Classical NMR (7) Flashcards

1
Q

What is the physical basis for nuclear precession?

A

force applied by an external RF field to dipole moment along the axis of the rotation causes dipole movement in the plane perpendicular to B0 field direction. The axis of the rotating particle moves in a circular motion

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2
Q

Why do nuclear spins precess in the presence of an external magnetic field?

A

dipole moment movement along the axis

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3
Q

What is the Larmor precessional frequency?

A

The frequency of the precession of a spinning nucleus in an applied B0 magnetic field

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4
Q

How can you predict the direction of precession in Larmor?

A

the sign of γ; γ<0 = counterclockwise, γ>0 = clockwise

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5
Q

Where does the resonance in the term “nuclear magnetic resonance” come from?

A

if RF radiation has the same frequency as that of the precessing particle, it can interact coherently with the particle and energy can be exchanged…this is resonance

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6
Q

What is the relationship between ∆E and Larmor frequency?

A

∆E = hv

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7
Q

How is the Larmor frequency related to magnetic field strength?

A

directly proportional

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8
Q

What is M0, the bulk or net magnetization vector?

A

addition of the z components of all of the nuclear magnetic dipole moments pointed along the +z direction

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9
Q

Is there net magnetization in the transverse plane?

A

nope

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10
Q

What is the relationship of the angle of precession to the energy of a precessing nucleus?

A

when energy is absorbed, angle changes

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11
Q

How can the angle of precession be changed?

A

addition of small secondary magnetic fields applied at right angles

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12
Q

Why is B1 applied to the x-y plane?

A

supplies energy for rotation

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13
Q

What happens to the net magnetization in the z axis as a function of time?

A

varies

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14
Q

What is a saturated state?

A

ground and excited states equally populated by absorption, so absorption signal decreases to 0

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15
Q

Does a saturated state produce an NMR signal?

A

nope

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16
Q

How is the lifetime of an excited state related to saturation?

A

if excited = ground population, it becomes saturated

17
Q

What is spin-lattice relaxation?

A

excess spin energy in excited nuclei dissipated throughout the sample by equilibration with surroundings; absorbed energy dissipated as heat

18
Q

Why is it also called longitudinal relaxation?

A

longitudinal component is the one relaxing

19
Q

How is excess spin energy dissipated in spin-lattice relaxation?

A

equilibration with the surroundings

20
Q

What is T1?

A

relaxation time

21
Q

How is T1 related to the average lifetime of nuclei in the excited energy state?

A

T1 is the measurement of the average lifetime

22
Q

How is T1 affected by the mobility of the sample lattice?

A

low mobility = large, increasing mobility decreasing T1

23
Q

What is spin-spin relaxation?

A

excess spin energy in excited nuclei is shared with other nuclei; interchange of 2 quantum states (nucleus in lower spin state excited while nucleus in higher state relaxes)

24
Q

Why is spin-spin also called transverse relaxation?

A

transverse vector component is the one relaxing

25
Q

How is excess spin energy dissipated in spin-spin relaxation?

A

shared with other nuclei

26
Q

What is T2?

A

relaxation parameter

27
Q

Why are NMR spectra very broad in solids?

A

T2 is very short

28
Q

How is the heisenberg uncertainty principle applied to NMR spectral line widths?

A

long relaxation times result in minor uncertainty in excited state energy levels

29
Q

What is the effect of long relaxation times on NMR bandwidth?

A

narrow line width

30
Q

What is the effect of short relaxation times on NMR bandwidth?

A

widen line width