Letter: Kinetic negative co-operativity in the allosteric model of Monod, Wyman and Changeux

The co-operativity of homotropic interactions between substrate molecules in oligomeric enzymes is analyzed in the frame of the concerted transition theory of Monod et al. (1965). A discussion of the Hill coefficient n_H allows determination of the conditions for negative co-operativity (n_H < 1). This phenonomenon, usually taken as indicative of a sequential mechanism (Koshland et al., 1966), can be accounted for by the concerted model when the enzyme represents a K-V or V system, i.e. when the two protomer conformational states postulated in the theory differ in their catalytic activity. However, only negative co-operativity for catalysis can be explained by the concerted model, not negative co-operativity of binding.     

Kinetic implications of the occurrence of several relaxations in the conformational transition of mnemonical enzymes

If the conformational transition involved in enzyme memory occurs in several elementary steps, the time constant of the overall 'slow' relaxation is mostly determined by the individual values of the rate constants pertaining to the overall transconformation. The extent of kinetic co-operativity of the enzyme reaction, however, is mostly controlled by the degree of reversibility of the elementary steps of the conformational transition. There is then no simple relation between the time scale of the 'slow' transition and the extent of kinetic co-operativity of the enzyme reaction. A slow transition of about 10(-3) s-1 is therefore perfectly compatible with a strong positive or negative co-operativity and in particular with the negative co-operativity observed with wheat germ hexokinase LI. The relationship that has been established recently [Pettersson, G. (1986) Eur. J. Biochem. 154, 167-170] between the 'slow' enzyme relaxation and the extent of kinetic co-operativity holds only in the specific case where the transconformation occurs in one step. Owing to the possible occurrence of a multistep conformation change, the lack of this relationship means nothing as to the validity, or the invalidity, of the concept of mnemonical transition. More informative than the time scale of the 'slow' transition is its dependence with respect to glucose and glucose 6-phosphate, which both react with the enzyme. The effect of reaction products on the modulation of kinetic co-operativity is also of cardinal importance in the diagnosis of enzyme memory. Since an alternative model has been recently proposed by Pettersson (cited above) to explain the mechanistic origin of kinetic co-operativity of monomeric enzymes, the effect of products on the kinetic co-operativity predicted by this alternative model has been studied theoretically, in order to determine whether it is consistent with the experimental results obtained with wheat germ hexokinase LI. This analysis shows that the predictions of this model are in total disagreement with both the predictions of the mnemonical model and the experimental results obtained with wheat germ hexokinase LI, as well as with other enzymes. This alternative model cannot therefore be considered as a sensible explanation of the mechanistic origin of co-operativity of monomeric enzymes. It is therefore concluded that the mnemonical model which rests on numerous experimental results, obtained by different research groups, on different enzymes is the simplest and most likely explanation of the kinetic subtleties displayed by some monomeric enzymes, and in particular wheat germ hexokinase LI.     

Kinetic co-operativity of monomeric mnemonical enzymes. The significance of the kinetic Hill coefficient

The expression of the kinetic Hill coefficient for a two-substrate, two-product mnemonical enzyme has been derived. Its relation with the gamma coefficient, that is the slope of the reciprocal plots for 1/[A]----O, has been established. The variation of this Hill coefficient, as a function of the second substrate and product concentrations, has been studied theoretically. Whereas the gamma coefficient does not vary as a function of the substrate and first product concentrations, the kinetic Hill coefficient does. If the enzyme is positively co-operative, the Hill coefficient increases upon increasing the second substrate concentration and decreases if the first product concentration is increased. The converse is expected to occur if the enzyme displays a negative co-operativity. The last product may either reverse a positive co-operativity into a negative one or, alternatively, strengthen an already negative co-operativity. The co-operativity generated by the mnemonical model has been compared to the kinetic behaviour of a random model. These two models have been shown to be discriminated on the basis of the departure they show with respect to the Michaelis-Menten behaviour. These theoretical considerations have been applied to previously published data, obtained with wheat germ hexokinase LI. This monomeric enzyme has a negative co-operativity with respect to the preferred substrate, glucose. The Hill coefficient decreases with MgATP concentration, increases with MgADP concentration and decreases with glucose-6-phosphate concentration. This is exactly what is to be expected on the basis of the above theory of kinetic co-operativity.     

The measurement process in biological systems: a new phenomenology.

