microscopy to locally oxidize silicon surfaces [182]. [Pg.222]

In addition to MCD and EPR spectroscopies, which in the past only furnished rather limited information being local rather than bulk probes, and complementary to the Mossbauer studies, bulk susceptibility studies have been performed on ferritins which have led to the observation of some phenomena with their origin in the nanoscopic properties of the core. With the... [Pg.175]

AFM experiments are carried out by AFM using a Dimension 3000 microscope coupled to a Nanoscope Ilia electronic controller (Digital Instruments, Veeco-FFI Co., USA). All experiments were performed in tapping mode. The AFM was equipped with the phase extender electronic modulus, making it possible to record the phase shift variations between the instantaneous oscillation of the tip and the oscillation applied to the cantilever in tapping mode. In our case, this phase shift depended strongly on the local moduli between the different components of the material and reflected the surface structure of the thin films [27-34]. [Pg.54]

Formulation of a full dynamic nonlocal theory is not practical due to intrinsic difficulties in separation of advective and diffusional fluxes, aggravated in nonlocal theory by impossibility to reduce external forces to boundary integrals. Even in the framework of local theory, computational difficulties of a straightforward approach make it so far impossible to span the entire range from nanoscopic scale of molecular interactions to observable macroscopic scales. [Pg.169]


See other pages where Nanoscopic localization is mentioned: [Pg.241]    [Pg.241]    [Pg.209]    [Pg.128]    [Pg.628]    [Pg.339]    [Pg.99]    [Pg.237]    [Pg.245]    [Pg.209]    [Pg.554]    [Pg.149]    [Pg.122]    [Pg.45]    [Pg.58]    [Pg.632]    [Pg.107]    [Pg.47]    [Pg.123]    [Pg.209]    [Pg.292]    [Pg.227]    [Pg.811]    [Pg.335]    [Pg.237]    [Pg.245]    [Pg.2307]    [Pg.17]    [Pg.160]    [Pg.209]    [Pg.88]    [Pg.128]    [Pg.184]    [Pg.432]    [Pg.47]    [Pg.67]    [Pg.58]   
See also in sourсe #XX -- [ Pg.241 ]




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