MODELING:
Hill Cooperativity
5th Reaction, conflict
If we consider that:
- Keq = exp (-ΔG / R T)
- k + = (KB / h) T exp (-ΔG / R T) = (KB / h) T Keq
and given that the flow is (k + / Keq) [ρ0] [CI] n / ((1/Keq) + [CI] n), the value of the maximum speed of the flow loses its meaning.
The speed limit is being determined by (k + / Keq) [ρ0], but k + / Keq = (KB / h) * T, and we know that [ρ0] is arbitrary, i.e., Vmax is no longer based on the reaction as such, which does not make sense.
For example: Take the same reaction that we are considering, the maximum speed of the flow of the reaction would be the same with the promoter that has the operators of CI, that if you used one with a random sequence, so, whether we repeated the experiment, with the same temperature and the same concentration of DNA and an equal number of copies of the sequence, the maximum speed reached by the flow would be the same for the real promoter as for for any sequence, without taking any consideration with their affinity for their substrates... That does not makes sense!
The proposed explanation is that the equation used to determine k + does not fit our model. We should explore other possibilities.
WET LAB:
Restrictions
Second simple restriction
Before the second simple restriction we cleaned the product oof the first restriction with the purification Kit.
Due to the purification protocol we knew that the DNA was clean and diluted in 40 μl of buffer, and in order to obtain an efficient restriction we try to dilute the less the DNA-Buffer mix, obtaining the following volumes.
Extraction
Plasmids pRK415 and pBBR1MCS-5 were extracted with the Roche kit(see Techniques).
Cultures
We cultured DH5alfa cells tranfromed with pJet+biopart