A quantum theoretic approach to the problem of specific biological interactions at the molecular level, is presented. The concept of a “measuring system” in analogy with the enzyme macromolecule is used. The main hypothesis is that in the course of an enzymic reaction, the enzyme will specify the eigenvalues of the observables associated with the substrate, on some particular quantum states. Then, any “perturbation” induced in the substrate, will also be specified by the enzyme. In this context, the enzymic substrate is “perturbed” by an electromagnetic field and the physical transition S → S¹ thus induced is “measured” in the E_(S) + S¹ enzyme reaction, as compared with the control E_(S) + S reaction. The effect on the enzyme reaction is manifested by an enhancement of the reaction rate appearing periodically at well defined substrate irradiation times. The minimum substrate irradiation time inducing the first effect, termed t_m and the fixed time period that always appears to delimit two successive rate effects, termed the τ-parameter, are enzyme dependent. The same idea was used to devise an experimental model for the study of some more general interactions, within cellular systems. The growth of auxotrophic micro-organisms in minimal media supplemented with irradiated growth factors was followed. The pattern of growth stimulations obtained with this model, displays a similarity with the periodic enhancements of enzymic rates, obtained with irradiated substrates. This new type of evidence may suggest a characteristic of biological specificity, previously unrecognized.     

Differences between CTP and ATP as substrates for the (Na + K)-ATPase

CTP was a poorer substrate than ATP when substituted in the (Na + K)-ATPase reaction assay, not only in terms of K_m but also of V. CDP was a poorer inhibitor than ADP, so product inhibition cannot account for CTP being a poorer substrate. In the Na-ATPase reaction, which the enzyme also catalyzes, substituting CTP for ATP resulted in greater activity, arguing against CTP being less effective than ATP in forming the enzyme-phosphate intermediate common to both reactions. Ligands that favor the E₂ conformational state of the enzyme, K⁺, Mg²⁺, and Mn₂⁺, inhibited the (Na + K)-CTPase reaction more than the (Na + K)-ATPase. Conversely, Triton X-100, which favors the E₁ conformational state of the enzyme, K⁺, Mg²⁺, and Mn²⁺, inhibited the (Na + K)-CTPase ATPase reaction but stimulated the (Na + K)-CTPase. Although the (Na + K)-ATPase reaction sequence probably involves cyclical interconversion between E₁ and E₂ conformational states (and is thus inhibitable by ligands favoring either state), the K-phosphatase reaction catalyzed by the enzyme apparently functions entirely in the E₂ state. This reaction is better stimulated by CTP plus Na⁺ than by ATP plus Na⁺; moreover, CTP lessens inhibition by Triton X-100, and ATP lessens inhibition by inorganic phosphate (which reacts with the E₂ state). These observations indicate that CTP is a poorer substrate than ATP because it is less effective in promoting conversion of E₂ to E₁, essential for the (Na + K)-dependent reaction mechanism. However, contrary to this rationale, dimethyl sulfoxide stimulated the (Na + K)-CTPase reaction although by other criteria, including inhibition of the (Na + K)-ATPase, the reagent appears to favor the E₂ over the E₁ conformational state.     

Generalized microscopic reversibility, kinetic co-operativity of enzymes and evolution.

Generalized microscopic reversibility implies that the apparent rate of any catalytic process in a complex mechanism is paralleled by substrate desorption in such a way that this ratio is held constant within the reaction mechanism [Whitehead (1976) Biochem. J. 159, 449--456]. The physical and evolutionary significances of this concept, for both polymeric and monomeric enzymes, are discussed. For polymeric enzymes, generalized microscopic reversibility of necessity occurs if, within the same reaction sequence, the substrate stabilizes one type of conformation of the active site only. Generalized microscopic reversibility suppresses the kinetic co-operativity of the slow transition model [Ainslie, Shill & Neet (1972) J. Biol. Chem. 247, 7088--7096]. This situation is obtained if the free-energy difference between the corresponding transition states of the two enzyme forms is held constant along the reaction co-ordinate. This situation implies that the 'extra costs' of energy (required to pass each energy barrier) that are not covered by the corresponding binding energies of the transition states vary in a similar way along the two reaction co-ordinates. The regulatory behaviour of monomeric enzymes is discussed in the light of the concept of 'catalytic perfection' proposed by Albery & Knowles [(1976) Biochemistry 15, 5631--5640]. These authors claim that an enzyme will be catalytically 'perfect' when its catalytic efficiency is maximum. If this situation occurs for a monomeric enzyme obeying either the slow transition or the mnemonical model, it can be shown that the kinetic co-operativity disappears. In other words, kinetic co-operativity of a monomeric enzyme is 'paid for' at the expense of catalytic efficiency, and the monomeric enzyme cannot be simultaneously co-operative and catalytically very efficient. This is precisely what has been found experimentally in a number of cases.     

