2,376 research outputs found

    Preliminary Photomicrographic Studies of Fuel Sprays

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    Photomicrographs were taken of fuel sprays injected into air at various densities for the purpose of studying the spray structure and the stages in the atomization of the fuel. The photomicrographs were taken at magnifying powers of 2.5, 3.25, and 10, using a spark discharge of very short duration for illumination. The results indicate that the theory advanced by Dr. R. A. Castleman, Jr., on the atomization of fuel in carburetors may also be applied to the atomization of fuel sprays of the solid-injection type. The fuel leaves the nozzle as a solid column, is ruffled and then torn into small, irregular ligaments by the action of the air. These ligaments are then quickly broken up into drops by the surface tension of the fuel. The photomicrographs also show that the dispersion of a fuel spray at a given distance from the nozzle increases with an increase in the jet velocity or an increase in the air density. The first portions of fuel sprays injected from an automatic injection valve into air at atmospheric density have a much greater dispersion than the later portions, but this difference decreases rapidly as the air density is increased

    Crystallographic Analyses of Ion Channels: Lessons and Challenges

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    Membrane proteins fascinate at many levels, from their central functional roles in transport, energy transduction, and signal transduction processes to structural questions concerning how they fold and operate in the exotic environments of the membrane bilayer and the water-bilayer interface and to methodological issues associated with studying membrane proteins either in situ or extracted from the membrane. This interplay is beautifully exemplified by ion channels, a collection of integral membrane proteins that mediate the transmembrane passage of ions down their electrochemical potential gradient (for general reviews, see Refs. 1 and 2). Ion channels are key elements of signaling and sensing pathways, including nerve cell conduction, hormone response, and mechanosensation. The characteristic properties of ion channels reflect their conductance, ion selectivity, and gating. Ion channels are often specific for a particular type of ion (such as potassium or chloride) or a class of ions (such as anions) and are typically regulated by conformational switching of the protein structure between "open" and "closed" states. This conformational switching may be gated in response to changes in membrane potential, ligand binding, or application of mechanical forces. Detailed functional characterizations of channels and their gating mechanisms have been achieved, reflecting exquisite methodological advances such as patch clamp methods that can monitor the activities of individual channels (3). Until recently, corresponding information about the three-dimensional structures of channels was not available, reflecting difficulties in obtaining sufficient quantities of membrane proteins for crystallization trials. Happily, this situation has started to change with the structure determinations of the Streptomyces lividans K+ channel (KcsA (4)) and the Mycobacterium tuberculosis mechanosensitive channel (MscL (5)). A variety of reviews (6-12) have appeared recently that discuss functional implications of these channel structures. This review discusses these developments from a complementary perspective, by considering the implications of these structures from within the larger framework of membrane protein structure and function. Because of space restrictions, this review necessarily emphasizes membrane proteins that are composed primarily of alpha-helical bundles, such as KcsA and MscL, rather than beta-barrel proteins, such as porins, typically found in bacterial outer membranes

    Contractual Versus Generic Outsourcing: The Role of Proximity

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    We explore the relationship between proximity of buyers and sellers and the organizational form of outsourcing. Outsourcing can be "contractual" in which suppliers undertake specific investments or involve "generic" market transactions. Proximity expands the variety of products sourced through contracts abroad rather than at home, but the range of generic imports is unchanged. A higher-quality foreign workforce raises the variety of contractual trade, but at the expense of generics. We confirm these predictions using data for ordinary versus processing exports from Chinese provinces to destination markets and also the predictions of an extended model that allows for multinational production.

    Contractual Versus Non-Contractual Trade: The Role of Institutions in China

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    Recent research has demonstrated the importance of institutional quality at the country level for both the volume of trade and the ability to trade in differentiated goods that rely on contract enforcement. This paper takes advantage of cross-provincial variation in institutional quality in China, and export data that distinguishes between foreign and domestic exporters and processing versus ordinary trade, to show that institutional quality is a significant factor in determining Chinese provincial export patterns. Institutions matter more for processing trade, and more for foreign firms, just as we would expect from a greater reliance on contracts in these cases.

    Heat Transfer to Fuel Sprays Injected into Heated Gases

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    This report presents the results of a study made of the influence of several variables on the pressure decrease accompanying injection of a relatively cool liquid into a heated compressed gas. Indirectly, this pressure decrease and the time rate of change of it are indicative of the total heat transferred as well as the rate of heat transfer between the gas and the injected liquid. Air, nitrogen, and carbon dioxide were used as ambient gases; diesel fuel and benzene were the injected liquids. The gas densities and gas-fuel ratios covered approximately the range used in compression-ignition engines. The gas temperatures ranged from 150 degrees c. to 350 degrees c

    Topological generation of exceptional algebraic groups

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    Let GG be a simple algebraic group over an algebraically closed field kk and let C1,,CtC_1, \ldots, C_t be non-central conjugacy classes in GG. In this paper, we consider the problem of determining whether there exist giCig_i \in C_i such that g1,,gt\langle g_1, \ldots, g_t \rangle is Zariski dense in GG. First we establish a general result, which shows that if Ω\Omega is an irreducible subvariety of GtG^t, then the set of tuples in Ω\Omega generating a dense subgroup of GG is either empty or dense in Ω\Omega. In the special case Ω=C1××Ct\Omega = C_1 \times \cdots \times C_t, by considering the dimensions of fixed point spaces, we prove that this set is dense when GG is an exceptional algebraic group and t5t \geqslant 5, assuming kk is not algebraic over a finite field. In fact, for G=G2G=G_2 we only need t4t \geqslant 4 and both of these bounds are best possible. As an application, we show that many faithful representations of exceptional algebraic groups are generically free. We also establish new results on the topological generation of exceptional groups in the special case t=2t=2, which have applications to random generation of finite exceptional groups of Lie type. In particular, we prove a conjecture of Liebeck and Shalev on the random (r,s)(r,s)-generation of exceptional groups.Comment: 40 pages; to appear in Advances in Mathematic

    Topological generation of simple algebraic groups

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    Let GG be a simple algebraic group over an algebraically closed field and let XX be an irreducible subvariety of GrG^r with r2r \geqslant 2. In this paper, we consider the general problem of determining if there exists a tuple (x1,,xr)X(x_1, \ldots, x_r) \in X such that x1,,xr\langle x_1, \ldots, x_r \rangle is Zariski dense in GG. We are primarily interested in the case where X=C1××CrX = C_1 \times \cdots \times C_r and each CiC_i is a conjugacy class of GG comprising elements of prime order modulo the center of GG. In this setting, our main theorem gives a complete solution to the problem when GG is a symplectic or orthogonal group. By combining our results with earlier work on linear and exceptional groups, this gives a complete solution for all simple algebraic groups. We also present several applications. For example, we use our main theorem to show that many faithful representations of symplectic and orthogonal groups are generically free. We also establish new asymptotic results on the probabilistic generation of finite simple groups by pairs of prime order elements, completing a line of research initiated by Liebeck and Shalev over 25 years ago.Comment: 69 pages; to appear in J. Eur. Math. Soc. (JEMS

    Unofficial answers to the Uniform certified public accountants examination, May 1948 to November 1950

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    https://egrove.olemiss.edu/aicpa_exam/1111/thumbnail.jp
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