Molecular logic gate

A molecular logic gate is a molecule that performs a logical operation on one or more logic inputs and produces a single logic output. Much academic research is dedicated to the development of these systems and several prototypes now exist. Because of their potentional utility in simple arithmetic these molecular machines are also called moleculators.

Molecular logic gates work with input signals based on spectroscopy. One of the earlier water solution-based systems exploit the chemical behavior of compounds A and B in scheme 1 ^[1].

Compound A is a calcium. The bottom part is a quinoline molecule which is a receptor for hydrogen ions. The logic gate operates as follows.

Without any chemical input of Ca²⁺ or H⁺, the transmittance.

In compound B the bottom section now contains a tertiary amino group also capable of binding to protons. In this system fluorescence only takes place when both cations are present and therefore the system represents an AND logic gate.

With both systems run in parallel and with monitoring of transmittance for system A and fluorescence for system B the result is a half-adder capable of reproducing the equation 1+1=2.

In a modification of system B not two but three chemical inputs are simultaneously processed in an AND logic gate ^[2].An enhanced crown ether receptors and this system can be potentially applied in disease screening (lab-on-a-molecule) because these ions are all physiologically relevant.

In another XOR logic gate system the chemistry is based on the pseudorotaxane ^[3] depicted in scheme 3. In organic solution the electron deficient charge transfer complex.

An added tertiary amine like tributylamine forms a 1:2 adduct with the diazapyrene and the complex gets dethreaded. This process is accompanied by an increase in emission intensity at 343 nm resulting from freed crown ether. Added trifluoromethanesulfonic acid reacts with the amine and the process is reverted. Excess acid locks the crown ether by protonation and again the complex is dethreaded.

A full adder system based on fluorescein ^[4] is able to compute 1+1+1=3.

References

1. ^  Proof-of-Principle of Molecular-Scale Arithmetic A. Prasanna de Silva and Nathan D. McClenaghan J. Am. Chem. Soc.; 2000; 122(16) pp 3965 - 3966; Abstract
2. ^  Communicating Chemical Congregation: A Molecular AND Logic Gate with Three Chemical Inputs as a "Lab-on-a-Molecule" Prototype David C. Magri, Gareth J. Brown, Gareth D. McClean, and A. Prasanna de Silva J. Am. Chem. Soc.; 2006; 128(15) pp 4950 - 4951; (Communication) Abstract
3. ^  Logic Operations at the Molecular Level. An XOR Gate Based on a Molecular Machine Alberto Credi, Vincenzo Balzani, Steven J. Langford, and J. Am. Chem. Soc.; 1997; 119(11) pp 2679 - 2681; (Article) Abstract
4. ^  A Molecular Full-Adder and Full-Subtractor, an Additional Step toward a Moleculator David Margulies, Galina Melman, and Abraham Shanzer J. Am. Chem. Soc.; 2006; 128(14) pp 4865 - 4871; (Article) DOI: 10.1021/ja058564w