Диссертация (1091574), страница 22
Текст из файла (страница 22)
Список литературы1.Pople J.A., Schneider W.G., Bernstein H.J. High Resolution Nuclear Magnetic Resonance. –York(PA): McGraw-Hill, 1959. – 501 pp.2.Hoffman R.A., Forsen S., Gestblom B. Analysis of NMR Spectra // NMR Basic Principlesand Progress. – Berlin: Springer-Verlag, 1971. – V. 5. – 165 pp.3.Туманов В.С.
Ведение в теорию спектров ЯМР. – М.: МГУ, 1988. – 231 с.4.Levitt M.H. Spin dynamics (second edition). – Chippenham: Wiley, 2008. – 744 pp.5.Freeman R. Spin choreography: basic steps in high resolution NMR. – New York: OxfordUniversity Press, 2003. – 408 pp.6.Bax A. Two-Dimensional Nuclear Magnetic Resonance in Liquids. – Delft: Delft UniversityPress, 1982. – 200 pp.7.Gunter H.
NMR Spectroscopy: basic principles, concepts and applications in chemistry(3 edition). – Weinheim: Wiley-VCH, 2013. – 734 pp.8.Claridge T.D.W. High-resolution NMR techniques in organic chemistry // TetrahedronOrganic Chemistry Series. – Amsterdam: Elsevier Science, 2009. – V.
27. – 383 pp.9.Дероум Э. Современные методы ЯМР для химических исследований. – М.: Мир, 1992.– 403 с.10. Berger S., Braun S. 200 and more NMR experiments. A practical course. – Weinheim: WileyVCH, 2004. – 854 pp.11.Castellano M.S., Bothner-By A.A. Analysis of NMR spectra by least squares // J.
Chem.Phys. – 1964. – V. 41. – No. 12. – P. 3863-3869.12. Haigh C.W. A simple guide to the use of iterative computer programs in the analysis of NMRspectra // Annual Reports on NMR Spectroscopy / Ed. Webb G. – New York, London: Acad.Press, 1971. – V. 4. – P. 311-362.13. Laatikainen R. An application of nJ(CH2,H) and 5J(OH,H) long-range couplings in theconformational analysis of 2-hydroxybenzyl methyl ether in various solvents.
Computationalstrategies for spectral analysis and determination of association thermodynamic parameters //Magn. Reson. Chem. – 1986. – V. 24. – No. 7 – P. 588-594.14. Haigh C.W., Mallion R.B. Proton magnetic resonance of nonplanar condensed benzenoidhydrocarbons // Mol.
Phys. – 1971. – V. 22. – No. 6. – P. 945-953.13915. Lueg V., Hagele G. Calculation of NMR spectra of symmetric spin systems: SYMTRY, acomputer program for systems with general symmetry // J. Magn. Reson. – 1977. – V. 26. –No. 3.
– P. 505-511.16. Johannesen R.B., Feretti J.A., Harris R.K. UEAITR: A new computer program for analysis ofNMR spectra. Analysis of the proton spectrum of triisopropylphosphine // J. Magn. Reson. –1970. – V. 3. – No. 1. – P. 84-93.17. Heinzer J.
Iterative least-squares NMR lineshape fitting with use of symmetry and magneticequivalence factorization // J. Magn. Reson. – 1977. – V. 26. – No. 2. – P. 301-316.18. Stephenson D.S., Binsch G. Automated analysis of high-resolution NMR spectra. I. Principlesand computational strategy // J. Magn. Reson. – 1980. – V. 37. – No. 3.
– P. 395-407.19. Stephenson D.S., Binsch G. Automated analysis of high-resolution NMR spectra. II.Illustrative applications of the computer program DAVINS // J. Magn. Reson. – 1980. –V. 37. – No. 3. – P. 409-430.20. Laatikainen R. Automated analysis of NMR spectra // J. Magn. Reson. – 1991. – V. 92. –No. 1.
