GRHS_DS/1.5x10x10
HOPG ZYH Quality - Mosaic Spread: 3.5-5 degrees
![](data:image/jpeg;base64,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)
Double-sided HOPG piece with mosaic spread 3.5-5 degrees and thickness 1.5 mm.
ITEM
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Size, mm2
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Thickness of working layer, mm
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GRHS_DS/1.5
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10x10
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1,5
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To clean and smooth the graphite sample, do the following:
a. Stick a piece of the adhesive tape (slightly wider than the sample) on the surface of the graphite sample.
b. Smooth it out to remove air bubbles.
c. With an abrupt movement remove the adhesive tape together with the top layer of graphite. The molecular layers of graphite have a spalling angle in relation to the surface layer, at which the layers are easily removed. Therefore the smoothness of the surface will depend on the direction, in which you remove a layer. Find the best direction to obtain the smoothest surface and remember (or mark) it, to use it later for cleaning the surface of pyrolitic graphite samples.