- 试剂盒组成
Component |
DNE71
(50 preps)
|
PowerBead Pro | 40 g |
Sodium Phosphate Buffer | 40 ml |
MT Buffer | 8 ml |
PPS (Protein Precipitation Solution) | 8 ml |
IRS Solution | 10 ml |
PQ Solution | 60 ml |
Buffer WB2 | 13 ml(Add indicated ethanol before first use) |
Buffer EB | 10 ml |
Spin Columns AC with Collection Tubes |
50 |
- 保存方法
- 产品介绍
使用Onestep-Lysis® Plus DNA Kit for Soil and Feces (Bead Beating)可以在20 min内快速、有效地从土壤等环境样品中直接分离出纯度较高且满足建库测序的高质量基因组DNA。快速DNA提取方法不使用有害的有机溶剂,如苯酚和氯仿。该试剂盒采用一种全新的、独特的方法来去除包括一些难处理的环境样本类型,如堆肥、淤泥、沉积物和粪肥,可从土壤样品中提取所有的细菌、真菌、植物和动物的基因组DNA。
试剂盒包括四个部分:
1. 裂解
高强度陶瓷研磨珠,旨在有效地溶解所有不同来源的微生物,包括真菌孢子和芽孢、革兰氏阳性细菌、酵母、藻类、线虫和真菌。使用类似MP的FastPrep珠磨设备进行研磨混匀处理,可在40 s内将土壤微生物细胞进行裂解。
2. 均质化试剂
MT Buffer和Sodium Phosphate Buffer都经过精心挑选和准备,使完整的样本均质化和蛋白增溶,提取的基因组DNA含有最少的RNA残留。
3. 杂蛋白和腐殖酸去除试剂
PPS和IRS Solution分别用来沉淀样本中杂蛋白和高腐殖酸,防止其对后续实验造成抑制。
4. DNA纯化和洗脱试剂
使用专门的硅胶基质膜进行程序化DNA纯化步骤,同时消除污染物,抑制污染物带来的并发反应。
*PQ Solution促使DNA结合到吸附柱
*Buffer WB2(盐乙醇洗涤液,第一次使用前加入52 ml无水乙醇)
*Spin Columns AC(DNA吸附硅胶柱)
*Buffer EB(DNA洗脱液)
试剂盒包括四个部分:
1. 裂解
高强度陶瓷研磨珠,旨在有效地溶解所有不同来源的微生物,包括真菌孢子和芽孢、革兰氏阳性细菌、酵母、藻类、线虫和真菌。使用类似MP的FastPrep珠磨设备进行研磨混匀处理,可在40 s内将土壤微生物细胞进行裂解。
2. 均质化试剂
MT Buffer和Sodium Phosphate Buffer都经过精心挑选和准备,使完整的样本均质化和蛋白增溶,提取的基因组DNA含有最少的RNA残留。
3. 杂蛋白和腐殖酸去除试剂
PPS和IRS Solution分别用来沉淀样本中杂蛋白和高腐殖酸,防止其对后续实验造成抑制。
4. DNA纯化和洗脱试剂
使用专门的硅胶基质膜进行程序化DNA纯化步骤,同时消除污染物,抑制污染物带来的并发反应。
*PQ Solution促使DNA结合到吸附柱
*Buffer WB2(盐乙醇洗涤液,第一次使用前加入52 ml无水乙醇)
*Spin Columns AC(DNA吸附硅胶柱)
*Buffer EB(DNA洗脱液)
- 实验例
![](data:image/png;base64,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)
土壤基因组提取结果:起始量:250 mg,50 μl洗脱,2 μl电泳上样,1%琼脂糖凝胶电泳结果。M:Marker III。
1:腐殖土;2:淤泥;3:堆积物;4:农田土;5:沙子;6:实验室粉尘。
![](data:image/png;base64,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)
动物粪便DNA提取结果:起始量:250 mg,50 μl洗脱,1.5 μl电泳上样,1%琼脂糖凝胶电泳结果。M:DL15000 Marker。
1:狗粪便;2:鸽子粪便;3:牛粪便;4:海虾肠道内容物。
土壤基因组提取结果:起始量:250 mg,50 μl洗脱,2 μl电泳上样,1%琼脂糖凝胶电泳结果。M:Marker III。
1:腐殖土;2:淤泥;3:堆积物;4:农田土;5:沙子;6:实验室粉尘。
动物粪便DNA提取结果:起始量:250 mg,50 μl洗脱,1.5 μl电泳上样,1%琼脂糖凝胶电泳结果。M:DL15000 Marker。
1:狗粪便;2:鸽子粪便;3:牛粪便;4:海虾肠道内容物。