Team:MIT/Motivation
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<h1>Background and Motivation</h1> | <h1>Background and Motivation</h1> | ||
- | In the near future, biological circuits will be much more <b>modular</b> and <b>sophisticated</b> than they are now, with a ten-fold <b>smaller nucleotide footprint</b>. | + | <h4>In the near future, biological circuits will be much more <b>modular</b> and <b>sophisticated</b> than they are now, with a ten-fold <b>smaller nucleotide footprint</b>. </h4> |
<h3>The Enabling Technology: Toehold-Mediated Strand Displacement</h3> | <h3>The Enabling Technology: Toehold-Mediated Strand Displacement</h3> | ||
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<ul> | <ul> | ||
<li><b>More sophisticated circuits with smaller nucleotide footprint</b> | <li><b>More sophisticated circuits with smaller nucleotide footprint</b> | ||
- | </br>A traditional NOT gate is ~1000 bp, whereas our strand displacement NOT | + | </br>A traditional NOT gate is ~1000 bp, whereas our strand displacement NOT gate is ~100 bp. |
<li><b>Simple combinatorial design space</b> | <li><b>Simple combinatorial design space</b> | ||
</br>With 4 bases, we can create a nearly infinite number of orthogonal sequences leading to orthogonal parts. | </br>With 4 bases, we can create a nearly infinite number of orthogonal sequences leading to orthogonal parts. |
Revision as of 02:38, 27 October 2012
Background and Motivation
In the near future, biological circuits will be much more modular and sophisticated than they are now, with a ten-fold smaller nucleotide footprint.
The Enabling Technology: Toehold-Mediated Strand Displacement
Background
Qian and Winfree (Science 2011) utilized DNA computation to create AND and OR logic gates in vitro. They constructed a sophisticated binary square root circuit using these gates:Motivation for Bringing Strand Displacement to Mammalian Synthetic Biology
- More sophisticated circuits with smaller nucleotide footprint A traditional NOT gate is ~1000 bp, whereas our strand displacement NOT gate is ~100 bp.
- Simple combinatorial design space With 4 bases, we can create a nearly infinite number of orthogonal sequences leading to orthogonal parts.
- Ease of composition The input motif matches the output motif allowing for modular cascading reactions.
- Tunability We can set arbitrary digital signal thresholds by varying the concentration of circuit species. We can also achieve signal amplification by including a fuel molecule.