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th  - 1988 - 51st ENC Conference

th  - 1988 - 51st ENC Conference

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CALCULATION OF 2951MAS NMR CHEMICAL SHIFT FROM SILICATE<br />

MINERAL STRUCTURE: Sherriff, Barbara L. " and G:rundy H Douglas<br />

Department of Geology, McMasterUniversity, Hamilton, Ontario, L8S4MI...<br />

There have been many attempts to correlate 295i MAS nmr chemical shift<br />

wi<strong>th</strong> various parameters of silicate mineral structure. In our studies<br />

of mineral systems such as scapolites and Feldspars we Found <strong>th</strong>ese<br />

correlations to be inadequate For <strong>th</strong>e interpretation of <strong>th</strong>e complex nmr<br />

spectra.<br />

Silicate crystal structures were retrieved from a database and<br />

manipulated wi<strong>th</strong> a computer graphics modelling program• Fur<strong>th</strong>er<br />

calculations revealed a simple correlation between 29Si MAS nmr<br />

chemical shift and molecular geometry <strong>th</strong>at Is applicable to all<br />

silicate minerals. It is based on <strong>th</strong>e magnetic anisotropy and valence<br />

of <strong>th</strong>e bond between <strong>th</strong>e terminal oxygen atoms of <strong>th</strong>e silicate<br />

tetrahedron and <strong>th</strong>e second nearest neighbour cation to <strong>th</strong>e silicon.<br />

The correlation, which is based on 76 data points and has a<br />

correlationn coefficient of 0.911 wi<strong>th</strong> a standard deviation of 0.7ppm,<br />

can be used to calculate <strong>th</strong>e chemical shift and hence to assess <strong>th</strong>e<br />

validity of different structural models.<br />

X-ray diffraction me<strong>th</strong>ods can only determine <strong>th</strong>e average of <strong>th</strong>e<br />

AI-O and Si-O leng<strong>th</strong>s for each tetrahedral (T) site in <strong>th</strong>e case of<br />

minerals wi<strong>th</strong> AI-Si disorder. Comparison of measured chemical shifts<br />

wi<strong>th</strong> <strong>th</strong>ose calculated For structures wi<strong>th</strong> different T-O distances can<br />

give an estimate of AI content.<br />

8 NONLINEAR INCOHERENT SPECTROSCOPY<br />

J. Paff and B. BiOmich*<br />

Max-Planck-Institut fur Polymerforschung, 6500 Mainz, F.R. Germany<br />

In incoherent spectroscopy <strong>th</strong>e Fourier transforms of <strong>th</strong>e nonlinear<br />

cross-correlation functions of excitation and response are multidimen-<br />

sional spectra which correspond to <strong>th</strong>e nonlinear susceptibilities. In<br />

stochastic NMR spectroscopy <strong>th</strong>e Fourier transform of <strong>th</strong>e cross-correla-<br />

tion algori<strong>th</strong>m has been applied in <strong>th</strong>e past for <strong>th</strong>e computation of 2D<br />

spectra in terms of 2D cross-sections <strong>th</strong>rough <strong>th</strong>e 3D spectra of <strong>th</strong>e<br />

<strong>th</strong>ird order nuclear magnetic susceptibility. 1<br />

We have tested <strong>th</strong>e explicit time domain <strong>th</strong>ird order cross-correla-<br />

tion for <strong>th</strong>e derivation of 2D cross-sections <strong>th</strong>rough <strong>th</strong>e 3D time corre-<br />

lation function. After 2D FT one obtains z-COSY or exchange and MQ type<br />

2D spectra. This approach is of interest, since <strong>th</strong>e evaluation can be<br />

executed in an analog fashion in parallel for each data point of <strong>th</strong>e 2D<br />

time domain matrix. In <strong>th</strong>is way <strong>th</strong>e multiplex advantage may be introdu-<br />

ced to <strong>th</strong>e additional dimension in 2D spectroscopy wi<strong>th</strong> <strong>th</strong>e ultimate<br />

goal to measure a complete 2D spectrum wi<strong>th</strong>in a few TI. The procedure is<br />

presently being implemented to obtain dead time free 2D ESR spectra,<br />

taking advantage of <strong>th</strong>e low power of continuous stochastic excitation.<br />

The state of <strong>th</strong>e art is described, and examples from NMR spectroscopy<br />

are given.<br />

i) B. BiOmich. Progr. NMR Spectrosc. 19, 331 (1987).<br />

101

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