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关于二次曲线的拉格朗日插值问题研究 被引量:2
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作者 周靖楠 刘振男 《牡丹江师范学院学报(自然科学版)》 2017年第3期25-26,共2页
以插值理论中的GC条件为基础,借助代数几何中的相关理论,进一步研究二次曲线上的拉格朗日插值问题,介绍在二次曲线上构造插值适定结点组的方法.
关键词 gc条件 LAGRANGE插值 二次曲线 适定结点组
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Industrial Production of Catalyst for Removing Trace Olefins from Aromatics
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作者 Pu Xin Shi Li 《China Petroleum Processing & Petrochemical Technology》 SCIE CAS 2012年第2期44-49,共6页
A novel additive incorporated into the catalyst for removing trace olefins from aromatics was proposed, and under the laboratory conditions the lifetime of the catalyst was increased from 5 h to 8 h upon specifying th... A novel additive incorporated into the catalyst for removing trace olefins from aromatics was proposed, and under the laboratory conditions the lifetime of the catalyst was increased from 5 h to 8 h upon specifying the conversion of the olefins equating to more than 55% as a criterion. Catalyst production, which was named ROC, has been successfully scaled up from laboratory formulations to commercial scale manufacture and over 100 tons of catalyst had been produced. The superiority in catalytic activity was identified by the evaluation tests of the ROC catalyst based on whatever kind of feedstocks (with their bromine index ranging from 400 mgBr/100g to 1 200 mgBr/100g) being used as the feedstock. The X-ray diffraction patterns had verified that the additive was highly dispersed on the surface of catalyst; the GC-FID analysis results showed that the ROC catalyst could increase the xylene content; the pyridine-FTIR spectroscopic analyses suggested that the additive could increase the amount of the weak L acids, which was the main cause leading to enhancement of the catalyst activity. 展开更多
关键词 OLEFINS AROMATICS industrial production CATALYST
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Nerve pulse propagation in biological membranes: Solitons and other invariant solutions
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作者 Rodica Cimpoiasu 《International Journal of Biomathematics》 2016年第5期185-197,共13页
We investigate a generalized form of the Boussinesq equation, relevant for nerve pulse propagation in biological membranes. The generalized conditional symmetry (GCS) method is applied in order to obtain the conditi... We investigate a generalized form of the Boussinesq equation, relevant for nerve pulse propagation in biological membranes. The generalized conditional symmetry (GCS) method is applied in order to obtain the conditions that enable the equation to admit a special class of second-order GCSs. For the case of quadratic nonlinearities, we outline a new class of invariant solutions. 展开更多
关键词 Generalized Boussinesq equation generalized conditional symmetries invari- ant solutions Riccati equation solitary solutions.
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