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991.
随着经济的发展,交通设计是解决大城市交通拥挤的一种有效措施。以北京市京开高速公路桥下道路改造工程设计为例,阐述了交通设计在城市道路工程设计中是如何应用的,以期对其它正在进行道路交通建设的城市具有参考作用。 相似文献
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993.
电力电子产业是我国工业领域的一个基础产业,是装备制造业的一个分支。这一点未必能得到很多人的认同,但是,从目前电力电子技术广泛应用和渗透情况已经可以得出这个结论。 相似文献
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995.
In the work, we chose stem bromelain as a model to investigate the storage and purification of bromelain from pineapple peel. Extraction of bromelain from pineapple peel using a two-stage aqueous two-phase extraction system composed of a thermoseparating copolymer EOPOEO and K2HPO4. Bromelain predominantly partitioned to the EOPOEO-rich phase and then re-extract to the top dilute phase. The recovery of enzyme activity (68.6%) and purification factor (6.53) were determined under optimum conditions. The EOPOEO-rich phase and salt were recycled, and the recovery of enzyme activity could reach up to 60%. This method has been proved to obtain highly purified and stable bromelain. 相似文献
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999.
Zheng-Jian Bai Biswa Nath Datta Jinwei Wang 《Mechanical Systems and Signal Processing》2010,24(3):766-783
The partial quadratic eigenvalue assignment problem (PQEVAP) concerns reassigning a few undesired eigenvalues of a quadratic matrix pencil to suitably chosen locations and keeping the other large number of eigenvalues and eigenvectors unchanged (no spill-over). The problem naturally arises in controlling dangerous vibrations in structures by means of active feedback control design. For practical viability, the design must be robust, which requires that the norms of the feedback matrices and the condition number of the closed-loop eigenvectors are as small as possible. The problem of computing feedback matrices that satisfy the above two practical requirements is known as the Robust Partial Quadratic Eigenvalue Assignment Problem (RPQEVAP). In this paper, we formulate the RPQEVAP as an unconstrained minimization problem with the cost function involving the condition number of the closed-loop eigenvector matrix and two feedback norms. Since only a small number of eigenvalues of the open-loop quadratic pencil are computable using the state-of-the-art matrix computational techniques and/or measurable in a vibration laboratory, it is imperative that the problem is solved using these small number of eigenvalues and the corresponding eigenvectors. To this end, a class of the feedback matrices are obtained in parametric form, parameterized by a single parametric matrix, and the cost function and the required gradient formulas for the optimization problem are developed in terms of the small number of eigenvalues that are reassigned and their corresponding eigenvectors. The problem is solved directly in quadratic setting without transforming it to a standard first-order control problem and most importantly, the significant “no spill-over property” of the closed-loop eigenvalues and eigenvectors is established by means of a mathematical result. These features make the proposed method practically applicable even for very large structures. Results on numerical experiments show that the proposed method considerably reduces both feedback norms and the sensitivity of the closed-loop eigenvalues. A study on robustness of the system responses of the method under small perturbations show that the responses of the perturbed closed-loop system are compatible with perturbations. 相似文献
1000.
Bai Demei 《中国标准化(英文版)》2010,37(1):85-86
1.A Brief Introduction to SPC
Standards Press of China (SPC),founded in October,1963,is the largest publisher of standard and quality products in China.It publishes national standards,trade standards,and audio,video,electronic,and network products. 相似文献