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澳大利亚厚皮海绵（Craniella+austrialiensis）共附生细菌种群多样性分析和活性放线菌的筛选及分子鉴定.pdf 98页
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上海交通大学
硕士学位论文
澳大利亚厚皮海绵（Craniella austrialiensis）共附生细菌
种群多样性分析和活性放线菌的筛选及分子鉴定
姓名：刘妍
申请学位级别：硕士
专业：生物化学与分子生物学
指导教师：李志勇
上海交通大学
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标明 本人完全意识到本声明的法律结果由本人承担
学位论文作者签名 刘妍
上海交通大学
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学位论文作者签名 刘妍
指导教师签名 李志勇
日期 2006年 02月15日
上海交通大学硕士学位毕业论文
澳大利亚厚皮海绵 Craniella austrialiensis共附生细
菌种群多样性分析和活性放线菌的筛选及分子鉴定
本研究采用 16S
rRNA 基因文库技术对我国南海澳大利亚厚皮海绵的共附
生细菌多样性进行了分析 研究结果表明 澳大利亚厚皮海绵中存在着放线菌
变形菌亚门
Bacteroidetes
门下的 Firmicutes
Cytophagal/Flabovcterium 纲微生物
针对揭示的微生物多样性信息 我们通过优化分离培养条件 成功地从澳
大利亚厚皮海绵中分离得到了23 株放线菌 生理生化试验与基于16S
列信息的系统发育分析证实 这些分离到的放线菌可以分为 3
Actinomycetales
Streptomyces
FXJ23 和 Streptomyces
VA26256_03
为了进一步了解这些海绵共附生放线菌的功能特性 我们对这23 株放线菌
的抑菌活性和水解酶 蛋白酶 琼胶酶 纤维素酶 几丁质酶 酯酶 活性进
行了研究 结果表明 共有20 株放线菌具有高效稳定的抑菌活性 占总数的86.96
同时具有广谱性 其中有15 株菌同时对4 种或4 种以上的病原指标菌具有
株放线菌全部具有较强的生物酶活性 其中 21
株具有至少 3
正在加载中，请稍后...君，已阅读到文档的结尾了呢~~
补骨脂种子抗菌肽的分离纯化与基因克隆肽,分离,抗菌,抗菌肽,分离纯化,克隆,补骨脂,基因克隆,盐补骨脂,补骨脂酊
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【求助】目的载体连接
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这个帖子发布于3年零43天前，其中的信息可能已发生改变或有所发展。
急求帮助啊！！！我的目的载体（1800bp）从T载体切下来之后，总是连不到目的载体（9500bp）上，而且挑出单克隆测序检测，竟然还是与T载体连接，要用什么办法除去T载体的混杂？下面分别是载体酶切图和T载体酶切图。目前还尝试了单酶切后胶回收再单酶切的做法，无果，求高手指导！
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Try to load the sample DNA in small volumes 10-15 ul per lane (regular comb wells), do not use comb with preparation wells (the comb with wide and thick wells). Run gel longer time in 1 x TAE, at least for 4 hours at 60 volts and 60-80 mA. Try to let the two fragments separated well before doing gel purification.After gel purification, make ethanol precipitation of the purified DNA fragments in the presence of glycogen.
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@mpark，再次请问，跑胶那么久，对回收片段的质量有影响吗？酶切质粒的量和体积多少合适呢？灰常感谢~
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For cloning, start to cut 2-5 ug of midprep plasmid DNA in a volume of 50-100 ul reaction. Always use genome grade argarose gel for DNA separation, and try to find out reliable gel purification kit for DNA purification. If it is necessary, try to use low melting temperature agarose for gel purification.
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图一为载体酶切图，37度，4h，电泳70v，3h；图二为切胶后；图三为菌液PCR图，选取后三个提质粒进行酶切鉴定；图四为质粒酶切图，分别是15k marker和5k marker，前面是质粒，后面质粒酶切后；图显示仍旧没有连接在正确的目的载体上，还是T载体，表示不理解，求指导！谢谢
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There is T vector contamination in your cloning reagents. Set up enzyme digestion at 37 C for 2 hours. Run gel to purify DNA fragments for both 9.5 kb vector and 1.8 kb insert. Do not purify the cut off 4 kb fragment in your first picture. Try to use new tubes of T4 DNA ligase and buffer, and new autoclaved ddH2O for ligation. Set up ligation at room temperature overnight. Use purchased MaxiEfficiency DH5a competent cells and fresh made and autoclaved LB only solution for transformation along with vector only ligation as control. Use freshly prepared LB agar plates containing appropriate antibiotics for colonies growth.
