Modelling diffusion-controlled kinetics in equilibrium and driven alloys

Summary We introduce a very simple model for thermally activated atomic migration on a lattice, and several techniques to handle it. For thermodynamical systems, the model can be used for simulating decomposition paths taking into account relevant metallurgical features. Close to equilibrium, the simplest mean-field approximation of the model can be linearized with respect to the departure from equilibrium; one then gets a microscopic interpretation of classical phenomenological coefficients, such as mobility, interfacial transfer coefficient, rate constants for the coupled relaxation of concentration and order fields. Further away from the equilibrium, the nonlinearities can be taken into account in a consistent way. For driven alloys, i.e. alloys submitted to external forcing, forced atomic migration is added to the model and new features emerge: the model is supported by several experimental results some of which confirmed its predictions a posteriori.     

A model for the seismic reliability assessment of electric power transmission systems

A comprehensive model to evaluate the seismic reliability of electric power transmission systems is presented. The model provides information on the probability of structural failure of critical equipment at the major substations, from which the corresponding probabilities of power disruption to a given service area are determined. With the proposed methodology earthquake ground motions are defined as stochastic processes, and seismic capacities of electrical equipment are determined on the basis of available test data and simple modeling, from which fragility functions of critical equipment and specific substations are developed. Probabilities of power disruption resulting from network disconnectivity and abnormal power flow are assessed through Monte Carlo simulation. As a case study, the proposed model is applied to the electric power network in San Francisco and vicinity under the 1989 Loma Prieta earthquake, and the probabilities of power interruption are contrasted with the actual power failures observed during that earthquake.     

Digital implementation of bus clamped space vector modulation

Space vector modulation has recently become a popular PWM method of supplying a high performance drive. An adaptation of SVM modulation is presented here. This system is called bus clamped space vector modulation. This method has some practical advantages when compared to normal SVM. These include a reduced average switching frequency, easy digital implementation and asynchronous control and switching frequencies     

The use of sodium thiocyanate for the salting-out of water-soluble dyes

During a recent attempt to produce solid forms of water-soluble, sulphonated reactive dye samples with low electrolyte content, it was found that salting-out of such dyes with sodium thiocyanate dihydrate and subsequent washing with acetone gave a product with very low content of inorganic salts. A readily soluble solid of high tinctorial strength was produced.     

Quick simulation of detector error probabilities in the presence ofmemory and nonlinearity

One would like to compare and analyze digital communication systems based upon their overall probability of error. Unfortunately, easily evaluated closed form expressions for these probabilities are almost impossible to derive due to the complexity of the stochastic systems usually encountered. Hence, one must often resort to simulation to obtain the desired quantities. The most obvious technique is Monte Carlo simulation, which directly counts the number of errors in repeated trials. The problem is that error probabilities are usually quite small, requiring numerous simulation runs to sufficiently “hit” the rare event to gain adequate knowledge of its statistics. This places severe demands on the computer's random number generator. Importance sampling strategies simulate under altered input signal distributions (e.g., translation or stretching) so as to “speedup” convergence of the error estimators. The authors discuss a speedup technique termed quick simulation based upon results in large deviation theory. The quick simulation method is shown to compare favorably with three other importance sampling techniques for simulating a simple nonlinear system with memory     

SurA assists the folding of Escherichia coli outer membrane proteins

Many proteins require enzymatic assistance in order to achieve a functional conformation. One rate-limiting step in protein folding is the cis-trans isomerization of prolyl residues, a reaction catalyzed by prolyl isomerases. SurA, a periplasmic protein of Escherichia coli, has sequence similarity with the prolyl isomerase parvulin. We tested whether SurA was involved in folding periplasmic and outer membrane proteins by using trypsin sensitivity as an assay for protein conformation. We determined that the efficient folding of three outer membrane proteins (OmpA, OmpF, and LamB) requires SurA in vivo, while the folding of four periplasmic proteins was independent of SurA. We conclude that SurA assists in the folding of certain secreted proteins.