Fidelity of DNA polymerases in DNA amplification.
Proceedings of the National Academy of Sciences of the United States of America (1989), Volume 86, Page 9253
Abstract:
Denaturing gradient gel electrophoresis (DGGE) was used to separate and isolate the products of DNA amplification by polymerase chain reaction (PCR). The strategy permitted direct enumeration and identification of point mutations created by T4, modified T7, Klenow fragment of polymerase I, and Thermus aquaticus (Taq) DNA polymerases. Incorrectly synthesized sequences were separated from the wild type by DGGE as mutant/wild-type heteroduplexes and the heteroduplex fraction was used to calculate the average error rate (mutations per base duplication). The error rate induced in the 104-base-pair low-temperature melting domain of exon 3 of the human hypoxanthine/guanine phosphoribosyltransferase (HPRT) gene was approximately 3.4 x 10(-5) for modified T7, 1.3 x 10(-4) for Klenow fragment, and 2.1 x 10(-4) for Taq polymerases after a 10(6)-fold amplification. The error rate for T4 DNA polymerase was not more than 3 x 10(-6) error per base duplication. The predominant mutations were sequenced and found to be transitions of G.C to A.T for T4 and modified T7 DNA polymerases, and A.T to G.C for Taq polymerase. Klenow fragment induced both possible transitions and deletions of 2 and 4 base pairs.
Polymerases:
Topics:
Fidelity
Status:
new | topics/pols set | partial results | complete | validated |
Results:
Polymerase | Reference | Property | Result | Context |
---|---|---|---|---|
Klenow fragment | Fidelity of DNA polymerases in DNA amplification. | Nucleotide Substitution Rate | 0.00013 errors/bp | Technique: DGGE |
T4 | Fidelity of DNA polymerases in DNA amplification. | Nucleotide Substitution Rate | 3E-06 errors/bp | Technique: DGGE |
Sequenase | Fidelity of DNA polymerases in DNA amplification. | Nucleotide Substitution Rate | 3.4E-05 errors/bp | Technique: DGGE |
Taq pol I | Fidelity of DNA polymerases in DNA amplification. | Nucleotide Substitution Rate | 0.00021 errors/bp | Technique: DGGE |