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Preparation and Characterization of Bonded Stationary Phase Containing Monoaza Crown Ether for High-Performance Liquid Chromatography
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作者 You, JM Xie, GH +3 位作者 wang, HE wang, gj Zhou, CL Su, JX 《Chinese Chemical Letters》 SCIE CAS CSCD 1997年第6期519-522,共4页
Silica gel bonded stationary phases containing monoaza crown ether was synthesized via a series of solid-liquid phase reactions. The bonded molecular structure was characterized by chemical and instrumental analyses. ... Silica gel bonded stationary phases containing monoaza crown ether was synthesized via a series of solid-liquid phase reactions. The bonded molecular structure was characterized by chemical and instrumental analyses. The bonded stationary phase was provided with complexing ability with copper ion as well as hydrophobic property. The chromatographic retention behaviours of some substituted polar phenol derivatives, organic acids and bases on the bonded stationary phase were studied using methanol and/or aqueous solution of dibasic potassium phosphate buffer as mobile phase. When copper ion was added to the mobile phase at pH 5.4, the retention of substituted phenols became strong. 展开更多
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Identification of the Metabolite of 7-(4-Chlorbenzyl)-7,8,13,13a-tetrahydroberberine chloride in Rat Bile by LC/MS and LC/NMR
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作者 Feng, NP Zhang, ZX +4 位作者 An, DK Huang, WL wang, gj Han, XW Bao, XH 《Chinese Chemical Letters》 SCIE CAS CSCD 1997年第6期515-518,共4页
The metabolism of 7-(4-Chlorbenzyl)-7,8,13,13a-tetrahydroberberine chloride (CTHB), a potential anti-arrhythmia and anti-ischemia drug,was studied in rat bile. A metabolite and unchanged CTHB were found in the bile. C... The metabolism of 7-(4-Chlorbenzyl)-7,8,13,13a-tetrahydroberberine chloride (CTHB), a potential anti-arrhythmia and anti-ischemia drug,was studied in rat bile. A metabolite and unchanged CTHB were found in the bile. Characterization and structural elucidation of the metabolite was achieved by LC/MS and LC/NMR. 展开更多
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VERIFYING THE IMPLICITIZATION FOR MULAE FORDEGREE n RATIONAL BEZIER CURVES
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作者 wang, gj Sederberg, TW 《Journal of Computational Mathematics》 SCIE EI CSCD 1999年第1期33-40,共8页
This is a continuation of short communication([1]). In [1] a verification of the implicitization equation for degree two rational Bezier curves is presented which does not require the use of resultants. This paper pre... This is a continuation of short communication([1]). In [1] a verification of the implicitization equation for degree two rational Bezier curves is presented which does not require the use of resultants. This paper presents these verifications in the general cases, i.e., for degree n rational Bezier curves. Thus some interesting interplay between the structure of the n x n implicitization matrix and the de Casteljau algorithm is revealed. 展开更多
关键词 rational Bezier curve IMPLICITIZATION RESULTANT de Casteljau algorithm
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