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)
Greatcell Solar Limited(GSL)于2005年7月在澳大利亚ASX上市,名为Dyesol Limited(DYE),总部位于澳大利亚新南威尔士州昆比恩市。该公司成立的目的是为了开发,扩大和商业化快速发展的第三代太阳能光伏(PV)技术,被称为染料太阳能电池(DSC),这项技术是由Grätzel和O'Regan在洛桑联邦理工学院发明的。 90年代初期。Greatcell太阳能公司是*性的EPFL核心技术的原始许可证持有者,同时拥有丰富的组合,涵盖材料,工艺和光伏设计。
DSC光伏技术具有较低的体现能源,生产成本更低,比*代和第二代光伏技术更通用。它特别适合建设光伏发电(BIPV),通常被认为是光伏发展的终点或“圣杯”。然而DSC技术遇到了技术挑战,因为科学研究和开发揭示了第三代光伏技术的进一步发展潜力。它使用的一些材料相对昂贵,并且液体电解质的使用引起长期耐用性的问题。太阳可能是非常具有破坏性的,长期的耐久性是PV面板成功商业化的一个关键因素。
上海腾准生物科技有限公司提供代购服务,订购热线:18916513660 021-34053661
颠覆性技术
Greatcell太阳能正在创造成本较低的可再生能源电力,可与可再生能源和传统能源的各种形式的能源生产竞争。Greatcell太阳能公司的改变游戏规则的解决方案使用钙钛矿太阳能电池来开发一种超薄,的太阳能电池层,可应用于多种建筑物表面,如金属屋顶,视野和非视野玻璃 - 建筑围护结构。
Greatcell太阳能第三代太阳能光伏板采用低成本且易于获得的材料,生产所需的能量较少,可在包括阴影,污染和云在内的所有光照条件下工作,从而以更高,更均匀的能量产生更多可用且持续的能源生产。
这增加了一个简单的可持续能源主张 - 只要太阳照耀,就可以以zui低的成本向客户提供成本更低的电力。Greatcell太阳能公司是这一革命性第三代光伏太阳能技术商业化的*者。大格太阳能拥有先发优势,加上强大的知识产权和自由度,目前在市场上运作,价值达730亿美元,并迅速增长。Greatcell Solar与世界*的合作伙伴开展“轻资本”的商业模式,并为产品和技术获得市场吸引力提供了强大的股东价值创造活动。
部分产品介绍如下:
染料和敏化剂
Dyesol为化学工业提供了*质量的染料太阳能电池技术的敏化染料。所有的Dyesol染料都能保证性能,高重现性,稳定/一致的结果,并具有zui高的纯度。您的敏化染料顺序是在我们先进的澳大利亚实验室和*的DSC设备中进行化学制造,严格的质量控制和加工标准。
- C106染料
- K19染料
- N3基础染料
- N719行业标准染料
- N749黑色染料
- Z907疏水染料
-
- C106染料
-
货号 |
品名 |
规格 |
价格 |
MS003630-01 |
C106 Dye |
1 gram |
9208 |
MS003630-05 |
C106 Dye |
5 grams |
33092 |
MS003630-10 |
C106 Dye |
10 grams |
54674 |
MS003630-50 |
C106 Dye |
50 grams |
201430 |
MS003630-100 |
C106 Dye |
100 grams |
333799 |
电解质和组分
Dyesol生产各种高纯度液体和凝胶状碘化物电解质,经过优化,适用于各种DSC应用。Dyesol的电解质系列在我们的实验室和Daool总部位于澳大利亚的DSC设备的严格质量控制标准下生产。
- 乙基异丙基砜
- FK 102 Co(II)PF6盐
- FK 102 Co(II)TFSI盐
- FK 102 Co(III)PF6盐
- FK 102 Co(III)TFSI盐
- FK 209 Co(II)PF6盐
- FK 209 Co(II)TFSI盐
- FK 209 Co(III)TFSI盐
- FK 269 Co(II)PF6盐
- FK 269 Co(II)TFSI盐
- FK 269 Co(III)PF6盐
- FK 269 Co(III)TFSI盐
- EL-HPE高性能电解液
- EL-HSE高稳定性电解液
- EL-HTE高温电解液
- 超高稳定电解液
FK 102 Co(II) PF6 Salt
货号 |
品名 |
规格 |
价格 |
MS210104-05 |
FK 102 Co(II) PF6 Salt |