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你用M13+,M13-，2个引物做下PCR，然后再酶切，这样基本没有T载体污染了。
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@ 我用你的方法试了一下，用M13F M13R进行菌液PCR，验证挑取的克隆，竟然发现酶切后的目的片段自连也有克隆，挑取的克隆可以用以上引物扩增出类似目的片段大小的条带，这证实我的酶切产物肯定是有T载体污染吧？另外，我酶切的载体分别回收了大小片段进行连接，在进行菌液PCR验证时用以下两组引物（M13F-M14R,和目的片段引物）均无条带扩增出来，提取质粒后酶切发现切开的条带不对，竟然与之前提出的质粒酶切效果一样，这又是怎么一回事儿呢，质粒提取试剂盒污染了，一塌糊涂，不知该如何进行下去了，求指导。
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有个疑问，你的目的载体和T载的测序引物是一样的吗？不然为什么用目的载体的测序引物会测出T载的序列？
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还有，组图中的图一图二，目的载体酶切后为什么两个片段都切胶回收？不是只要载体片段就可以了吗？
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@ 问题一、两个载体测序引物当然不是一样的，但是我目的载体连接目的片段后，质粒做酶切鉴定总是有近5k的带，然后我我以目的基因起始测序，发现提出的质粒竟然在T载体连接着，所以，我重新做了之后用T载体的通用引物试了一下，看是否连接正确，结果仍旧可以用T载体通用引物扩增出片段，说明我连接的目的样品仍旧不对；问题二、为了进一步验证目的载体是否有问题，导致连接不上或者其他原因，我就把切下来的两个片段回收，进行连接，结果发现提出的质粒竟然切出的片段不对，这就奇怪了，明明是切下来的原片段，经过回收再连接就不是原来的样子了，不清楚原因出在哪儿，还是哪一步有污染。。。
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有可能是你的连接酶或buffer或ddH2O被重组T载体污染了。建议使用新开封的连接酶及buffer并重新制备ddH2O，如果条件允许，T载体和目标载体最好选择不一样的抗性。 另：请用引用功能回复消息，否则你回复的人收不到提醒。
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ijoblee 编辑于
ijoblee 有可能是你的连接酶或buffer或ddH2O被重组T载体污染了。建议使用新开封的连接酶及buffer并重新制备ddH2O，如果条件允许，T载体和目标载体最好选择不一样的抗性。 另：请用引用功能回复消息，否则你回复的人收不到提醒。噢，好的，我尝试一下，谢谢！
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流浪猫咪12 @ 我用你的方法试了一下，用M13F M13R进行菌液PCR，验证挑取的克隆，竟然发现酶切后的目的片段自连也有克隆，挑取的克隆可以用以上引物扩增出类似目的片段大小的条带，这证实我的酶切产物肯定是有T载体污染吧？另外，我酶切的载体分别回收了大小片段进行连接，在进行菌液PCR验证时用以下两组引物（M13F-M14R,和目的片段引物）均无条带扩增出来，提取质粒后酶切发现切开的条带不对，竟然与之前提出的质粒酶切效果一样，这又是怎么一回事儿呢，质粒提取试剂盒污染了，一塌糊涂，不知该如何进行下去了，求指导。 能告诉我你用的是那2个酶吗？第一个问号不能证明你有T载体污染，你看看的你的目的载体的复制子是否和T载体的一样，如果一样那根本不可能污染，要么你感受态就污染了，
在进行菌液PCR验证时用以下两组引物（M13F-M14R,和目的片段引物）均无条带扩增出来，提取质粒后酶切发现切开的条带不对，既然PCR鉴定不出来，你有质粒酶切干吗？提取质粒后酶切发现切开的条带不对，切后是什么样的，PCR鉴定不出条带很正常，那也不能说就没有阳性克隆，经常遇到这么大的片段，如果用通用引物PCR不出条带，我会看载体自连的条带，把没有载体自连的条带的克隆送去测序，往往是正确的。
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tianyinghu
能告诉我你用的是那2个酶吗？第一个问号不能证明你有T载体污染，你看看的你的目的载体的复制子是否和T载体的一样，如果一样那根本不可能污染，要么你感受态就污染了，
在进行菌液PCR验证时用以下两组引物（M13F-M14R,和目的片段引物）均无条带扩增出来，提取质粒后酶切发现切开的条带不对，既然PCR鉴定不出来，你有质粒酶切干吗？提取质粒后酶切发现切开的条带不对，切后是什么样的，PCR鉴定不出条带很正常，那也不能说就没有阳性克隆，经常遇到这么大的片段，如果用通用引物PCR不出条带，我会看载体自连的条带，把没有载体自连的条带的克隆送去测序，往往是正确的。
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流浪猫咪12 编辑于
tianyinghu
能告诉我你用的是那2个酶吗？第一个问号不能证明你有T载体污染，你看看的你的目的载体的复制子是否和T载体的一样，如果一样那根本不可能污染，要么你感受态就污染了，
在进行菌液PCR验证时用以下两组引物（M13F-M14R,和目的片段引物）均无条带扩增出来，提取质粒后酶切发现切开的条带不对，既然PCR鉴定不出来，你有质粒酶切干吗？提取质粒后酶切发现切开的条带不对，切后是什么样的，PCR鉴定不出条带很正常，那也不能说就没有阳性克隆，经常遇到这么大的片段，如果用通用引物PCR不出条带，我会看载体自连的条带，把没有载体自连的条带的克隆送去测序，往往是正确的。 MluI和SwaI，一个粘性末端，一个平末端。下面是我挑的不同单克隆菌液PCR的电泳图，第一个是用的目的片段引物，第二个用的是T载体通用引物。
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流浪猫咪12
MluI和SwaI，一个粘性末端，一个平末端。下面是我挑的不同单克隆菌液PCR的电泳图，第一个是用的目的片段引物，第二个用的是T载体通用引物。[img]data:image/base64,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}