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c-NCHC-CHCN |
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Nitrogen
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Nuclear
Quadrupole Coupling Constants |
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in Maleonitrile |
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Calculation of the nitrogen nqcc's in maleonitrile was made
on the re molecular structure of Halter et al. [1]. These are
compared with the experimental nqcc's [1] in Table 1. Structure
parameters are compared in Table 2. |
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In Table 1, RMS is the root mean square difference
between calculated and experimental diagonal nqcc's (percentage of the
average of the magnitudes of the experimental nqcc's). RSD is the
calibration residual standard deviation of the B3PW91/6-311+G(df,pd) model
for calculation of the nitrogen nqcc's. |
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Subscripts a,b,c refer to the
principal axes of the inertia tensor; x,y,z to the principal axes
of the nqcc tensor. The nqcc y-axis is chosen coincident with the
inertia c-axis, these are perpendicular to the molecular plane.
Ø (degrees) is the angle between its subscripted
parameters. ETA = (Xxx - Xyy)/Xzz. |
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Table 1. Nitrogen
nqcc's in Maleonitrile (MHz). Calculation was made on
the re structure of Halter et al. [1]. |
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Calc. |
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Expt. [1] |
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14N |
Xaa |
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0.024 |
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0.0579(15) |
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Xbb |
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2.425 |
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2.3730 * |
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Xcc |
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2.401 |
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2.3150 * |
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|Xab| |
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3.070 |
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RMS |
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0.064 (4.1 %) |
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RSD |
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0.030 (1.3 %) |
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Xxx |
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2.105 |
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Xyy |
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2.401 |
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Xzz |
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4.506 |
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ETA |
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0.065 |
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Øz,a |
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55.87 |
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Øa,CN |
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55.20 |
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Øz,CN |
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0.67 |
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* Calculated here from Xaa and Xbb - Xcc = - 4.688(2) MHz [1]. |
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Table 2. Maleonitrile. Molecular structure parameters, re [1] (Å
and degrees). |
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C=C |
1.341 |
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C-C |
1.429 |
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CN |
1.157 |
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CH |
1.075 |
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C=C-C |
123.2 |
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C-CN * |
178.4 |
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C=CH |
119.4 |
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* N's tilt outward. |
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[1] R.J.Halter, R.L.Fimmen, R.J.McMahon, S.A.Peebles, R.L.Kuczkowski, and J.F.Stanton, J.Am.Chem.Soc 123,12353(2001). |
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(Z)-pent-2-en-4-ynenitrile |
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CH2CHCN |
Methacrylonitrile |
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c-Crotononitrile |
t-Crotononitrile |
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Table of Contents |
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Molecules/Nitrogen |
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maleonitrile.html |
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Last
Modified 23 Oct 2007 |
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