Accepted answer
Because temperature enters the rate constant through an exponential, so equal steps in temperature multiply the rate instead of adding to it. Arrhenius puts the rate proportional to exp(−Ea/RT); the working approximation is a doubling per 10 K, which takes 5, 15, 25 and 35 °C to multipliers of 1, 2, 4 and 8. The steps in temperature are equal and the steps in rate are not, and that is the whole of the observation. At 40 °C the same rule gives about 11 times the refrigerated rate, and another 10 K would roughly double it again. Asn and Gln lose the amide through a succinimide intermediate, so the product is one dalton heavier and usually resolves as a shoulder on the main peak rather than as a peak of its own. Ea differs by route, so the ranking of routes changes with temperature too — which is why accelerated data extrapolates badly and why nobody should read a 40 °C study as a fast version of a 5 °C one.
The short version: water enables most of it, oxygen enables oxidation, surfaces enable adsorption, and agitation enables aggregation.
Light exposure matters for tryptophan-containing sequences and for anything with a chromophore. Amber vials and a closed box are free mitigations.
To be exact about it, adsorption onto glass and plastic is significant at low concentrations — micrograms per millilitre — and negligible at milligrams per millilitre. It is the usual explanation for an apparent loss in a dilute preparation.
Aggregation at air-liquid interfaces is established from surface-tension and particle-count studies and is the basis for anti-agitation handling guidance.
Cold, dry, dark, still. Those four words cover most of the mitigation.
7Does the same reasoning apply to material already in solution, or is that a different curve? – lyoph_cake 5 months ago 6Is there a reason to prefer minus eighty here, or is minus twenty genuinely enough? – w_okoye 3 months ago add a comment