Module 3 Flashcards

1
Q

Molecules “_______” or _______randomly

A

“tumble” or rotate

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2
Q

Tc

A

rotational correlation time

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3
Q

Three things that influence tumbling rates:

A

viscoscity

temperature

size of particle

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4
Q

Molecular rotations cause ____ ___-_______ _____ , B loc(t)

A

local time-dependent fields

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5
Q
NMR-active nuclei with \_\_\_\_\_ \_\_\_\_\_\_ \_\_\_\_\_\_can interact with other nuclei causing
spin relaxation (T1 and T2).
A

fluctuating local fields

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6
Q

the __ and __ time constants describe the rate (T1= 1/R1) at which longitudinal and
transverse relaxation occur, respectively.

A

T1 and T2

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7
Q

Where do molecular rotations occur from?

A

They occur from the influence of a single spin or many spins simultaneously

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8
Q

What do molecular rotations depend on?

A

gama Bloc = omega knot

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9
Q

Where does the fluctuation come from?

A
Random events ……
• Rotational diffusion
• Translational diffusion
• Vibrational / Librational motions
• Conformational sampling (conformational exchange)`
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10
Q

The behavior of the random fluctuation can be described by a _______ function.

A

correlation

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11
Q

Correlation function:

A
the measure of how quickly two variables change as a
function of time.
Or, how quickly the NH dipole (or other vector dipole) changes as a
function of time with respect to the external magnetic field (autocorrelation
function).
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12
Q

The ______ ______ describes the distribution of motions (frequency of rotation) in a sample.

A

spectral density

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13
Q

Tc is directly porportional to

A

MW

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14
Q

T2 is inversely porportional to

A

MW

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15
Q

Any particular source of a local magnetization field can be considered a _______ ______.

A

relaxation mechanism

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16
Q
\_\_\_\_\_\_ mechanism (DD) :
influences of one local spin on another
A

Dipolar mechanism (DD)

17
Q

____ ___ ____ (CSA :

anisotropy of chemical shift tensor

A

Chemical shift anisotropy

18
Q

_____: non-symmetric electronic field (I>=1)

A

Quadropole

19
Q

DD > CSA > spin-rot

A

for 1/2 spin

20
Q

Quad.&raquo_space; DD > CSA > spin-rot

A

for spin > 1/2

21
Q
Since all these result from molecular rotations, this implies that there may be a degree of
\_\_\_\_\_\_\_ between mechanisms. Cross-correlation. TROSY-type experiments rely on
this phenomena (DD and CSA). TROSY  Transverse Optimized SpectroscopY
A

correlation

22
Q

In NMR, any source of a fluctuating nuclear interaction (global or local) can
lead to____ _____ (with respect to the external magnetic field).

A

spin relaxation

23
Q

A pattern or process of change, growth, or activity

A

Dynamics

24
Q

Molecules are not static!

Brownian motion……molecular tumbling

Internal motions ….. J-couplings, side-chain rotations

Fluorescence studies ….. quenching of aromatic residues within a protein

NMR ….. site-specific molecular dynamic information

A

Molecular Dynamics

25
Q

Internal motions …..

A

J-couplings, side-chain rotations

26
Q

Fluorescence studies …..

A

quenching of aromatic residues within a protein

27
Q

NMR …..

A

site-specific molecular dynamic information

28
Q

NMR Motional Timescale for Fast (ps-ns)

Motions:
-
-
-
NMR parameters
-
-
A

Flesibility
Diffusion
Domain motions

Spin relaxation (R1,R2, and hnNOE)
Residual dipolar coupling averaging
29
Q

NMR Motional Timescale for Slow (us-ms)

Motions:
-
-
-
NMR parameters
-
-
-
-
A

Protein folding
Enzyme catalysis
Domain motions

Line shape R1p dispersion
Longitudinal magnetization exchange
Hydrogen exchange
Residual dipolar coupling averaging

30
Q

• Dipolar, CSA, Spin rotation, Quadropole (all result from a fluctuating Bloc)
• Dipolar couplings are the origin of distance (NOE) and orientation (RDC) information
and also provide a mechanism for transitions to occur that contribute to relaxation
• Internal motions within a protein can be an additional source of relaxation in addition
to overall tumbling

A

Mechanisms of spin relaxation

31
Q

• Keep track of random motions (rotations) [and Bloc(t)]
• The FT of the auto-correlation function yields the spectral density function, J()
• The spectral density function tells us about the probability of having a spin with the
frequency appropriate to cause relaxation – this explains spin relaxation !!
• Both T1 and T2 (and heteronuclear NOE) are proportional to the spectral density, J()
(because of molecular tumbling)

A

The auto-correlation and spectral density functions

32
Q
Longitudinal elaxation (T1) 
(relaxation and local magnetic fields)
A

local fields are time dependent Bloc

33
Q

Due to molecular motions (rotations), ____-_________ _____ ___________ ________ ______
[Bloc(t), transverse components (x-y)] occur within the sample and interact with individual
magnetic moments to rotate them into new positions– like an RF pulse! These transitions
occur only at Bloc = 

A

time-dependent local oscillating magnetic fields

34
Q

Bloc(t) fields vary in magnitude due to _____ __ _______ ____ ______ ________ _______
(orientations are relative to Bo). The spins are in “contact” with the thermal motions.

A

changes in orientation from random thermal motions

35
Q

For spins to “sense the Bloc(t) of another spin they must be?

A

very close to eachother

36
Q

Since these local fields effect the orientation of individual magnetic moments, both the
magnitude and orientation of the ____ _________ can be affected leading to spin
relaxation and re-establishment of equilibrium magnetization along the z-axis.

A

BULK magnetization

37
Q

lattice is also known as

A

reservoir of energy = molecular motion

38
Q

longitudinal relaxation is also known as

A

spin-lattice relaxation (T1)

39
Q

Transverse or spin-spin relaxation (time constant  T2)

- loss of phase coherence of the ____ ____ in the transverse plane (xy-plane)

A

nuclear dipoles