Topic 2: Chemical change Flashcards
1
Q
- What is chemical exchange?
A
- Rate of exchange between environment A and B represents the transition probability per unit time between the two.
- Molecule A/B has a certain interaction with a chemical shift associated with it
2
Q
- Give examples of processes that can be probed using exchange methods
A
- Chemical reactions (A ⇌ B)
- Conformational change (e.g. helix ⇌ coil)
- Side chain flip
3
Q
- Sketch the chemical exchange regimes of a system of equal populations and characterise each regime
A
4
Q
- How would chemical exchange regimes change for a system with unequal populations
A
- Populations are a weighted average causing overall shift in fast exchange
- Slow exchange results in larger intensity of higher populated state
5
Q
- What is the position of the line under fast exchange in the following cases?
- i) pA = 0.5, pB = 0.5
- ii) pA = 0.2, pB = 0.8
A
- Fast exchange therefore |ωA – ωB| < kex; single line observed
- ωobs = pAωA + pBωB
- i) ωobs = 0.5ωA + 0.5ωB
- = 0.5*0 + 0.5Δω (can set one to 0 as change in)
- = 0.5Δω
- ii) ωobs = 0.2ωA + 0.8ωB
- = 0.2*0 + 0.8Δω
- = 0.8Δω
- Peak shifts to the right as higher weight
6
Q
- (?)Describe the rate of exchange, kexin terms of chemical shift (dont think kex is deltav)
A
7
Q
- Describe the different exchange regimes and what experimental techniques are used to analyse them
A
8
Q
- Very Slow exchange characteristics; kex << Δω
- Two …
- … proportional to the populations in the states: Keq = IB/IB where IX is the … of peak in environment X
- Exchange may have … /… effect on line width (Δv?)
- Exchange rate found via … cross peak intensity
A
- Very Slow exchange characteristics; kex << Δω
- Two resonances
- Intensity proportional to the populations in the states: Keq = IB/IB where IX is the intensity of peak in environment X
- Exchange may have little/no effect on line width (Δv?)
- Exchange rate found via EXSY cross peak intensity
9
Q
- Slow exchange characteristics; kex < Δω
- Two slightly … resonances
- … constant and exchange rates obtainable (1)
- Exchange rates obtained from additional … (2)
A
- Slow exchange characteristics; kex < Δω
- Two slightly broader resonances
- Equilibrium constant and exchange rates obtainable (1)
- Exchange rates obtained from additional broadening (2)
10
Q
- Slow to intermediate exchange characteristics; kex ≈ Δω
- Two … to … broad resonance(s)
- … … … used to extract exchange parameters
- Very difficult to extract
A
- Slow to intermediate exchange characteristics; kex ≈ Δω
- Two broad to one broad resonance(s)
- Line shape fitting used to extract exchange parameters
- Very difficult to extract
11
Q
- Fast exchange characteristics; kex > Δω
- … resonance at frequency given by … average of chemical shifts in individual environments
- … due to exchange proportional to square Δω; means R2 will change quadratically with linear change of magnetic field
- Exchange contributes to … … and causes broadening
A
- Fast exchange characteristics; kex > Δω
- Single resonance at frequency given by weighted average of chemical shifts in individual environments
- Broadening due to exchange proportional to square Δω; means R2 will change quadratically with linear change of magnetic field
- Exchange contributes to R2 relaxation and causes broadening
12
Q
- How does exchange affect the transverse relaxation rate?
A
- Exchange process results in additional contribution to transverse relaxation rate
- Contribution can be removed through use of transverse field (pulses)
13
Q
- How is the exchange contribution to transverse relaxation rate measured?
A
- Using relaxation dispersion, kex can be extracted by measuring R2 as a function of the amplitude of the transverse field.
14
Q
- A single observed line could indicate fast exchange, or slow exchange with one very small population. How can these be distinguished further?
A
- Temperature: slow exchange resonances broaden at higher temperatures
- However, reverse not necessarily true i.e. narrowing line at high T doesn’t always indicate fast exchange
- Magnetic field: slow exchange, line width contribution for exchange independent of magnetic field (1)
- Fast exchange, line width contribution for exchange grows as square of magnetic field (2)