INTERACTION OF PLASMIN WITH ALPHA-2 MACROGLOBULIN (α2 M): EFFECT OF ANTIFIBRINOLYTIC AGENTS

1987 ◽  
Author(s):  
J Steiner ◽  
D Strickland

Harpel (Harpel, P.C. (1981) J. Clin. Invest 68, 46-55) reported that levels of α2M-plasmin complexes are elevated in patients receiving urokinase. He found that the distribution of plasmin between the two inhibitors, α2M and α2-plasmin inhibitor (α2PI) is dependent upon whether plasmin is added directly to plasma, or whether plasminogen in plasma is activated to plasmin by urokinase. In order to investigate possible mechanisms regulating the distribution of plasmin between these two inhibitors, a study was initiated to examine the effects of antifibrinolytic agents on the reaction of plasmin with α2M. The kinetics of the reaction were measured by monitoring conformational changes in the inhibitor resulting from exomplex formation. In order to minimize nonspecific proteolysis of the inhibitor by plasmin, the reaction was performed under conditions where the concentration of α2M was greater than that of the enzyme. The reaction between Lys77-plasmin and α2M followed second order kinetics with a rate constant of 1.8 X 105M-1 s-1. This rate was not affected 1 mM EACA or by 10 uM histidine rich glycoprotein (HRG). Further, it was found that the rate of Val442-plasmin was essentially the same as that found for Lys77-plasmin. Therefore, the binding of these ligands to the lysine binding sites of plasmin do not affect the association rate between plasmin and α2M. This is in contrast to the reaction of plasmin with α2-PI, where the binding of ligands to the lysine binding sites of plasmin reduce the rate of the reaction (Petersen & Clerrmensen (1981) Biochem. J. 199, 121-127). The kinetic constants measured predict that under conditions when the lysine binding sites of plasmin are occupied, α2M will effectively compete with α2PI in inhibiting plasmin. Further, these studies inplicate HRG as a molecule capable of regulating the distribution of plasmin between these two inhibitors.

1992 ◽  
Vol 285 (2) ◽  
pp. 419-425 ◽  
Author(s):  
U Christensen ◽  
L Mølgaard

The kinetics of a series of Glu-plasminogen ligand-binding processes were investigated at pH 7.8 and 25 degrees C (in 0.1 M-NaCl). The ligands include compounds analogous to C-terminal lysine residues and to normal lysine residues. Changes of the Glu-plasminogen protein fluorescence were measured in a stopped-flow instrument as a function of time after rapid mixing of Glu-plasminogen and ligand at various concentrations. Large positive fluorescence changes (approximately 10%) accompany the ligand-induced conformational changes of Glu-plasminogen resulting from binding at weak lysine-binding sites. Detailed studies of the concentration-dependencies of the equilibrium signals and the rate constants of the process induced by various ligands showed the conformational change to involve two sites in a concerted positive co-operative process with three steps: (i) binding of a ligand at a very weak lysine-binding site that preferentially, but not exclusively, binds C-terminal-type lysine ligands, (ii) the rate-determining actual-conformational-change step and (iii) binding of one more lysine ligand at a second weak lysine-binding site that then binds the ligand more tightly. Further, totally independent initial small negative fluorescence changes (approximately 2-4%) corresponding to binding at the strong lysine-binding site of kringle 1 [Sottrup-Jensen, Claeys, Zajdel, Petersen & Magnusson (1978) Prog. Chem. Fibrinolysis Thrombolysis 3, 191-209] were observed for the C-terminal-type ligands. The finding that the conformational change in Glu-plasminogen involves two weak lysine-binding sites indicates that the effect cannot be assigned to any single kringle and that the problem of whether kringle 4 or kringle 5 is responsible for the process resolves itself. Probably kringle 4 and 5 are both participating. The involvement of two lysine binding-sites further makes the high specificity of Glu-plasminogen effectors more conceivable.


