A second-order Godunov-type finite difference scheme is applied to the governing equations of finite amplitude plane motion of a hyperelastic string. The governing equations, expressed in conservation form, are a hyperbolic system of four first-order partial differential equations. Numerical results
Application of nonlinear sampling schemes to COSY-type spectra
β Scribed by Peter Schmieder; Alan S. Stern; Gerhard Wagner; Jeffrey C. Hoch
- Publisher
- Springer Netherlands
- Year
- 1993
- Tongue
- English
- Weight
- 446 KB
- Volume
- 3
- Category
- Article
- ISSN
- 0925-2738
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β¦ Synopsis
Nonlinear sampling along the tl dimension is applied to COSY-type spectra. The sine dependence of the time domain signals for the cross peaks is matched by a nonlinear sampling scheme that samples most densely around the maximum of the sine function. Data are processed by maximum entropy reconstruction, using a modified implementation of the 'Cambridge' algorithm of Skilling and Bryan. The procedure is demonstrated for P.E.COSY spectra recorded on a cyclic hexapeptide and on a 126-residue domain of the protein villin. The number oft~ values in the nonlinearly sampled experiments was reduced by a factor of four compared to linear sampling. The sensitivity and resolution of the resulting spectra are comparable to those achieved by conventional methods. The method described can thus significantly reduce the measuring time for COSY-type spectra.
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