Four qubits Hamiltonian of the Rs. molischianum light-harvesting complex II ring
Samir Lipovaca

TL;DR
This paper constructs a four-qubit Hamiltonian model of the Rs. molischianum LH-II ring, analyzing energy levels, entanglement, and potential cavity QED experiments to better understand its quantum properties.
Contribution
It introduces a simplified four-qubit Hamiltonian for the LH-II ring and explores its entanglement and interaction with electromagnetic fields, linking biological systems with quantum physics.
Findings
Eigenstates show increasing entanglement up to maximum of 1
Hamiltonian models energy levels associated with electronic excitations
Potential for experimental cavity QED studies of the biological complex
Abstract
We will construct a simple four qubits Hamiltonian of the Rs. molischianum purple bacteria light harvesting complex II (LH-II) ring which yields energy levels that carry the ring's oscillator strength. In an excitonic representation, these levels are associated with the second and the third lowest electronic excitations of the ring. We will assume that qubits form a closed loop lattice and the interaction between qubits is only due to the exchange effect. As we will show, eigenstates are constructed in a such way that as we subsequently divide qubits of the Rs. molischianum LH-II ring into the subsystem A consisting of only one qubit and the subsystem B consisting of the remaining qubits, respective entropies of entanglement increase until the value of 1 for the maximally entangled state (bipartite system) is reached. Since the Hamiltonian in essence introduces a two-level approximation…
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Taxonomy
TopicsNeural Networks and Reservoir Computing · Quantum Information and Cryptography · Spectroscopy and Quantum Chemical Studies