In an attempt to study the properties of acetylcholine receptors in intestinal smooth muscle, measurements have been made of the uptake of tritium-labelled atropine and methylatropinium, and of 14 C-labelled methylfurmethide by the longitudinal muscle of guinea-pig small intestine in vitro . Substantial amounts of atropine were taken up from very dilute solutions, a clearance of 160 ml. per g tissue (wet weight) being achieved at the lowest concentration tested (1.5 × 10 -10 M). Analysis of the curve relating atropine uptake at equilibrium to the bath concentration, which was explored over a concentration range 1.5 × 10 -10 M to 2.5 × 10 -3 M, enabled three components to be distinguished: (1) A binding site with a capacity of 180 pmoles/g, and equilibrium constant 1.1 × 10 -9 M. (2) A binding site of capacity about 1000 pmoles/g and equilibrium constant about 5 × 10 -7 M. (3) A compartment with a clearance of 4.7 ml./g (nonsaturable). The equilibrium constant of the first binding site agreed exactly with that measured for acetylcholine antagonism in the same tissue. Methylatropinium was taken up in rather smaller amounts than atropine, and analysis of the uptake curve showed a binding site of capacity about 90 pmoles/g with an equilibrium constant 6.5 × 10 -10 M, an ill-defined series of binding sites with much higher equilibrium constants, and a constant clearance of about 0.4 ml. /g. Analysis of this curve was much less clear cut than that of atropine. The equilibrium constant for blockade of acetylcholine receptors by methylatropinium was 4.7 × 10 -10 M. Atropine was not taken up appreciably by striated muscle, nerve or tendon of the guineapig; hydrolysed atropine was not taken up by smooth muscle (and lacks atropinic activity); cocaine and d -tubocurarine in high concentrations did not affect atropine uptake; lachesine and benzhexol blocked atropine uptake competitively at low concentrations, and with lachesine the equilibrium constant for this interaction agreed with that measured for acetylcholine antagonism (1.4 × 10 -9 M). These findings suggested that the atropine taken up could be related to receptor-bound drug. The kinetics of atropine uptake and washout were studied over the concentration range 0.5-5 × 10 -9 M. Uptake and washout took place approximately exponentially between 2½ and 50 min, and the rate constant was 4.5-5 × 10 -4 s -1 for both uptake and washout. The uptake rate constant did not increase with concentration. This contrasted with the kinetics of receptor blockade, which took place much faster, with a rate constant which increased linearly with concentration, in accordance with the theoretical kinetic behaviour of a single binding site. This finding precluded a simple identification of atropine taken up with receptor-bound drug. Studies with various metabolic inhibitors suggested that no metabolic energy was required for the accumulation of atropine, and by dialysis experiments, the atropine taken up was shown to be bound in homogenized tissue. A theoretical study, using an analogue computer, was made of the kinetic properties of three passive binding systems, in order to see whether the observed kinetic behaviour could be simulated. It was found that a system of four binding sites in series, with only one communicating directly with the surrounding medium, could show these kinetic properties, and the outermost binding site could still show the kinetic behaviour of receptors. Experimental testing of this model demands more accurate kinetic measurements than can be made by the method used in this study. The acetylcholine-like stimulant, methylfurmethide, was taken up very slowly (taking more than 24 h to reach equilibrium), reaching a clearance of about 5 ml. /g after 6 h. This uptake was unaffected by atropine in a concentration sufficient to block 80% of acetylcholine receptors, but was blocked by depolarization in high potassium solution, suggesting that it was behaving passively as a slowly permeant cation. No uptake referable to acetylcholine receptors was detected. These findings are discussed in relation to the abundance and chemical behaviour of acetylcholine receptors in smooth muscle, and in relation to current theories of drug action.


