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HNO |
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Nitrogen
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Nuclear
Quadrupole Coupling Constants |
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in
Nitroxyl |
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Table 1. 14N nqcc's
in HNO (MHz). Calculation was made on the ro structure
of Dalby [2], and on the re structure of Bak et al [3]. |
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Calc / ro |
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Calc / re |
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Expt. [1] |
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Xaa |
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0.304 |
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0.293 |
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0.36(56) |
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Xbb |
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5.372 |
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5.416 |
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5.46(30) |
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Xcc |
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5.676 |
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5.709 |
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5.10(26) |
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|Xab| |
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2.625 |
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2.620 |
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RMS |
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0.51 (14 %) |
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0.52 (15 %) |
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RSD |
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0.030 (1.3 %) |
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0.030 (1.3 %) |
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Table 2. 14N nqcc's
in DNO (MHz). Calculation was made on the ro structure
of Dalby [2], and on the re structure of Bak et al [3]. |
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Calc / ro |
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Calc / re |
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Expt. [4] |
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Xaa |
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0.073 |
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0.079 |
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1.03(40) |
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Xbb |
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5.749 |
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5.788 |
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6.13(26) |
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Xcc |
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5.676 |
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5.709 |
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5.10(26) |
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|Xab| |
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2.199 |
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2.195 |
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RMS |
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0.68 (17 %) |
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0.68 (17 %) |
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RSD |
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0.030 (1.3 %) |
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0.030 (1.3 %) |
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Table 3. HNO Molecular
structure parameters (Ĺ and degrees). |
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ro [2] |
re [3] |
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HN |
1.0628 |
1.0517 |
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NO |
1.2116 |
1.2086 |
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HNO |
108.58 |
108.27 |
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[1] S.Saito
and K.Takagi, J.Mol.Spectrosc. 47,99(1973). |
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[2] F.W.Dalby,
Canadian J.Phys. 36,1336(1958). |
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[3] K.L.Bak, J.Gauss,
P.Jřrgensen, J.Olsen, T.Helgator, and J.F.Stanton,
J.Mol.Spectrosc. 114,6548(2001). |
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[4] K.Takagi and S.Saito,
J.Mol.Spectrosc. 44,81(1972). |
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"The Case of the Weak N-X Bond: Ab
Initio, Semi-Experimental, and Experimental Equilibrium Structures of
XNO (X = H, F, Cl, OH) and FNO2" J.Demaison,
A.G.Császár, and A.Dehayem-Kamadjeu, J.Phys.Chem A,
110,13609(2006). |
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"Theoretical study of electric field
gradients at nitrogen nuclei in HNO, CH3NO, and C2H3NO"
R.Polák, and J.Fišer, Chem.Phys. 375,85(2010). |
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FNO |
ClNO |
BrNO |
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Table of Contents |
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Molecules/Nitrogen |
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HNO.html |
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Last
Modified 24 March 2009 |
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