Computational analyses of the conformational itinerary along the reaction pathway of GH94 cellobiose phosphorylase

GH94 cellobiose phosphorylase (CBP) catalyzes the phosphorolysis of cellobiose into α-d-glucose 1-phosphate (G1P) and d-glucose with inversion of anomeric configuration. The complex crystal structure of CBP from Cellvibrio gilvus had previously been determined; glycerol, glucose, and phosphate are bound to subsites −1, +1, and the anion binding site, respectively. We performed computational analyses to elucidate the conformational itinerary along the reaction pathway of this enzyme. autodock was used to dock cellobiose with its glycon glucosyl residue in various conformations and with its aglycon glucosyl residue in the low-energy ⁴C₁ conformer. An oxocarbenium ion-like glucose molecule mimicking the transition state was also docked. Based on the clustering analysis, docked energies, and comparison with the crystallographic ligands, we conclude that the reaction proceeds from ¹S₃ as the pre-transition state conformer (Michaelis complex) via E₃ as the transition state candidate to ⁴C₁ as the G1P product conformer. The predicted reaction pathway of the inverting phosphorylase is similar to that proposed for the first-half glycosylation reaction of retaining cellulases, but is different from those for inverting cellulases. NAMD was used to simulate molecular dynamics of the enzyme. The ¹S₃ pre-transition state conformer is highly stable compared with other conformers, and a conformational change from ⁴C₁ to ^1,4B was observed.     

A quantum model for controlled enzymic reactions

A quantum model for the general enzymic reaction,E+S ⇌ ES → P, is presented, starting with the assumptions that any chemical substanceS, which may be a substrate for a particularE _(S)-enzyme is a microphysical system and any enzymeE-molecule, capable of interacting with anS-substrate is a “measuring system” which will “measure” one or more of theS-observables. According to the above assumptions a stochastic model of the reaction is constructed and a computer simulation of the steady state performed. The results thus obtained predicted fluctuations in the enzymic reaction rate, function of the substrate “perturbation”. On an experimental basis it is demonstrated that the irradiation of an enzymic substrate with low energies results in the inducement of a dose-dependent oscillatory behavior in the corresponding enzymic reaction rate. In the reaction type, the oscillations thus induced in theE-activity by the corresponding substrates are out-of-phase, realizing a biochemical discriminating net. Likewise, in an reaction type, the oscillations induced by the irradiatedS-substrate in the activities of the respective enzyme, realize a biochemical switching net.     

pH-induced co-operative effects in hysteretic enzymes. 1. A theoretical model of a new type of co-operative behaviour controlled by pH

A new model which provides an explanation for pH-induced co-operativity of hysteretic enzymes is proposed. The essence of the model is that a region, or a domain, of the enzyme undergoes a spontaneous 'slow' conformational change which does not affect the geometry of the active site. The region which undergoes this spontaneous conformational transition bears an ionizable group. Kinetic co-operativity occurs if the pK of this ionizable group changes upon this conformational transition. Thus co-operativity does not arise from a distortion of the active site. An interesting prediction of the model is that at 'extreme' pH values co-operativity must be suppressed. Although the kinetic equation pertaining to the model is of the 2:2 type, co-operativity is not maximum or minimum at half-saturation of the enzyme by the substrate, as occurs with 2:2 binding isotherms. A new index of maximum or minimum kinetic co-operativity, whether this extreme occurs at half-saturation or not, has been proposed which allows the change of kinetic co-operativity to be followed as a function of pH. It is believed that this model will be useful in explaining the behaviour of enzymes attached to biological polyelectrolytes, such as membranes or cell envelopes.     

