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Liquid crystal lens with focus movable in focal plane 总被引:1,自引:0,他引:1
A liquid crystal lens with focus movable in the focal plane is reported. There are three electrodes in the cell. One electrode with a hole in the center is divided into four subelectrodes. The potential of each subelectrode is adjusted to produce a desired asymmetrical phase transformation resulting in off-axis movement of the focus. The potential of another electrode is adjusted to maintain the focus in the focal plane. Movements of the focus in three directions in the focal plane are demonstrated experimentally, and off-axis movement as large as approximately 800 μm is realized. 相似文献
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聚乙二醇蓄热调温性能及其在功能纺织品上的应用 总被引:12,自引:1,他引:12
对聚乙二醇(PEG)的自身交联及其与纤维素纤雏之间的交联反应进行了研究,探讨了交联前后PEG热活性的变化,并对PEG在焙烘交联时的受热稳定性以及分子量对热活性的影响进行了讨论。研究表明,PEG发生交联反应后,热性能参教产生偏移,热活性降低;热活性与分子量有直接关系;过高的焙烘温度将导致PEG氧化降解,热活性下降。在适宜的工艺条件下,纺织品经PEG后整理可获得热活性。 相似文献
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针对三维调整机难以实现多台同步工作,设计了基于PLC的同步控制方案。在同步控制系统方案中,采用西门子PLC通过工业无线以太网进行同步控制,由各维度油缸的位移传感器来保证同步控制的精确性。经实验,证实了此系统的精度满足设计要求,实现了同步控制的效果。 相似文献
6.
The phenomenon of a topological monodromy in integrable Hamiltonian and nonholonomic systems is discussed. An efficient method for computing and visualizing the monodromy is developed. The comparative analysis of the topological monodromy is given for the rolling ellipsoid of revolution problem in two cases, namely, on a smooth and on a rough plane. The first of these systems is Hamiltonian, the second is nonholonomic. We show that, from the viewpoint of monodromy, there is no difference between the two systems, and thus disprove the conjecture by Cushman and Duistermaat stating that the topological monodromy gives a topological obstruction for Hamiltonization of the rolling ellipsoid of revolution on a rough plane. 相似文献
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《Communications in Nonlinear Science & Numerical Simulation》2014,19(8):2690-2705
In this paper, we prove the existence of 12 small-amplitude limit cycles around a singular point in a planar cubic-degree polynomial system. Based on two previously developed cubic systems in the literature, which have been proved to exhibit 11 small-amplitude limit cycles, we applied a different method to show 11 limit cycles. Moreover, we show that one of the systems can actually have 12 small-amplitude limit cycles around a singular point. This is the best result so far obtained in cubic planar vector fields around a singular point. 相似文献
9.
On the basis of some works on persistent centers and weakly persistent centers, in this paper we discuss a generalized version of persistent center and weakly persistent center for complex planar differential systems, in which conjugacy of variables may not be required. We give some complex systems which have a persistent center or weakly persistent center at the origin. Then, we find all conditions of persistent center for cubic systems and all conditions of weakly persistent center for complex cubic Lotka–Volterra system. Relations between complex systems and real ones are given concerning persistent centers and weakly persistent centers. 相似文献