– P. 1-9.21. Laatikainen R., Niemitz M., Weber U., Sundelin J., Hassinen T., Vepsalainen J. Generalstrategies for total-lineshape-type spectral analysis of NMR spectra using integral-transformiterator // J. Magn. Reson. ser. A. – 1996. – V. 120. – No. 1. – P. 1-10.22. Голотвин С.С., Чертков В.А. Распознавание образов мультиплетной структурыспектров ЯМР // Изв.
Акад. наук, сер. хим. – 1997. – C. 444-451.23. Зубков С.В., Голотвин С.С., Чертков В.А. Новый программный комплекс VALISA.Конформационный анализ ряда производных циклопентана и циклогексана // НовостиЯМР в письмах. – 2000. – № 1-2. – С. 917-922.24. Зубков С.В., Голотвин С.С., Чертков В.А. Новый программный комплекс для анализаспектров ЯМР по полной форме линии VALISA. Конформационный анализ транс-1,2дибромциклопентана // Изв. Акад. наук, сер.
хим. – 2002. – № 7. – С. 1129-1136.25. Diehl P., Sykora S., Vogt J. Automatic analysis of NMR spectra: an alternative approach //J. Magn. Reson. – 1975. – V. 19. – No. 1. – P. 67-82.26. Ту Дж., Гонзалес Р. Принципы распознавания образов. – М.: Мир, 1978. – 411 с.14027. Marple S.L. Jr. Computing the discrete-time “analytic” signal via FFT // IEEE Trans. Sig.Proc. – 1999. – V.
47. – No. 9. – P. 2600-2603.28. Zubkov S.V., Chertkov V.A. Experimental determination of pseudorotation potentials fordisubstituted cyclopentanes based on spin-spin coupling constants // Int. J. Mol. Sci. – 2003. –V. 4. – No. 3. – P. 107-118.29. Levenberg K. A Method for the solution of certain non-linear problems in least squares //Quart. Appl. Math.
– 1944. – V. 2. – P. 164-168.30. Marquardt D. An algorithm for least-squares estimation of nonlinear parameters // SIAM J.Appl. Math. – 1963. – V. 11. – No. 2. – P. 431-441.31. Weiger M., Speck T. Shimming for high-resolution NMR spectroscopy // eMagRes Online.
–2011. – P. 1-19.32. Miner V.W., Conover W.W. Shimming of superconducting magnets // eMagRes Online. –2007. – P. 1-13.33. Prammer M.G., Haselgrove J.C., Shinnar M., Leigh J. A new approach to automaticshimming // J. Magn. Reson. – 1988. – V. 77. – No. 1. – P. 40-52.34. Weiger M., Speck T., Fey M. Gradient shimming with spectrum optimization // J. Magn.Reson. – 2006. – V. 182.
– No. 1. – P. 38-48.35. Michal C.A. Magnetic field homogeneity: A new approach to orthogonalizing and optimizingshim gradients // J. Magn. Reson. – 2007. – V. 185. – No. 1. – P. 110-117.36. Morris G.A., Barjat H., Horne T.J. Reference deconvolution methods // Prog. NMRSpectrosc. – 1997. – V. 31. – No. 2-3. – P. 197-257.37.
Morris G.A. Compensation of instrumental imperfections by deconvolution using an internalreference signal // J. Magn. Reson. – 1988. – V. 80. – No. 3. – P. 547-552.38. Pearson G.A. Optimization of Gaussian resolution enhancement // J. Magn. Reson. – 1987. –V. 74. – No. 3. – P. 541-545.39.
Traficante D.D., Nemeth G.A. A new and improved apodization function for resolutionenhancement in NMR spectroscopy // J. Magn. Reson. – 1987. – V. 71. – No. 2. – P. 237-245.40. Pacheco C.R., Traficante D.D. Two new window functions for long acquisition times // J.Magn. Reson. ser. A. – 1996. – V. 120. – No. 1. – P. 116-120.14141.
