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Fusion draw

Several pairs of top rolls are used they are made of steel and are water cooled. Their rotation axis is horizontal and shifted out of the float axis to draw the glass ribbon. The range of commercial thickness is between 2 and 19 mm. Glass with lower thickness (<2mm) is difficult to produce (microfloat technology) and fusion draw is preferred (Section 10.3). The glass sheet is extracted from the float at 700 °C (viscosity Pas) and transferred to the lehr. At such tem-... [Pg.248]

PS vesicles. In addition, we present the results of fluorescent probe leakage experiments which together with the aggregation experiments enable us to draw some conclusions on the mechanism of fusion of PS vesicles. [Pg.79]

Note If you check the results by computation numerical deviations may occur owing to rough rounding in the above example.) Knowing the levels of fusions one can now draw the dendrogram in Fig. 5-13. [Pg.161]

These radiation-resistant aromatic polymers containing heteroatoms recently draw much attention from the viewpoint of materials for fusion reactor applications. However, no investigation has been done on radiation effects of these polymers at cryogenic temperatures. Further experiments are required to make the selection of available polymer materials for fusion reactors. [Pg.129]

O 029 Draw a chart in your notebook to show alpha decay, beta decay, gamma decay, nuclear fusion, and nuclear fission. Write a description and give an example of each type of reaction. Illustrate each example with a drawing. [Pg.147]

Answer. The first step is to analyze the geometry and break the cluster down into smaller clusters from which it may be reassembled using the cluster fusion principle of Mingos. As shown in the second drawing above, the cluster can be viewed as a pentacapped Rh-centered cube hence, it may be assembled from a cube (120 eve, Table 3.1) and five square pyramids (74 eve). As shown above, the common fragment is a square and consultation of Table 3.1 indicates 64 eve. However, recall that a square can also be obtained from an octahedron by removing two non-adjacent vertices hence, it has 62 eve, which is the same as for a butterfly (removal of two adjacent vertices from an octahedron). So there are two possibilities 64 and 62 eve adding another variable to the mix. As shown below this leads to a prediction of eve = 170 or 180. The actual count is 180 (14 Rh + 26 CO + 2— = 126 + 52 + 2 = 180). [Pg.105]


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