USTC/HybridOperator
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| - | Biologists always use symmetric operators like O22 because they are the most suitable ones to be bound by their own specific repressor(s). If we call the highly | + | Biologists always use symmetric operators like O22 because they are the most suitable ones to be bound by their own specific repressor(s). [[If we call the highly specified repressor protein which can bind well on O44 as R4 and the one on O22 as R2, well then it is clearly that asymmetric O24 can be bind by both R2 and R4, but they are all not very suitable because R4 is specific for O44 instead of O22 and vice versa.]] Luckily these LacI-family Repressors are also symmetric, each of them is combined by two [[self-same]] monomers, so one side of R2 can bind to O24’s left-half strand while the other side would not bring about any remarkable effect on the right. To bind to half strand could still maintain repression, but distinctly it could no longer be that strong. Now we can say that hybrid operator O24 is a “weaker” operator for R2 or R4 because their weaker binding compared with R2+O22 or R4+O44. |
| - | There is another kind of “weaker” operators Ox6, for example, AATTGTGAAC GCTCATAATT (O46). The symmetric prototype AATTATGAGC GCTCATAATT (O66) is an interesting operator, because all the known LacI-family repressors would not | + | There is another kind of “weaker” operators Ox6, for example, AATTGTGAAC GCTCATAATT (O46). The symmetric prototype AATTATGAGC GCTCATAATT (O66) is an interesting operator, because all the known LacI-family repressors would not have detectable repression on it.[参考文献] It is obvious that O46 is a “weaker” operator only to R4 (compared with R4+O44), but not a valid operator to other repressors that are not specific for O44. On the other hand, O24 is a “weaker” operator to both R4 and R2. We also try to use random sequence GACGACTGTA TACAGTCGTC (O77) to substitute O66, that is to say, O47 is sequence AATTGTGAAC TACAGTCGTC. It seems that O47 might behave just like O46, but actually it is too weak to be bound by R4 for our purpose. (Get more details about Ox6 and Ox7 on page [[USTC/Further_More|Further More]].) |
Revision as of 03:24, 26 October 2007
Biologists always use symmetric LacI-family operators, e.g. AATTGTGAAC GTTCACAATT (O44) and AATTGTAAGC GCTTACAATT (O22). Please notice that they are all 20bp long and each right 10bp-long strand’s complementary strand is reversed symmetric with its left 10bp-long strand. For short we call this kinds of symmetrical operators as Oxx, for example, O44, O22, etc. Then you must have already understood what O24 means-- Yes, it means the asymmetric operator AATTGTAAGC GTTCACAATT (O24), which has the left 10bp-long strand of O22 and the right 10bp-long one of O44. Again for example, O42 means AATTGTGAAC GCTTACAATT (O42), and so on. We also give these asymmetric operators another name: Hybrid Operators.
Biologists always use symmetric operators like O22 because they are the most suitable ones to be bound by their own specific repressor(s). [[If we call the highly specified repressor protein which can bind well on O44 as R4 and the one on O22 as R2, well then it is clearly that asymmetric O24 can be bind by both R2 and R4, but they are all not very suitable because R4 is specific for O44 instead of O22 and vice versa.]] Luckily these LacI-family Repressors are also symmetric, each of them is combined by two self-same monomers, so one side of R2 can bind to O24’s left-half strand while the other side would not bring about any remarkable effect on the right. To bind to half strand could still maintain repression, but distinctly it could no longer be that strong. Now we can say that hybrid operator O24 is a “weaker” operator for R2 or R4 because their weaker binding compared with R2+O22 or R4+O44.
There is another kind of “weaker” operators Ox6, for example, AATTGTGAAC GCTCATAATT (O46). The symmetric prototype AATTATGAGC GCTCATAATT (O66) is an interesting operator, because all the known LacI-family repressors would not have detectable repression on it.[参考文献] It is obvious that O46 is a “weaker” operator only to R4 (compared with R4+O44), but not a valid operator to other repressors that are not specific for O44. On the other hand, O24 is a “weaker” operator to both R4 and R2. We also try to use random sequence GACGACTGTA TACAGTCGTC (O77) to substitute O66, that is to say, O47 is sequence AATTGTGAAC TACAGTCGTC. It seems that O47 might behave just like O46, but actually it is too weak to be bound by R4 for our purpose. (Get more details about Ox6 and Ox7 on page Further More.)
O11 aattgtgagcgctcacaatt O22 aattgtaagcgcttacaatt O33 aattgtaaacgtttacaatt O44 aattgtgaacgttcacaatt O55 aattttgagcgctcaaaatt O66 aattatgagcgctcataatt O77 gacgactgtatacagtcgtc
