quantum-biology

Layer 1 — Physics24 concepts in this subtree

Quantum-mechanical effects with measurable biological function. Foundational experiments and theory: Fleming 2007 and Engel 2007 2D-electronic-spectroscopy of the Fenna-Matthews-Olson (FMO) complex reporting long-lived (~500 fs at cryo,…

FMO complex: 2D-ES oscillations → long-lived coherence between exciton eigenstates
Avian radical-pair compass: cryptochrome photo-pair S↔T₀ mixing under Earth-field + hyperfine
Enzyme H-tunneling: Bell factor κ(H)/κ(D) ≫ 1 gives KIE beyond classical 7:1 ceiling
FMO coherence dephasing: ρ_12(t) = ρ_12(0)·exp(-γ_φ t); τ_φ = 1/γ_φ
Radical-pair: Φ_S = k_S/(k_S + k_T) under equilibrated S/T mixing
Primary H/D KIE: classical TST ≤ 7 at 298 K; Bell-factor amplification → 10–100
Forster dipole-dipole coupling: V_dd(R) ~ kappa^2/R^3; rate ~ kappa^4/R^6 via Laurent expansion
Marcus nonadiabatic ET rate k = (2pi/hbar)|V|^2 (4pi*lambda*kT)^{-1/2} exp(-(dG+lambda)^2/4lambda*kT)
Schulten-Weller radical-pair: singlet/triplet Hamiltonian H = sum A_i*I_i*S; Fubini separable yield
FRET efficiency eta(R) = 1/(1+(R/R_0)^6); eta(R_0) = 1/2 (Forster-radius half-efficiency)
Marcus inverted-region maximum: d(dG^dagger)/d(dG) = 0 at dG = -lambda; dG^dagger_min = 0
Radical-pair factorised yield: <Phi_s>_(theta,t) = <f>_theta * <g>_t (Fubini product-measure)
FMO photosynthesis (Engel 2007)
Radical-pair (Schulten 1978)
Enzyme tunneling (Kohen-Klinman)
DNA tunneling (Lowdin 1963)
Vibrational olfaction (Turin 1996)
Warburg + quantum-biology link
Schulten radical pair (1978)
Photosynthesis quantum coherence (Engel 2007)
Enzyme tunneling (Cha 1989)
Vibrational olfaction (Turin 1996)
Avian compass (Mouritsen 2018)
DNA H-tunneling (Löwdin 1963)
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