two 1D experiments ≠ HSQC
Preparation (pulses)
Evolution (chemical shift, 1st dimension)
Mixing (exchange magnetization)
Acquisition of FID (chemical shift, 2nd dimension)
J-coupling is commonly used to create coherent states between nuclei for magnetization transfer.
time necessary for energy to transfer is related to J-coupling constant
90 → tau → 180 → tau → echo
Allows for magnetization transfer between nuclei without the occurrence of chemical shift evolution
can be used to enable “J-coupling evolution”
normally measured between protons
Exchange of magnetization CROSS RELAXATION if within ~5 Å (during “mix time”) - carries information from the other when they ‘talk’
t1 = 0 first time, then increases
Assumption: chemical shift changes are close to binding site
Unique approach to drug discovery that aims to find high affinity ligands using lower affinity fragments that would otherwise be overlooked in screening assays.
improve poor binders
Binding affinities change from ~1 mM to ~40 nM (factor of 25,000X)
not first choice… but preferred with small and disordered targets
1. Sample Preparation (incorporation of NMR labels)
2. Acquisition of NMR data
3. Assignment of NMR spectra (NOESY, etc.)
4. Calculation of structure with NMR restraints
metallurgy :)
chemical shifts are sensitive to secondary structures
Relaxation drives spins back to their equilibrium distribution
Relaxation is a natural phenomenon driven by molecular motions.
(i.e., relaxation is caused by random, fluctuating magnetic fields around the sites of nuclear spins - disorder of magnetization vectors)
Spin relaxation experiments can be used to study molecular dynamics/motions, which is one of the greatest strengths of NMR
Longitudinal relaxation - The return to the z axis is described by T1 (1/R1)
Transverse relaxation - Loss of x/y coherence is described by T2 (1/R2)
R2 increases (decrease in T2) is indicative of longer local correlation time
When the net magnetization is in the x/y plane
Transverse magnetization decays due to microscopic differences of the magnetic fields surrounding each nuclear spin in the ensemble - loss of coherence
Reorientation of molecules relative to B0 gives rise to time dependent local magnetic field fluctuations
time it takes on average to rotate by pi radians
r is the radius
η is the solvent viscosity
k is the Boltzmann constant
T is the temperature
Solution NMR can be carried out on all size proteins.
False! Intrinsic limitation in relaxation coherence