19,462 research outputs found

    Achieving Information Integration in Supply Chain Management Through E-Hubs: Concepts and Analysis

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    While supply chain integration is achieved at three levels: information, resources and organization, the emphasis of the paper is placed on how information integration can be achieved through B2B e-hubs. After reviewing how e-hubs have evolved since its inception, we examine three groups of e-hubs classified by supply chain processes, namely procurement, transportation and customer relationship management, then a value-gap analysis is performed to identify the values added by the e-hubs and their potential gaps and limitations. Finally, we present a framework for integrating existing e-hubs in order to expand their functionality to provide a better solution to supply chain integration

    On the Toda Lattice Equation with Self-Consistent Sources

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    The Toda lattice hierarchy with self-consistent sources and their Lax representation are derived. We construct a forward Darboux transformation (FDT) with arbitrary functions of time and a generalized forward Darboux transformation (GFDT) for Toda lattice with self-consistent sources (TLSCS), which can serve as a non-auto-Backlund transformation between TLSCS with different degrees of sources. With the help of such DT, we can construct many type of solutions to TLSCS, such as rational solution, solitons, positons, negetons, and soliton-positons, soliton-negatons, positon-negatons etc., and study properties and interactions of these solutions.Comment: 20 page

    Classical Poisson structures and r-matrices from constrained flows

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    We construct the classical Poisson structure and rr-matrix for some finite dimensional integrable Hamiltonian systems obtained by constraining the flows of soliton equations in a certain way. This approach allows one to produce new kinds of classical, dynamical Yang-Baxter structures. To illustrate the method we present the rr-matrices associated with the constrained flows of the Kaup-Newell, KdV, AKNS, WKI and TG hierarchies, all generated by a 2-dimensional eigenvalue problem. Some of the obtained rr-matrices depend only on the spectral parameters, but others depend also on the dynamical variables. For consistency they have to obey a classical Yang-Baxter-type equation, possibly with dynamical extra terms.Comment: 16 pages in LaTe

    Study on Selective Laser Sintering of Eucalyptus/PES Blend and Investment Casting Technology

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    AbstractThe paper studies the Selective Laser Sintering (SLS) of Eucalyptus/PES blend and the Investment Casting (IC) technology of the forming part. This blend is suitable for being the raw material of SLS, because not only it has low cost, but also it can be produced by SLS to form the parts with high molding precision and mechanical strength after post processing; also the prototype can be used as the investment pattern.Combining the Eucalyptus/PES blend (which is a kind of Wood Plastic Composite, WPC), SLS with IC can reduce the production cost, also shorten the product development and manufacture cycle. Meanwhile it realizes the application of low-cost WPC in precision casting production. Mould making in investment casting is an extremely important procedure, from analyzing and calculating the physical and chemical characters of the prototypes during melting. It is known that WPC parts can be burnt off by the process of low-temperature dewaxing and high-temperature roasting before investment casting. After blowing the ash off by high-pressure air, the precision of the cavity is similar to one using a wax pattern. So for single and batch production, the WPC can be used as the investment pattern of IC technology instead of wax or resin. This paper studies the investment casting technology which is suitable for patterns produced by Selective Laser Sintering of Eucalyptus/PES blend

    A method to find unstable periodic orbits for the diamagnetic Kepler Problem

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    A method to determine the admissibility of symbolic sequences and to find the unstable periodic orbits corresponding to allowed symbolic sequences for the diamagnetic Kepler problem is proposed by using the ordering of stable and unstable manifolds. By investigating the unstable periodic orbits up to length 6, a one to one correspondence between the unstable periodic orbits and their corresponding symbolic sequences is shown under the system symmetry decomposition
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