Optical characterization of intermediates in the water-splitting enzyme system of photosynthesis — possible states and configurations of manganese and water

Absorption changes coupled with the individual transitions S₀–S₃ and redox reactions in the water-splitting enzyme system S of photosynthesis have been measured. The principal difficulties of measuring the very small absorption changes in the ultraviolet coupled with those reactions have been reduced drastically through the use of a highly purified Photosystem II complex isolated from the Cyanobacterium synechococcus. The general problem caused by the mixing of the S states during a train of flashes and the falsification through the overlap with absorption changes of Q_B (binary oscillations) have been treated as follows. (1) The binary oscillations were bypassed through the use of silicomolybdate and high concentrations of DCBQ, respectively, as external electron acceptor. (2) Stable absorption changes of the mixed S-state transitions have been deconvoluted through fitting procedures to get the changes of the individual transitions of S₁ → S₂ → S₃ → S₀ → S₁. (3) Kinetically resolved absorption changes of the S-states in the 100-μs range gave independent information on the individual transitions. (4) Stable absorption changes of the S₀ → S₁ transitions in the forefront were induced after shifting the S states through low concentrations of NH₂OH two units backwards. Analysis of the resulting sequence S_x → S₀ → S₁ → S₂ → S₃ → S₀, beginning with an NH₂OH depending pre-state, S_x, and followed by an S₀ → S₁ transition not mixed with the opposite S₃ → S₀ transition, increased the conclusiveness considerably. It results that the ultraviolet spectrum of the S₀ → S₁ transition is different from the spectra of the S₁ → S₂ and S₂ → S₃ transition. Possible states of manganese, water and surplus charges responsible for these spectra are presented.     

Minimal models of multi-site ligand-binding kinetics

Mathematical models based on the current understanding of co-operativity in ligand binding to the (macro) molecule and relating the dose-response (saturation) curve of the (macro) molecule ligation to intrinsic dissociation constants characterizing the affinities of ligand for binding sites of both unliganded and partly liganded (macro) molecule have been developed. The simplified models disregarding the structural properties and considerations concerning conformational changes of the (macro) molecule retain the ability to yield sigmoid curves of ligand binding and reflect the co-operativity. Model 1 contains only three parameters, parameter κ (a multiplier characterising the change in the affinity) reflects also the existence and type of co-operativity of ligand binding: κ<1 corresponds to positive co-operativity, κ>1 to the negative and κ=1 to the absence of any co-operativity. Model 2 contains an extra parameter, ω, equilibrium constant for the T₀↔R₀ transition but fails to produce dose-response, which would suggest negative co-operativity. For any fixed n>1, the deviation of the dose-response (saturation) curve from the Henri hyperbola depends either solely on parameter κ (Model 1) or also on parameter ω (Model 2). The (macro) molecule being a receptor, both models yield a diversity of dose-response curves due to possible variety of efficacies of the (macro) molecule. The models may be considered as extensions of the Henri model: in case the dissociation constants remain unchanged, the proposed models are reduced to the latter.     

Substrate-dependent activation energy of the reaction catalyzed by monoamine oxidase

The effect of temperature on the deamination of 5-hydroxytryptamine, tyramine, and phenethylamine by monoamine oxidase (MAO) of human placenta, beef liver, and rat liver has been studied. Both MAO A and MAO B activities are influenced by the lipid-phase transition and, in some cases, another type of transition. The estimates of activation energy (E_act) for the deamination of 5-hydroxytryptamine, phenethylamine, tyramine, dopamine, and pentylamine at 5–20 °C show that a given substrate is associated with a particular value irrespective of the source of MAO acting upon it. The substrate dependence of E_act is explained by the differences in lipophilicity of the various substrates. The interaction of enzyme and the lipids in the environment of its active site would differ with each substrate, and would give rise to different activated complexes, each corresponding to a given substrate. The E_act values are presumably related to these complexes, rather than to enzyme alone.     

Generalized rate equation for single-substrate enzyme catalyzed reactions

The most widely used rate expression for single-substrate enzyme catalyzed reactions, namely the Michaelis-Menten kinetics is based upon the assumption that enzyme concentration is in excess of the substrate in the medium and the rate is mainly limited by the substrate concentration according to saturation kinetics. However, this is only a special case and the actual rate expression varies depending on the initial enzyme/substrate ratio (E₀/S₀). When the substrate concentration exceeds the enzyme concentration the limitation is due to low enzyme concentration and the rate increases with the enzyme concentration according to saturation kinetics. The maximum rate is obtained when the initial concentrations of the enzyme and the substrate are equal. A generalized rate equation was developed in this study and special cases were discussed for enzyme catalyzed reactions.     

