1976
DOI: 10.1126/science.1273579
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Tunneling in Ligand Binding to Heme Proteins

Abstract: Rebinding of carbon monoxide to the beta chain of hemoglobin after photodissociation by a laser flash is intramolecular below about 200 K. Above 25 K, rebinding occurs via classical over-the-barrier motion; below, quantum-mechanical tunneling dominates. Both are described by an energy spectrum peaked at Epeak=4.0 kilojoules per mole. The barrier width d(E), determined from the energy dependence of the tunneling rate, depends on barrier height, d(E) approximately 0.05 nanometer X (E/Epeak) 1.5.

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Cited by 127 publications
(57 citation statements)
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“…When this question is asked by impertinent students, many of those who do computer simulations give the glib answer that most of the atoms in biomolecules are heavy, and so they have a small wavelength, thus they act merely as points in their motion. The simulation experts might also say quantum effects such as tunneling are seen but only in low-temperature cryogenic experiments (4), where owing to the lower velocity of atomic motion the thermal de Broglie wavelengths are larger.…”
Section: Classicism Interruptedmentioning
confidence: 99%
“…When this question is asked by impertinent students, many of those who do computer simulations give the glib answer that most of the atoms in biomolecules are heavy, and so they have a small wavelength, thus they act merely as points in their motion. The simulation experts might also say quantum effects such as tunneling are seen but only in low-temperature cryogenic experiments (4), where owing to the lower velocity of atomic motion the thermal de Broglie wavelengths are larger.…”
Section: Classicism Interruptedmentioning
confidence: 99%
“…with frequency factor A, reference temperature T 0 taken to be 100 K and gas constant R. At very low temperatures, quantummechanical tunneling becomes important (28,29). Therefore, the global nonlinear least-squares fit of this model to the data was limited to the temperature range between 40 and 120 K. Moreover, a deviation from the power-law behavior is apparent at longer times for a minor fraction of the total population.…”
Section: [1]mentioning
confidence: 99%
“…1 and the Fig. 1a of Alberding et al [11]). This experimental procedure can be repeated for different temperatures T .…”
Section: Comparison With Experimental Data and Conclusionmentioning
confidence: 99%
“…According to the extension of the Kramers theory presented here, the escape rate at low temperature is κ(T 0) ∝ exp − 2∆U ω a . The quantum calculation based on the Schrödinger equation is more cumbersome if we want to obtain κ QM (T 0) from the value κ QM (T ) obtained at an arbitrary temperature T (see [11] for instance). This difficulty arises because the quantum system is in a heat bath, and because the potential U(x) is complicated enough (see Fig.…”
Section: Comparison With Experimental Data and Conclusionmentioning
confidence: 99%
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