1969 ◽  
Vol 114 (4) ◽  
pp. 719-724 ◽  
Author(s):  
Charles Phelps ◽  
Eraldo Antonini

1. Static titrations reveal an exact stoicheiometry between various haem derivatives and apoperoxidase prepared from one isoenzyme of the horseradish enzyme. 2. Carbon monoxide–protohaem reacts rapidly with apoperoxidase and the kinetics can be accounted for by a mechanism already applied to the reaction of carbon monoxide–haem derivatives with apomyoglobin and apohaemoglobin. 3. According to this mechanism a complex is formed first whose combination and dissociation velocity constants are 5×108m−1sec.−1 and 103sec.−1 at pH9·1 and 20°. The complex is converted into carbon monoxide–haemoprotein in a first-order process with a rate constant of 235sec.−1 for peroxidase and 364sec.−1 for myoglobin at pH9·1 and 20°. 4. The effects of pH and temperature were examined. The activation energy for the process of complex-isomerization is about 13kcal./mole. 5. The similarity in the kinetics of the reactions of carbon monoxide–haem with apoperoxidase and with apomyoglobin suggests structural similarities at the haem-binding sites of the two proteins.


2016 ◽  
Vol 15 (2) ◽  
pp. 62 ◽  
Author(s):  
Heri Septya Kusuma ◽  
Mahfud Mahfud

Sandalwood and its oil, is one of the oldest known perfume materials and has a long history (more than 4000 years) of use as mentioned in Sanskrit manuscripts. Sandalwood oil plays an important role as an export commodity in many countries and its widely used in the food, perfumery and pharmaceuticals industries. The aim of this study is to know and verify the kinetics and mechanism of microwave-assisted hydrodistillation of sandalwood based on a second-order model. In this study, microwave-assisted hydrodistillation is used to extract essential oils from sandalwood. The extraction was carried out in ten extraction cycles of 15 min to 2.5 hours. The initial extraction rate, the extraction capacity and the second-order extraction rate constant were calculated using the model. Kinetics of oil extraction from sandalwood by microwave-assisted hydrodistillation proved that the extraction process was based on the second-order extraction model as the experimentally done in three different steps. The initial extraction rate, h, was 0.0232 g L-1 min-1, the extraction capacity, CS, was 0.6015 g L-1, the second-order extraction rate constant, k, was 0.0642 L g-1 min-1 and coefficient of determination, R2, was 0.9597.


1973 ◽  
Vol 51 (4) ◽  
pp. 582-587 ◽  
Author(s):  
M. L. Cotton ◽  
H. B. Dunford

In order to investigate the nature of compounds I and II of horseradish peroxidase, the kinetics were studied of ferrocyanide oxidation catalyzed by these compounds which were prepared from three different oxidizing agents. The pH dependence of the apparent second-order rate constant for ferrocyanide oxidation by compound I, prepared from ethyl hydroperoxide and m-chloroperbenzoic acid, was interpreted in terms of an ionization on the enzyme with a pKa = 5.3, identical to that reported previously for hydrogen peroxide. The second-order rate constant for the compound II-ferrocyanide reaction also showed the same pH dependence for the three oxidizing substrates. However, with more accurate results, the compound II-ferrocyanide reaction was reinterpreted in terms of a single ionization with pKa = 8.5. The same dependence of ferrocyanide oxidation on pH suggests structurally identical active sites for compounds I and II prepared from the three different oxidizing substrates.


2021 ◽  
Vol 316 ◽  
pp. 170-174
Author(s):  
Elena G. Filatova ◽  
Yury N. Pozhidaev

Adsorption isotherms of Ni (II) and Cu (II) ions by alumino-silicates, modified with N, N'-bis (3-triethoxysilylpropyl) thiocarbamide (BTM-3), and HCl, were obtained. The adsorption kinetics of heavy metal ions is studied, using the kinetic pseudo-first and pseudo-second order models. It is shown that, when alumino-silicates are modified, the rate and energy of adsorption increase. It is established that the kinetics of the adsorption of the studied ions is best described by a pseudo-second order model. The maximum value of the adsorption rate constant of 33.7∙10-5 g/ (mmol min) corresponds to nickel (II) ions for alumino-silicates, modified with HCl. The maximum value of the adsorption rate constant value of 2.91∙10-5 g/ (mmol min) for alumino-silicates, modified with BTM-3, corresponds to Cu (II) ions.