Laatikainen R., Tuppurainen K., Hiltunen Y., Lotjonen S. Accurate determination andanalysisofthetemperaturedependenceoflong-rangespin-spincouplingsin2-chlorobenzaldehyde // Magn. Reson. Chem. – 1990. – V. 28. – No. 11. – P. 939-946.42. Barjat H., Morris G.A., Swanson A.G., Smart S., Williams S.C.R. Reference deconvolutionusing multiplet reference signals // J.
Magn. Reson. ser. A. – 1995. – V. 116. – No. 2. –P. 206-214.43. Metz K.R., Lam M.M., Webb A.G. Reference deconvolution: a simple and effective methodfor resolution enhancement in nuclear magnetic resonance spectroscopy // Concepts Magn.Reson. – 2000. – V. 12. – No. 1. – P.
21-42.44. Aue W.P., Bartholdi E., Ernst R.R. Two-dimensional spectroscopy. Application to nuclearmagnetic resonance // J. Chem. Phys. – 1976. – V. 64. – No. 5. – P. 2229-2246.45. Эрнст Р., Боденхаузен Дж., Вокаун А. Спектроскопия ЯМР в одном и двух измерениях.– М.: Мир, 1990. – 709 с.46. Davis A.L., Laue E.D., Keeler J. Absorption-mode two-dimensional NMR spectra recordedusing pulsed field gradients // J. Magn. Reson. – 1991.
– V. 94. – No. 3. – P. 637-644.47. Davis A.L., Keeler J., Laue E.D., Moskau D. Experiments for recording pure-absorptionheteronuclear correlation spectra using pulsed field gradients // J. Magn. Reson. – 1992. –V. 98. – No. 1. – P. 207-216.48. States D.J., Haberkorn R.A., Ruben D.J. A two-dimensional nuclear overhauser experimentwith pure absorption phase in four quadrants // J. Magn. Reson. – 1982. – V. 48. – No. 2. –P.
286-292.49. Keeler J., Neuhaus D. Comparison and evaluation of methods for two-dimensional NMRspectra with absorption-mode lineshapes // J. Magn. Reson. – 1985. – V. 63. – No. 3. –P. 454-472.50. Sorensen O.W., Eich G.W., Levitt M.H., Bodenhausen G., Ernst R.R. Product operatorformalism for the description of NMR pulse experiments // Prog. NMR Spectrosc. – 1984. –V. 16. – P. 163-192.51. Keeler J. Understanding NMR spectroscopy (second edition). – Chichester: Wiley, 2010.
–526 pp.52. Bodenhausen G., Freeman R., Niedermeyer R., Turner D.L. High-resolution NMR ininhomogeneous magnetic fields // J. Magn. Reson. – 1976. – V. 24. – No. 2. – P. 291-294.14253. Bodenhausen G., Freeman R., Turner D.L. Two-dimensional J spectroscopy: Proton-coupledcarbon-13 NMR // J. Chem. Phys. – 1976. – V. 65.
– No. 2. – P. 839-840.54. Facke T., Berger S. SERF, a new method for H,H spin-coupling measurement in organicchemistry // J. Magn. Reson. ser. A. – 1995. – V. 113. – No. 1. – P. 114-116.55. Bax A., Freeman R. Long-range proton-carbon-13 NMR spin coupling constants // J. Am.Chem. Soc. – 1982. – V. 104. – No. 4. – P. 1099-1100.56. Ochs M., Berger S. SELRESOLV – inverse and selective detection of long‐range C,H spincoupling constants // Magn.
Reson. Chem. – 1990. – V. 28. – No. 11. – P. 994-997.57. Ladam P., Gharbi-Benarous J., Piotto M., Delaforge M., Girault P.J. Determination of longrange13C,1H coupling constants of macrolide antibiotics by 2D J-δ selective INEPTexperiments // Magn. Reson. Chem.
![](https://s.studizba.com/z.php?f=/templates/si/i/noavatar.png&w=100&h=100&t=1"){kind=avatar}
