From 2007.igem.org

Contents 1 Cis-acting Bio-Logic Gates 2 Repression Model 3 Schemes of Bio-Logic Promoters 4 Repression Assay 4.1 Build Up Promoter Family 4.2 Solo-Repression Assay 4.3 Co-Repression Assay 5 Final Results 6 References

Cis-acting Bio-Logic Gates

In natural cells, combinational logic computation can be carried out by cis-acting elements []. Theoretically, dual repressors interacting on two adjacent operators can generate complex logic function as NAND, NOT and NOT []. But seldom of the parameters of these models have been measured, and practical artificial logic promoters are hard to made because of the lack of appropriate inputs. In this project, we simplify these models to reduce the number of parameters, use artificial high-specific repressors based-on Lac repressor as inputs, predict possible pattern of logic promoters, construct and test them experimentally, to attempt to find a systematical way to construct cis-acting bio-logic promoters. As the results, a piece of DNA about 60 – 200bp (2.0nm in width, 20-70nm in length, similar to transistors in present VSLI in size[], sometimes even smaller) is able to be built up and to act as a logic gate.

Repression Model

Lacramioara Bintu et al. have reported a simple thermodynamic model which can quantitatively describe promoter activity under one or more regulator factors. In this project, we focus on fold-change under one or two repressors, which means the ratio of promoter activity in the absence and presence of repressor. For a weak promoter, the fold-change can be written approximately as a function of repressor concentrations, inter-operator distances, repressor–operator affinity and repressor-repressor interactions.

For a promoter containing a single operator site shown in Figure 1(a), the fold-change is given as:

TODO

For a promoter containing two different operators, of which the relative repressors may be able to interact with each other shown in Figure 1(b), the fold-change is given as:

TODO

Concerning a NOT gate which works under approximate equal high and low repressor concentration, R_low=0 and R_high=R_H, its performance can be expressed simply as NOT factor in a non-dimension form:

TODO

In the same way, NAND factor and NOR factor are:

TODO

Schemes of Bio-Logic Promoters

Repression Assay

Build Up Promoter Family

Firstly, we extend both sides of the conservative region for transcriptional initiation of PlacUV5[], including -35 box，-10 box and +1 starting point, with two non-sense sequence selected from random groups. The product is named as P_template1 as it is the template for the promoter family. These two non-sense sequence have three main characters:

1. They will never include the restriction enzyme cutting sites that will be involved in the whole study;
2. They will never include the recognition sites of RNA Polymerases and those of either of the two repressors;
3. They will never present in complicated structures.

Secondly, another group of primers, of which the elongation region at 5’ end may contain a unique operator sequence or each, is applied at both ends of P_template1, equipping us with an according group of promoters with complete structures. These promoters can include variant operator sequences at different position in flank of the conservative region.

Then the promoter fragments are digested with XbaI and BamHI and cloned into repression-reporter plasmid, which contains lacZ alpha fragment and gfp under the promoter insertion site.

Solo-Repression Assay

Co-Repression Assay

Final Results

Best NAND

Best NOR

File:USTC NestNOT.png Best NOT

References