Surfactant-induced unfolding is a significant degradation pathway for detergent enzymes. This study examines the kinetics of surfactant-induced unfolding for endoglucanase III, a detergent cellulase, under conditions of varying pH, temperature, ionic strength, surfactant type, and surfactant concentration. Interactions between protein and surfactant monomer are shown to play a key role in determining the kinetics of the unfolding process. We demonstrate that the unfolding rate can be slowed by (1) modifying protein charge and/or pH conditions to create electrostatic repulsion of ionic surfactants and (2) reducing the amount of monomeric ionic surfactant available for interaction with the enzyme (i.e., by lowering the critical micelle concentration). Additionally, our results illustrate that there is a poor correlation between thermodynamic stability in buffer (DeltaG(unfolding)) and resistance to surfactant-induced unfolding.
This paper describes a new test machine that has been designed to measure the strength of single particles in the size range of 102–103 μm. The device is a vibrating box that subjects each particle in the sample to a large number of impacts of known but variable strength. By tracking the size and shape of the particles as a function of the number of impacts, their strength characteristics against the mechanisms of fracture, fatigue and attrition can be differentiated. The number of particles tested in one sample is restricted in order to make any particle‐particle interaction negligible but is sufficiently large that the distribution of these characteristics can be determined.
Detergent proteases and amylases generally bind Ca(2+) ions. These bound ions enhance enzyme stability, reducing the rates of degradative reactions such as unfolding and proteolysis. Thus, surfactant aggregates, such as micelles, affect protease and amylase stability indirectly, by competing with the enzymes for Ca(2+) ions. Dissociation constants for Ca(2+) interactions with anionic surfactant micelles are in the 10(-3) to 10(-2) M range. These interactions are weak relative to enzyme-Ca(2+) interactions (K(d) of order 10(-6) M). However, surfactant is typically present at much higher concentration than enzyme, and it is the Ca(2+)-micelle equilibrium that largely determines the amount of free Ca(2+) available for binding to enzymes. The problem of surfactant-mediated Ca(2+) removal from enzymes can be avoided by adding calcium to a detergent formulation in an amount such that the concentration of free Ca(2+) is around 10(-5)M.
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