Thesis-PDF - IAP/TU Wien
Thesis-PDF - IAP/TU Wien
Thesis-PDF - IAP/TU Wien
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Figure 3.13: The above force curve is a typical calibration force curve on<br />
glass. Once the cantilever tip has contact with the hard glass surface lowering<br />
the cantilever base further results in displacement of the tip relative to<br />
its normal position by the same amount (see also above Fig. 3.11). The red<br />
curve corresponds to the lowering of the cantilever, the blue to its retraction.<br />
Values on the abscissa correspond to the height of the cantilever base,<br />
ordinate values correspond to the calculated displacement of the cantilever<br />
tip (zero points are arbitrarily chosen).<br />
The combination of the information gathering methods from the previous<br />
section and the methods to manipulate things at the nanoscale represents a strong<br />
toolset for investigating and building small structures. Eventually, scientists will<br />
have a great collection of these tools to their disposal arranged in a large database<br />
combined with smart software, managing all this knowledge. One could imagine<br />
a Lego T M -like building kit for thorough investigation, simulation and creation of<br />
robust and versatile nano- and microstructures.<br />
A selection of important manipulation techniques follows.<br />
3.4.1 Rearrangement of Matter<br />
- AFMs have been used for manipulation of individual atoms of<br />
Xenon(STM) , molecules ([71]), silicon surfaces ([72]), and polymer surfaces.<br />
- STMs have been used for formation of nanofeatures by localized heating<br />
or by inducing chemical reactions under the STM tip ([73], [74], [75]) and<br />
nanomachining. ([76])<br />
- AFM Nanopatterning processes.<br />
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