1964 ◽  
Vol 42 (4) ◽  
pp. 934-940 ◽  
Author(s):  
P. F. Barrett ◽  
W. MacF. Smith

The kinetics of the formation of the bidentate monocomplex of 1,10-phenanthroline and nickel (II) have been examined spectrophotometrically at ionic strength 0.5 over the range of temperatures 8 to 37 °C and over the range of hydrogen ion concentrations 0.01 to 0.30 molar. The kinetic behavior over the range of conditions is consistent with that found at 25 °C by Margerum, Bystroff, and Banks. The limiting values for the second-order rate constant for the reaction at high acidities have been assessed and imply associated values of ΔH≠and ΔS≠ of 9.5 kcal mol−1 and −5.3 e.u. respectively.


1996 ◽  
Vol 76 (04) ◽  
pp. 556-560 ◽  
Author(s):  
Raimondo De Cristofaro

SummaryA viscosity perturbation method allowed to compute the second order rate constant, k±15 for the formation of thrombin-Protein C complex, both in the absence and presence of thrombomodulin (TM) at pH 8.00 and 37° C. In the absence of TM the second order rate constant was found equal to 7.9 ± 0.6 × 103 M-1 sec-1, whereas it was enhanced to 9.9 ± 0.4 × 104 M-1 s-1 by a saturating (100 nM) TM concentration. Addition of 5 mM Ca++ to solution containing 100 nM TM induced a further increase of k+1 value up to 7.3 ± 0.5 × 105 M-1 s-1. Moreover, it was demonstrated that the thrombin-PC complex undergoes the acy-lation reaction more rapidly than it dissociates to form free thrombin and substrate (stickiness ratio = 2.4 ± 0.9). This tendency is even favored when thrombin is bound to TM both in the absence and presence of Ca++ (stickiness ratio = 9 ± 6 in the absence of Ca++ and 16 ± 10 in the presence of Ca++). Altogether these results demonstrate that TM is able to positively affect both the molecular encounter and the kinetics of the early catalytic events of the thrombin-Protein C interaction.


1973 ◽  
Vol 51 (23) ◽  
pp. 3975-3977 ◽  
Author(s):  
M. L. Sanduja ◽  
W. MacF. Smith

The kinetics of formation of the monobipyridine complex of nickel(II) in ethanol has been studied with stopped-flow methods over the temperature range 7 to 35 °C. The value of the second order rate constant kf at 25 °C of 6.6 × 10−3M−1 s1 and the values of ΔH≠ (10.1 ± 1.0 kcal mol−1) and of ΔS≠ (−7.3 ± 3.4 cal deg−1 mol−1) are close to the corresponding values for ethanol exchange on nickel(II) and suggest that the mechanism is dissociative interchange. However the difference in the values of the kinetic parameters of this reaction and those previously reported for the reactions involving the chemically similar phenanthroline imply a degree of ligand specificity for the reactions in ethanol which is considerably larger than is the case for reactions in water and methanol and that a common Id mechanism with monodentate formation being rate controlling is not applicable to both reactions.


1989 ◽  
Vol 67 (4-5) ◽  
pp. 187-191 ◽  
Author(s):  
Leah A. Marquez ◽  
H. Brian Dunford

Equilibria and kinetics of cyanide binding to canine myeloperoxidase were studied. Spectral results support the presence of two heme binding sites; an isosbestic point at 444 nm and a linear Scatchard plot suggest that the binding affinity of cyanide to the two subunits of the enzyme is the same. The dissociation constant is 0.53 μM. The pH dependence of the apparent second order rate constant indicates the presence of an acid–base group on the enzyme with a pKa of 3.8 ± 0.1. The protonated form of cyanide binds to the basic enzyme with a rate constant of (4.3 ± 0.3) × 106 M−1 s−1.Key words: myeloperoxidase, cyanide binding, equilibrium binding, ligand binding kinetics.


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