| | 單細(xì)胞全基因組測序技術(shù)是在單細(xì)胞水平對全基因組進行擴增與測序的一項技術(shù),其原理是對分離的單個細(xì)胞的微量全基因組DNA進行擴增,獲得高覆蓋率的完整的基因組后進行高通量測序,廣泛應(yīng)用于癌癥研究、胚胎發(fā)育、輔助生殖、細(xì)胞分化、免疫機制、微生物等方向的研究。
獲得高覆蓋度高保真性的全基因組擴增產(chǎn)物是準(zhǔn)確全面的測序結(jié)果的保障。為了保證基因組高覆蓋度無偏好性的擴增,在單細(xì)胞測序技術(shù)誕生的近二十年時間里,全基因組擴增技術(shù)經(jīng)歷了幾次重大的變革,WGA主要有三種方式:DOP-PCR,MDA,MALBAC。下面小編就來為大家介紹一下WGA技術(shù)的演變歷程,以及怎樣根據(jù)實驗?zāi)康倪x擇相應(yīng)的擴增方式。 | ![](http://www.ebiotrade.com/custom/genome/160601/images/bg1_01.gif) | DOP-PCR (Degenerate Oligonucleotide–Primed Polymerase Chain Reaction) | ![](http://www.ebiotrade.com/custom/genome/160601/images/bg1_05.gif) |
技術(shù)原理:簡并寡核苷酸引物PCR,引物的3' 含6bp的隨機序列,可以隨機的和基因組DNA結(jié)合,從而實現(xiàn)對全基因組的擴增[1]。 應(yīng)用范圍:因為PCR的指數(shù)擴增特性,放大了基因組上不同序列之間的差異,因而導(dǎo)致擴增出的基因組覆蓋度較低。盡管如此,在1M bin size的水平上,DOP-PCR適合對染色體的CNV進行定量。
商品化試劑盒:Sigma-Aldrich, GenomePlex Single Cell Whole Genome Amplification Kit。 ![](http://www.ebiotrade.com/custom/genome/160601/images/index_clip_image004.jpg) 圖1 DOP-PCR技術(shù)原理[4]
| ![](http://www.ebiotrade.com/custom/genome/160601/images/bg1_01.gif) | MDA (Multiple Displacement Amplification) | ![](http://www.ebiotrade.com/custom/genome/160601/images/bg1_05.gif) |
技術(shù)原理:2001年由Laskin團隊發(fā)明,使用隨機的六聚體引物和φ29DNA聚合酶進行反應(yīng),該聚合酶具有很強的鏈置換特性,能夠在等溫的條件下,擴增產(chǎn)生50~100kb的核酸片段。同時由于其3’-5’核酸外切酶活性和校對活性,φ29 DNA聚合酶具有很高的復(fù)制保真性[2]。
應(yīng)用范圍:MDA法比DOP-PCR擁有更高的基因組覆蓋度,φ29 DNA聚合酶的高效率及高保真性,使得MDA法在對SNV的分析,以及構(gòu)建大片段文庫上有著顯著優(yōu)勢。但是,和DOP-PCR相同,MDA法依然是指數(shù)擴增,因此依然存在PCR反應(yīng)的序列偏好性,然而,和DOP-PCR不同的是,這種偏好性并不能重復(fù),因此MDA法不適合進行CNV的分析。 商品化試劑盒:Qiagen, REPLI-g Single Cell Kit。 ![](http://www.ebiotrade.com/custom/genome/160601/images/index_clip_image005.jpg) 圖2 MDA技術(shù)原理[4]
![](http://www.ebiotrade.com/custom/genome/160601/images/bg1_01.gif) | MALBAC (Multiple Annealing and Looping–Based Amplification Cycles) | ![](http://www.ebiotrade.com/custom/genome/160601/images/bg1_05.gif) |
技術(shù)原理:2012年由謝曉亮團隊發(fā)明,擬線性的擴增過程降低了指數(shù)擴增的序列偏好性。擴增引物的5’含有27bp的共同序列,3’是8bp的隨機序列,可以和模板在15~20℃的低溫下結(jié)合,經(jīng)過8~12個循環(huán)的擬線性擴增后,再對這些環(huán)狀的擴增子進行指數(shù)擴增[3]。
應(yīng)用范圍:MALBAC法的優(yōu)勢在于,雖然它依然存在一定的序列偏好性,但和MDA不同,MALBAC的這種偏好性在不同的細(xì)胞之間是可重復(fù)的,因此可以通過對參考細(xì)胞標(biāo)準(zhǔn)化后,進行CNV的分析;另外,由于其擴增的均一性,MALBAC法擴增的等位基因敲除率更低。MALBAC的弱點在于,它使用的聚合酶保真性不如φ29,因此MALBAC在檢測SNV時將會出現(xiàn)更多的假陽性;另外,由于它可重復(fù)性的序列偏好性,基因組上低擴增的區(qū)域有時會在擴增過程中丟失。 商品化試劑盒:Yikon, Single Cell Whole Genome Amplification Kit. ![](http://www.ebiotrade.com/custom/genome/160601/images/1.jpg) 圖3 MALBAC技術(shù)原理[4]
由上述的分析可見,MDA和MALBAC各有優(yōu)劣,實際上在不同的文獻中,研究者也會根據(jù)研究目的的不同,采取不同的方式對基因組進行擴增,以滿足研究的需要[5-7] ![](http://www.ebiotrade.com/custom/genome/160601/images/bg1_01.gif) | picoplex特殊隨機引物起始的熱循環(huán)擴增 | ![](http://www.ebiotrade.com/custom/genome/160601/images/bg1_05.gif) |
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) picoplex技術(shù)相比于以往的PCR、MDA、MALBAC為基礎(chǔ)的單細(xì)胞全基因組擴增技術(shù),操作簡便,擴增重復(fù)性良好。特別設(shè)計的隨機引物(參加US patent 8,206,913)能減少引物二聚體的形成,從而提高引物和模板的配對效率。 ![](http://www.ebiotrade.com/custom/genome/160601/images/3.jpg)
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華雅思創(chuàng)Rubicon授權(quán)代理,正品現(xiàn)貨,產(chǎn)品信息如下: PicoPLEX® WGA Kit:用于單細(xì)胞文庫構(gòu)建的全基因組擴增解決方案 PicoPLEX® DNA-seq Kit:單細(xì)胞 DNA 文庫制備技術(shù),適用于 Illumina 所有 NGS 測序平臺 ThurPLEX® DNA-seq Kit:更高的通量, 更好的性能, 用于所有 Illumina 的 NGS 平臺 品牌/生產(chǎn)廠家 產(chǎn)品編號 產(chǎn)品名稱 單位 Rubicon Genomics R300381 PicoPLEX DNA-seq Kit 48 Rubicon Genomics R300672 SMARTer® PicoPLEX® Single Cell WGA Kit 96 Rubicon Genomics R300722 PicoPLEX Single Cell WGA Kit v3 96 Rubicon Genomics R400407 ThruPLEX DNA-seq 96D Kit 96 更多產(chǎn)品歡迎咨詢! |