Kinetic manifestations of allosteric interactions in models of regulatory enzymes with "indirect" co-operativity

The shape of the plots of initial reaction rate (ν) versus initial substrate concentration ([S]₀) and versus initial concentration of allosteric effector ([F]₀) for the model of allosteric enzyme of Monod, Wyman &; Changeux (1965) and for the model of dissociating regulatory enzyme has been analysed by means of the inconstant exponent (q) for substrate or effector concentration, respectively. It has been shown that allosteric interactions in above-mentioned models with “indirect” co-operativity may be manifested not only by the sigmoidal shape of the plot of ν versus [S]₀ or ν versus [F]₀ (with one point of inflexion) but also by the increase in the magnitude of exponent q in progress of saturation process of the enzyme by the substrate or by the effector in the absence of the sigmoidal shape of these plots. It has been shown also that the plot of ν versus [S]₀ has two inflexion points when the parameters have certain definite values. One of these inflexion points (or even both at definite values of the parameters) is hardly discernible. At certain definite values of the parameters two inflexion points may be kinetically manifested by such phenomenon as “negative” co-operativity (q < 1). This is possible if one of the interconvertable enzyme forms exceeds another not only in the affinity to the substrate but also in the value of the rate constant for catalytic breakdown of the enzyme-substrate complex.     

Acid phosphatase from maize scutellum: Negative cooperativity suppression by glucose

Acid phosphatase purified from maize scutellum, upon acylation with succinic anhydride, still shows negative co-operativity for the hydrolysis of glucose-6-phosphate at pH 5.4. This phenomenon is abolished by glucose, for both native and succinylated enzymes, through stimulation of the initial velocities at sub-optimal substrate concentrations. However, negative co-operativity for the enzymatic hydrolysis of p-nitrophenylphosphate at pH 5.4 is suppressed only at high concentrations of glucose. Furthermore, the hydrolysis of p-nitrophenylphosphate is noncompetitively inhibited (low affinity form of the enzyme molecule) by glucose, which suggests the existence of different substrate binding sites.     

Thermodynamic profiles of penicillin G hydrolysis catalyzed by wild-type and Met→Ala168 mutant penicillin acylases from Kluyvera citrophila

The Met-168 residue in penicillin acylase from Kluyvera citrophila was changed to Ala by oligonucleotide site-directed mutagenesis. The Ala-168 mutant exhibited different substrate specificity than wild-type and enhanced thermal stability. The thermodynamic profiles for penicillin G hydrolysis catalyzed by both enzymes were obtained from the temperature dependence of the steady-state kinetic parameters K_m and k_cat. The high values of enthalpy and entropy of activation determined for the binding of substrate suggest that an induced-fit-like mechanism takes place. The Met→Ala168 mutation unstabilizes the first transition-state (E··S^≠) and the enzyme-substrate complex (ES) causing a decrease in association equilibrium and specificity constants in the enzyme. However, no change is observed in the acyl-enzyme formation. It is concluded that residue 168 is involved in the enzyme conformational rearrangements caused by the interaction of the acid moiety of the substrate at the active site.     

1-Aminocyclopropanecarboxylate synthase, a key enzyme in ethylene biosynthesis

1-Aminocyclopropanecarboxylate (ACC) synthase, which catalyzes the conversion of S-adenosylmethionine (SAM) to ACC and methylthioadenosine, was demonstrated in tomato extract. Methylthioadenosine was then rapidly hydrolyzed to methylthioribose by a nucleosidase present in the extract. ACC synthase had an optimum pH of 8.5, and a K_m of 20 μm with respect to SAM. S-Adenosylethionine also served as a substrate for ACC synthase, but at a lower efficiency than that of SAM. Since S-adenosylethionine had a higher affinity for the enzyme than SAM, it inhibited the reaction of SAM when both were present. S-Adenosylhomocysteine was, however, an inactive substrate. The enzyme was activated by pyridoxal phosphate at a concentration of 0.1 μm or higher, and competitively inhibited by aminoethoxyvinylglycine and aminooxyacetic acid, which are known to inhibit pyridoxal phosphate-mediated enzymic reactions. These results support the view that ACC synthase is a pyridoxal enzyme. The biochemical role of pyridoxal phosphate is catalyzing the formation of ACC by α,γ-elimination of SAM is discussed.     