5 grams |
1445 |
MS210104-10 |
FK 102 Co(II) PF6 Salt |
10 grams |
2349 |
MS210104-50 |
FK 102 Co(II) PF6 Salt |
50 grams |
8672 |
MS210104-100 |
FK 102 Co(II) PF6 Salt |
100 grams |
14092 |
MS210104-500 |
FK 102 Co(II) PF6 Salt |
500 grams |
57813 |
MS210104-1000 |
FK 102 Co(II) PF6 Salt |
1000 grams |
112013 |
钙钛矿前体 - 铵盐
Dyesol为钙钛矿染料太阳能电池技术提供化学工业zui的钙钛矿前体。所有Dyesol钙钛矿前体提供保证的性能,高重现性,稳定/一致的结果,并且具有zui高的纯度。您所订购的钙钛矿前体是在我们先进的澳大利亚实验室和*的PSC设备中进行化学制造,严格的质量控制和加工标准。
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- 碘化乙啶
- 5-氮杂螺[4.4]壬-5-双(三氟甲烷)磺酰亚胺
- 5-Azaspiro [4.4]壬-5-溴化物
- 5-Azaspiro [4.4]壬-5-氯化物
- 5-Azaspiro [4.4]壬-5-磷酸六钠
- 5-氮杂螺[4.4]壬-5-碘化物
- 5-Azaspiro [4.4]五氟硼酸五烷基酯
- 1,4-苯二碘化铵
- 苄基溴化铵
- 苄基碘化铵
- 苄基四氟硼酸铵
- 异丁基溴化铵
- 异丁基碘化铵
- 正丁基溴化铵
- 正丁基碘化铵
- 溴化叔丁基铵
- 异丁基四氟硼酸铵
- 正丁基四氟硼酸铵
- 四氟硼酸叔丁基铵
- 叔丁基碘化铵
- 环己基溴化铵
- 环己基碘化铵
- 四氟硼酸环己基铵
- 1,4-二氮杂双环[2,2,2]辛烷-1,4-二溴化物
- 1,4-二氮杂双环[2,2,2]辛烷-1,4-二碘鎓
- 1,4-二氮杂双环[2,2,2]辛烷-1,4-二氟四氟硼酸盐
- 1,4-二氮杂双环[2.2.2]辛烷-1,4-二氯化锡
- 二乙基溴化铵
- 二乙基碘化铵
- 四氟硼酸二乙铵
- 二甲基溴化铵
- 四氟硼酸二甲基铵
- 乙烷-1,2-二溴化铵
- 乙烷-1,2-二碘化铵
- 乙基溴化铵
- 乙基碘化铵
- 四氟硼酸乙铵
- 硫氰酸乙铵
- 溴化甲脒
- 六氟磷酸脒鎓
- 碘化Form啶
- 四氟硼酸四甲酯
- 硫氰酸甲脒
- 溴化胍
- 碘化胍
- 四氟硼酸胍
- 正己基溴化铵
- 正己基碘化铵
- 正己基四氟硼酸铵
- 溴化咪唑
- 碘化咪唑
- 咪唑鎓四氟硼酸盐
- 甲基溴化铵
- 氰酸甲铵
- 甲基铵六氟磷酸盐
- 四氟硼酸甲铵
- 硫氰酸甲基铵
- 正辛基溴化铵
- 正辛基氯化铵
- 正辛基碘化铵
- 正辛基四氟硼酸铵
- 苯乙基溴化铵
- 苯乙基碘化铵
- 四氟硼酸乙基铵
- 溴化苯铵
- 苯基碘化铵
- 四氟硼酸苯铵
- 溴化哌啶
- 氯化哌啶
- 碘化哌啶鎓
- 四氟硼酸四氟硼酸盐
- 丙烷-1,3-二溴化铵
- 丙烷-1,3-二氯化铵
- 丙烷-1,3-二碘化铵
- 丙烷-1,3-二铵四氟硼酸盐
- 异丙基溴化铵
- 异丙基碘化铵
- 正丙基溴化铵
- 正丙基碘化铵
- 异丙基四氟硼酸铵
- 正丙基四氟硼酸铵
- 吡咯烷鎓碘
- 溴化吡咯烷
- 氯化吡咯烷鎓
- 四氟硼酸吡咯烷鎓
- 硫氰酸吡咯烷鎓
- 喹啉-1-1溴化物
- 喹喔啉-1-氯化物
- 奎宁环ium碘化物
- 喹啉-1-1四氟硼酸盐
碘化乙啶
货号 |
品名 |
规格 |
价格 |
MS160000-05 |
Acetamidinium iodide |
5 grams |
966 |
MS160000-10 |
Acetamidinium iodide |
10 grams |
1449 |
MS160000-50 |
Acetamidinium iodide |
50 grams |
5367 |
MS160000-100 |
Acetamidinium iodide |
100 grams |
8587 |
MS160000-500 |
Acetamidinium iodide |
500 grams |
29516
|
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