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There are 2 variables in NMR: an applied magnetic field B 0, and the frequency ( ) of radiation required for resonance. NMR Theory.

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Presentation on theme: "There are 2 variables in NMR: an applied magnetic field B 0, and the frequency ( ) of radiation required for resonance. NMR Theory."— Presentation transcript:

1 There are 2 variables in NMR: an applied magnetic field B 0, and the frequency ( ) of radiation required for resonance. NMR Theory

2 NMR spectrometers are designated according to the frequency required to make protons resonate. The modern standard is 300 MHz. However, manufacturers are actively pursuing stronger magnets. 900 MHz is currently as high as it gets. Effect of B 0 on resonance frequency

3 Schematic of an NMR

4 Different nuclei resonate at greatly different ν : on a 300 MHz instrument ( 1 H = 300 MHz) 13 C resonates at 75 MHz. The same type of nucleus also absorbs at slightly different ν, depending on its chemical environment. Exact frequency of resonance = “chemical shift” The strength of the magnetic field actually felt by a nucleus (B eff ) determines its resonance frequency. Electron clouds shield the nucleus from the magnet Circulation of electrons in π orbitals can generate local magnetic fields that influence B eff Modern NMR spectrometers use a constant magnetic field strength B 0, and pulse a broad range of frequencies to bring about the resonance of all nuclei at the same time. Resonance Frequency

5 Example C-13 Spectrum

6 Peaks on NMR spectrum = “resonances “. Chemical shift is measured in ppm ppm = ν in Hz relative to ref peak/instrument ν in MHz. Protons absorb between 0-10 ppm. C-13 nuclei absorb between 0-250 ppm. Reference peak = 0 ppm = (CH 3 ) 4 Si = tetramethylsilane (TMS). TMS is an inert compound that gives a single peak at higher frequency than most typical NMR peaks. Chemical Shift

7 Electronic Shielding More electron density = more shielding Less electron density = less shielding

8 Shielding in Spectrum

9 C-13 Number of Peaks

10 Chemical Equivalence When two nuclei give the same peak because they have the same chemical environment they are said to be chemically equivalent.

11 Coincidental Equivalence


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