Equilibrium ligand binding assays using labeled substrates: nature of the errors introduced by radiochemical impurities

The effects of radiochemical impurities in a labeled substrate on the characteristics of the experimental equilibrium binding plots were examined. The protein (receptor) was assumed to be a monomer or an oligomer composed of identical, noninteracting subunits. The substrate was assumed to be chemically and radiochemically impure (Case I) or just radiochemically impure (Case II). In both cases, the apparent free substrate concentration required for half-saturation of the protein, [S]_0.5,app, increases linearly with increasing total protein concentration. Reciprocal plots and Scatchard plots are nonlinear. The curvature of both plots is opposite to that observed for the heterogeneity of binding sites. Hill plots are curved with average slopes >1 in the region of half-saturation. If the radiochemical impurity goes undetected, the experimental data might lead an investigator to suggest a number of unnecessarily complicated binding models. The plots obtained in the presence of a radiochemical impurity are very similar to those seen when the receptor protein is a dissociable dimer and K_s (monomer) <K_s (dimer). However, in the dimer model the variation of [S]_0.5 with total protein concentration is nonlinear. The most direct way of assessing the radiochemical purity of a labeled substrate is to vary the binding protein concentration at a fixed concentration of S¹. If all of the radioactivity resides in S¹, the concentration of the PS¹ complex will approach [S¹]_t as [P]_t increases, while the free unbound radioactivity will be driven toward zero. If the labeled substrate is radiochemically impure, “saturating” protein will not bind all of the label. This procedure will detect some types of major impurities missed by paper chromatography (e.g., ³H₂O and nonreactive isomers of S¹).     

Lipases fromRhizomucor miehei andHumicola lanuginosa: Modification of the lid covering the active site alters enantioselectivity

The homologous lipases fromRhizomucor miehei andHumicola lanuginosa showed approximately the same enantioselectivity when 2-methyldecanoic acid esters were used as substrates. Both lipases preferentially hydrolyzed theS-enantiomer of 1-heptyl 2-methyldecanoate (R. miehei:E _S =8.5;H. lanuginosa:E _S =10.5), but theR-enantiomer of phenyl 2-methyldecanoate (E _R =2.9). Chemical arginine specific modification of theR. miehei lipase with 1,2-cyclohexanedione resulted in a decreased enantioselectivity (E _R =2.0), only when the phenyl ester was used as a substrate. In contrast, treatment with phenylglyoxal showed a decreased enantioselectivity (E _S =2.5) only when the heptyl ester was used as a substrate. The presence of guanidine, an arginine side chain analog, decreased the enantioselectivity with the heptyl ester (E _S =1.9) and increased the enantioselectivity with the aromatic ester (E _R =4.4) as substrates. The mutation, Glu 87 Ala, in the lid of theH. lanuginosa lipase, which might decrease the electrostatic stabilization of the open-lid conformation of the lipase, resulted in 47% activity compared to the native lipase, in a tributyrin assay. The Glu 87 Ala mutant showed an increased enantioselectivity with the heptyl ester (E _S =17.4) and a decreased enantioselectivity with the phenyl ester (E _R =2.5) as substrates, compared to native lipase. The enantioselectivities of both lipases in the esterification of 2-methyldecanoic acid with 1-heptanol were unaffected by the lid modifications.     

β-sheet to α-helix conversion and thermal stability of β-Galactosidase encapsulated in a nanoporous silica gel

The effect on protein conformation and thermal stability was studied for β-Galactosidase (β-Gal) encapsulated in the nanopores of a silicate matrix (E_β-Gal). Circular dichroism spectra showed that, compared with the enzyme in buffer (S_β-Gal), E_β-Gal exhibited a higher content of α-helix structure. Heating E_β-Gal up to 75?°C caused a decrease in the content of β-sheet structure and additional augments on E_β-Gal components attributed to helical content, instead of the generalized loss of the ellipticity signal observed with S_β-Gal. Steady state fluorescence spectroscopy analysis evidenced an E_β-Gal structure less compact and more accessible to solvent and also less stable against temperature increase. While for S_β-Gal the denaturation midpoint (Tm) was 59?°C, for E_β-Galit was 48?°C. The enzymatic activity assays at increasing temperatures showed that in both conditions, the enzyme lost most of its hydrolytic activity against ONPG at temperatures above 65?°C and E_β-Gal did it even at lower T values. Concluding, confinement in silica nanopores induced conformational changes on the tertiary/cuaternary structure of E_β-Gal leading to the loss of thermal stability and enzymatic activity.