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OnTheRun
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yes_zhu(½ð±Ò+1,VIP+0):лл£¬Ã»Óнâ¾ö 10-16 21:58
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yes_zhu
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3Â¥2009-10-16 18:00:15
OnTheRun
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yes_zhu(½ð±Ò+1,VIP+0):лл 10-16 22:01
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4Â¥2009-10-16 19:48:20
yes_zhu
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5Â¥2009-10-16 22:00:50
modown
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6Â¥2009-10-17 00:58:57
Calculation of Nanoparticle Concentration
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yes_zhu(½ð±Ò+3,VIP+0):ºÜÏêϸºÜºÃ 10-17 20:08
wdwsnnu(½ð±Ò+0,VIP+0):Â¥ÏÂÎÊÌâ 10-18 13:09
yes_zhu(½ð±Ò+3,VIP+0):ºÜÏêϸºÜºÃ 10-17 20:08
wdwsnnu(½ð±Ò+0,VIP+0):Â¥ÏÂÎÊÌâ 10-18 13:09
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Calculation of Nanoparticle Concentration It was possible to estimate the concentration of CNPs from TEM experiments. It can be assumed (R. L. Johnston, 'Atomic and Molecular Clusters', Taylor & Francis, 2002) for large ¡°spherical¡± metal clusters such as a gold nanoparticle that: Vcluster = NVatom (eq. 1) 4/3 ¦Ð (Rcluster)3 = N 4/3 ¦Ð (Ratom)3 (eq. 2) Where V is the cluster or atom volume, R is the cluster or atomic radius and N is the total number of atoms within the cluster. Rearranging, we obtain: Rcluster = N1/3 Ratom (eq. 3) Knowing the cluster radius we may also calculate the surface (S) area of a nanoparticle with the following equation: Scluster = 4 ¦Ð (Rcluster)2 (eq. 4) For larger clusters, we may also calculate the number of surface atoms, Ns, directly by dividing the surface area of the cluster by the cross section of an individual cluster atom, and then simplifying using the relationship in (eq. 3): Ns = (4 ¦Ð (Rcluster)2) / (¦Ð (Ratom)2) = 4 N2/3 (eq. 5) From the TEM result we know that Rcluster ¡Ö 6.5 nm, and Ratom = 0.l37 nm. The number of gold atoms per nanoparticle was estimated using (eq. 3): N = (Rcluster / Ratom)3 = ((6.5 x 10-9) / (137 x 10-9))3 N = 106 801 gold atoms per nanoparticle The number of surface atoms, Ns, on a single gold nanoparticle was also estimated using (eq. 5): Ns = 4 N2/3 = 4 x (106, 801)2/3 Ns = 9004 gold surface atoms per nanoparticle |
7Â¥2009-10-17 03:36:48
liuqiying
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wdwsnnu(½ð±Ò+1,VIP+0):ллÌÖÂÛ 10-18 13:09
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8Â¥2009-10-18 11:24:30
Tieppi
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