COSMOSIL 5C18-PAQ 液相色譜柱- 詳細(xì)介紹:
COSMOSIL 5C18-PAQ 液相色譜柱
COSMOSIL 5C18-MS-II
COSMOSIL 5C18-MS-II 是單點鍵合的C18 反相色譜柱。利用極性基團采用新的封尾技術(shù)擴展了pH 使用范圍,使堿性化合物成峰尖銳。色譜柱可以適用于大多數(shù)應(yīng)用,特別是小分子有機化合物。
COSMOSIL 5C18-AR-II
COSMOSIL 5C18-AR-II 是采用多點鍵合技術(shù)的反相色譜柱。在低pH 情況下,表現(xiàn)了極jia的穩(wěn)定性和較長的使用壽命。同時表現(xiàn)出優(yōu)良的分子形狀選擇性能。
COSMOSIL 5C18-PAQ
COSMOSIL 5C18-PAQ 在高水含量的洗脫劑中,可以提高機性化合物的保留時間并且提供很好的重現(xiàn)性,即使在100% 的水溶液中。
|
5C18-MS-II |
5C18-AR-II |
5C18-PAQ |
填充材料 |
高純度球形多孔硅膠 |
高純度球形多孔硅膠 |
高純度球形多孔硅膠 |
平均粒徑 |
3,5,15um |
3,5,15um |
3,5,15um |
平均孔徑 |
約120A |
約120A |
約120A |
固定相/ 鍵合方式 |
![](data:image/png;base64,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) |
![](data:image/png;base64,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) |
pH 范圍 |
2-10 |
1.5-7.5 |
2-7.5 |
含碳量 |
約16% |
約17% |
約11% |
COSMOSIL 5C18-PAQ 液相色譜柱
ODS色譜柱選擇指南
|
5C18-MS-II |
5C18-AR-II |
5C18-PAQ |
Highly Recommended |
堿性化合物 |
+++ |
+ |
++ |
COSMOSIL 5C18-MS-II |
金屬螯合物 |
++ |
++ |
++ |
COSMOSIL 5C18-MS-II |
酸性緩沖鹽溶液 |
++ |
+++ |
++ |
COSMOSIL 5C18-AR-II |
親水性化合物 |
+ |
+ |
+++ |
COSMOSIL 5C18-PAQ |
+++:高度推薦 ++:推薦使用 +:可以使用 其它類型化合物:5C18-MS-II |
堿性化合物:MS-II 表現(xiàn)了jiao強的耐久性,在某些情況下,使用AR-II 會有拖尾峰,因此不是蕞好的選擇。
金屬螯合物:三種色譜柱沒有特殊的區(qū)別,因此推薦使用適應(yīng)更廣的MS-II 色譜柱。
酸性緩沖鹽溶液:AR-II 是三種色譜柱耐酸能力蕞強的。但是,MS-II 和PAQ 也可以在酸性條件下使用。
親水性化合物:PAQ 能夠保持穩(wěn)定的保留時間,MS-II 和AR-II 可以使用,但是穩(wěn)定性不夠好(尤其在100% 溶液的情況下)
COSMOSIL 5C18-PAQ 液相色譜柱 訂購信息
規(guī)格 |
貨號 |
COSMOSIL 5C18-PAQ Packed Column |
1.0mmI.D. x 50mm |
05792-61 |
COSMOSIL 5C18-PAQ Packed Column |
1.0mmI.D. x 150mm |
05793-51 |
COSMOSIL 5C18-PAQ Packed Column |
2.0mmI.D. x 30mm |
05878-51 |
COSMOSIL 5C18-PAQ Packed Column |
2.0mmI.D. x 50mm |
05794-41 |
COSMOSIL 5C18-PAQ Packed Column |
2.0mmI.D. x 100mm |
05470-71 |
COSMOSIL 5C18-PAQ Packed Column |
2.0mmI.D. x 150mm |
34449-71 |
COSMOSIL 5C18-PAQ Packed Column |
2.0mmI.D. x 250mm |
05795-31 |
COSMOSIL 5C18-PAQ Packed Column |
3.0mmI.D. x 100mm |
05796-21 |
COSMOSIL 5C18-PAQ Packed Column |
3.0mmI.D. x 150mm |
05797-11 |
COSMOSIL 5C18-PAQ Packed Column |
3.0mmI.D. x 250mm |
05798-01 |
COSMOSIL 5C18-PAQ Packed Column |
4.6mmI.D. x 30mm |
05879-41 |
COSMOSIL 5C18-PAQ Packed Column |
4.6mmI.D. x 50mm |
34451-21 |
COSMOSIL 5C18-PAQ Packed Column |
4.6mmI.D. x 100mm |
05799-91 |
COSMOSIL 5C18-PAQ Packed Column |
4.6mmI.D. x 150mm |
02486-71 |
COSMOSIL 5C18-PAQ Packed Column |
4.6mmI.D. x 250mm |
02485-81 |
COSMOSIL 5C18-PAQ Packed Column |
6.0mmI.D. x 150mm |
34419-61 |
COSMOSIL 5C18-PAQ Packed Column |
6.0mmI.D. x 250mm |
05800-41 |
COSMOSIL 5C18-PAQ Packed Column |
10.0mmI.D. x 50mm |
05801-31 |
COSMOSIL 5C18-PAQ Packed Column |
10.0mmI.D. x 150mm |
34466-41 |
COSMOSIL 5C18-PAQ Packed Column |
10.0mmI.D. x 250mm |
34376-21 |
COSMOSIL 5C18-PAQ Packed Column |
20.0mmI.D. x 150mm |
34476-11 |
COSMOSIL 5C18-PAQ Packed Column |
20.0mmI.D. x 250mm |
34373-51 |
COSMOSIL 5C18-PAQ Packed Column |
28.0mmI.D. x 250mm |
34456-71 |
COSMOSIL 5C18-PAQ Guard Column |
4.6mmI.D. x 10mm |
02484-91 |
COSMOSIL 5C18-PAQ Guard Column |
10.0mmI.D. x 20mm |
34457-61 |
COSMOSIL 5C18-PAQ Guard Column |
20.0mmI.D. x 20mm |
05803-11 |
COSMOSIL 5C18-PAQ Guard Column |
20.0mmI.D. x 50mm |
05804-01 |
COSMOSIL 5C18-PAQ Guard Column |
28.0mmI.D. x 50mm |
34455-81 |
COSMOSIL 5C18-PAQ 液相色譜柱
COSMOSIL 5C18-PAQ 液相色譜柱
=================================