Team:ETH Zurich/modeling/xor

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After [https://2014.igem.org/Team:ETH_Zurich/modeling/int binding to DNA], integrases can flip the fragment and thus compute the output of the XOR logic gate.  
After [https://2014.igem.org/Team:ETH_Zurich/modeling/int binding to DNA], integrases can flip the fragment and thus compute the output of the XOR logic gate.  
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=== Principle ===
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=== XOR Logic Gate ===
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The fragment integrases can be flip is a terminator. Thus, the terminator can either be on or off.
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The truth table of an XOR gate.
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Equivalent in our setting.
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=== Biological Principles ===
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The fragment integrases can flip is a terminator. Thus, the terminator can either be on or off.
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<br>
* T<sub>on</sub>: terminator is on, transcription is blocked.  
* T<sub>on</sub>: terminator is on, transcription is blocked.  
* T<sub>off</sub>: terminator is off, transcription is active. It corresponds to one flipping of the terminator.
* T<sub>off</sub>: terminator is off, transcription is active. It corresponds to one flipping of the terminator.
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In our design, we are interested in a double flipping. That is to say that two pairs of binding sites surrounds the fragment to be flipped. One pair of binding sites can be bound by DBxb1 and the other one by ΦC31.
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In our design, we are interested in a double flipping. That is to say that two pairs of binding sites surrounds the fragment to be flipped. One pair of binding sites can be bound by DBxb1 and the other one by ΦC31.  
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<br>
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The terminator can be flipped once if either DBxb1 or ΦC31 is present. The state T<sub>off</sub> can be caused by two reasons. We further decompose it into two different states: T<sub>offBxb1</sub>(flipping due to presence of Bxb1) and T<sub>offΦC31</sub>(flipping due to presence of ΦC31).
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Flipping by integrases is irreversible. The initial state, in which the terminator is on, is different from the state after two switches. From this last state, no further evolution of the system is possible. Therefore, we decompose the T<sub>on</sub> into two different states: T<sub>on,i</sub>(initial state of the system, no flipping) and T<sub>on,f</sub>(final state of the system after two flips).
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''Insert Image of states''
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=== Other Chemical Species ===
=== Other Chemical Species ===

Revision as of 12:00, 13 October 2014

iGEM ETH Zurich 2014