مقدمه‌ای بر نظریه NMR همراه با محاسبات در متِماتیکا ۲۰۱۵
A Primer of NMR Theory with Calculations in Mathematica 2015

1. COVER

2. TITLE PAGE

3. TABLE OF CONTENTS

4. PREFACE

5. CHAPTER 1: INTRODUCTION

6. CHAPTER 2: USING MATHEMATICA; HOMEWORK PHILOSOPHY

7. CHAPTER 3: THE NMR SPECTROMETER

8. CHAPTER 4: THE NMR EXPERIMENT

9. CHAPTER 5: CLASSICAL MAGNETS AND PRECESSION

10. CHAPTER 6: THE BLOCH EQUATION IN THE LABORATORY REFERENCE FRAME

11. CHAPTER 7: THE BLOCH EQUATION IN THE ROTATING FRAME

12. CHAPTER 8: THE VECTOR MODEL

13. CHAPTER 9: FOURIER TRANSFORM OF THE NMR SIGNAL

14. CHAPTER 10: ESSENTIALS OF QUANTUM MECHANICS

15. CHAPTER 11: THE TIME-DEPENDENT SCHRÖDINGER EQUATION, MATRIX REPRESENTATION OF NUCLEAR SPIN ANGULAR MOMENTUM OPERATORS

16. CHAPTER 12: THE DENSITY OPERATOR

17. CHAPTER 13: THE LIOUVILLE–VON NEUMANN EQUATION

18. CHAPTER 14: THE DENSITY OPERATOR AT THERMAL EQUILIBRIUM

19. CHAPTER 15: HAMILTONIANS OF NMR: ISOTROPIC LIQUID-STATE HAMILTONIANS

20. CHAPTER 16: THE DIRECT PRODUCT MATRIX REPRESENTATION OF COUPLING HAMILTONIANS HJ AND HD

21. CHAPTER 17: SOLVING THE LIOUVILLE–VON NEUMANN EQUATION FOR THE TIME DEPENDENCE OF THE DENSITY MATRIX

22. CHAPTER 18: THE OBSERVABLE NMR SIGNAL

23. CHAPTER 19: COMMUTATION RELATIONS OF SPIN ANGULAR MOMENTUM OPERATORS

24. CHAPTER 20: THE PRODUCT OPERATOR FORMALISM

25. CHAPTER 21: NMR PULSE SEQUENCES AND PHASE CYCLING

26. CHAPTER 22: ANALYSIS OF LIQUID-STATE NMR PULSE SEQUENCES WITH THE PRODUCT OPERATOR FORMALISM

27. CHAPTER 23: ANALYSIS OF THE INEPT PULSE SEQUENCE WITH PROGRAM SHORTSPIN AND PROGRAM POMA

28. CHAPTER 24: THE RADIO FREQUENCY HAMILTONIAN

29. CHAPTER 25: COMPARISON OF 1D AND 2D NMR

30. CHAPTER 26: ANALYSIS OF THE HSQC, HMQC, AND DQF-COSY 2D NMR EXPERIMENTS

31. CHAPTER 27: SELECTION OF COHERENCE ORDER PATHWAYS WITH PHASE CYCLING

32. CHAPTER 28: SELECTION OF COHERENCE ORDER PATHWAYS WITH PULSED MAGNETIC FIELD GRADIENTS

33. CHAPTER 29: HAMILTONIANS OF NMR: ANISOTROPIC SOLID-STATE INTERNAL HAMILTONIANS IN RIGID SOLIDS

34. CHAPTER 30: ROTATIONS OF REAL SPACE AXIS SYSTEMS—CARTESIAN METHOD

35. CHAPTER 31: WIGNER ROTATIONS OF IRREDUCIBLE SPHERICAL TENSORS

36. CHAPTER 32: SOLID-STATE NMR REAL SPACE SPHERICAL TENSORS

37. CHAPTER 33: TIME-INDEPENDENT PERTURBATION THEORY

38. CHAPTER 34: AVERAGE HAMILTONIAN THEORY

39. CHAPTER 35: THE POWDER AVERAGE

40. CHAPTER 36: OVERVIEW OF MOLECULAR MOTION AND NMR

41. CHAPTER 37: SLOW, INTERMEDIATE, AND FAST EXCHANGE IN LIQUID-STATE NMR SPECTRA

42. CHAPTER 38: EXCHANGE IN SOLID-STATE NMR SPECTRA

43. CHAPTER 39: NMR RELAXATION: WHAT IS NMR RELAXATION AND WHAT CAUSES IT?

44. CHAPTER 40: PRACTICAL CONSIDERATIONS FOR THE CALCULATION OF NMR RELAXATION RATES

45. CHAPTER 41: THE MASTER EQUATION FOR NMR RELAXATION—SINGLE SPIN SPECIES I

46. CHAPTER 42: HETERONUCLEAR DIPOLAR AND J RELAXATION

47. CHAPTER 43: CALCULATION OF AUTOCORRELATION FUNCTIONS, SPECTRAL DENSITIES, AND NMR RELAXATION TIMES FOR JUMP MOTIONS IN SOLIDS

48. CHAPTER 44: CALCULATION OF AUTOCORRELATION FUNCTIONS AND SPECTRAL DENSITIES FOR ISOTROPIC ROTATIONAL DIFFUSION

49. CHAPTER 45: CONCLUSION

50. BIBLIOGRAPHY

51. INDEX

52. CD-ROM Content

53. END USER LICENSE AGREEMENT