Vladimir I. Novoderezhkin’s research while affiliated with Lomonosov Moscow State University and other places

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Publications (135)


Kinetics of one-exciton populations corresponding to energy transfers between the two linear chains made of four (j = 1–4) and three molecules (j′ = 1–3) (arranged as shown in the inset, where arrows indicate the direction of the transition dipoles). Initially the site j = 1 is excited. Populations are shown for the sites j = 1, 4 (blue and green) and j′ = 1, 2 (red and cyan). The four frames correspond to the different values of inter-chain coupling, i.e., M = −70, −50, −30, and −15 cm⁻¹. The solid lines correspond to the pure HEOM, whereas HEOM-gF kinetics is shown by the dashed lines. The phonon coupling is λ = 50 cm⁻¹, and the damping constant is γ = 400 cm⁻¹. Other parameters are listed in the text. The different timescales in the four frames should be noted, i.e., 1, 1.4, 2, and 2 ps.
Same as shown in Fig. 1, but now, the four frames correspond to different values of the damping constant, i.e., γ = 500, 150, 50, and 15 cm⁻¹. The inter-chain coupling is M = −30 cm⁻¹, and the phonon coupling is λ = 50 cm⁻¹.
Same as shown in Fig. 1, but the four frames correspond to different values of the phonon coupling, i.e., λ = 70, 110, 180, and 270 cm⁻¹. The inter-chain coupling is M = −20 cm⁻¹, and the damping constant is γ = 600 cm⁻¹.
Kinetics of one-exciton populations corresponding to energy transfers between the two linear chains made of four and three molecules (parameters of the model are the same as described in Sec. III A). Initially, the site j = 1 is excited. Populations are shown for the sites j = 3 and j′ = 2, as indicated on the left frame (numbering of the sites is the same as in Fig. 1). The three frames correspond to different values of inter-chain coupling (M = −50, −50, and −15 cm⁻¹) and damping constant (γ = 200, 400, and 400 cm⁻¹) as indicated. The phonon coupling is λ = 75 cm⁻¹. Different colors correspond to the kinetics calculated with various theories, i.e., HEOM (blue), HEOM-gF (red), sR (green), cmR (cyan), and cmRgF (magenta).
Same kinetics as in Fig. 4, but now the three frames correspond to different values of the energetic disorder, i.e., σ = 0, 200, and 400 cm⁻¹. In this example, we switch to an isoenergetic model, i.e., the unperturbed site energies in the first chain are the same as in the second chain. Other parameters are M = −40 cm⁻¹, γ = 400 cm⁻¹, and λ = 75 cm⁻¹. The site populations are averaged over 500 realizations of the disorder.

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Modeling of excitation dynamics in large-size molecular systems: Hierarchical equations with compartmentalization
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October 2024

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24 Reads

Vladimir I. Novoderezhkin

We describe the new method that can be useful for calculation of the excitation dynamics in large molecular arrays that can be split into compartments with weak exciton coupling between them. In this method, the dynamics within each compartment is evaluated nonperturbatively using hierarchical equations of motion (HEOM), whereas transfers between the exciton states belonging to different compartments are treated by the generalized Förster (gF) theory. In a combined HEOM-gF approach, the number of equations increases linearly when adding new compartments as opposed to pure HEOM, where a depth of hierarchy exhibits strong non-linear grows when scaling the total number of molecules. Comparing the combined HEOM-gF method with an exact HEOM solution enabled us to estimate the parameters corresponding to a validity range of the proposed theory. The possibility of using the method for modeling of energy transfers in photosynthetic antenna supercomplexes is discussed.

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Excitation energy equilibration in trimeric LHCII complex involves unusual pathways

October 2023

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41 Reads

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4 Citations

Physical Chemistry Chemical Physics

We explore the energy equilibration within the LHCII trimer using various approaches, including the Redfield-Förster method (with different compartmentalization schemes) and the exact hierarchical equation of motion (HEOM). We demonstrate that the inter-monomeric migration in the trimeric LHCII complex is not limited to direct transfers between quasi-equilibrated chlorophylls (Chls) a, but also involves additional pathways with uphill transfers from Chls a to the stromal-side Chls b (connecting the Chls a clusters from different monomeric subunits). Although these uphill transfers are slow they still can increase the total rate of inter-monomeric transfers by a factor of 1.5. The same stromal-side Chls b also promote a depopulation of the Chl a604 long-lived state (blue-shifted and mixed with the lumenal-side Chls b). Due to the connection between the stromal- and lumenal-side Chls b clusters the intra- and inter-monomeric transfers from a604 to the main Chls a become faster by a factor of 1.6 and 1.75, respectively.


Energy-level scheme for quasi-linear molecular chain 1-2-3, where the molecules 1 and 3 are separated by the blue-shifted molecule 2. The three excited states e1, e2, and e3 are coupled to a single vibrational mode with the frequency Ω. The zero-phonon level of the state e2 is close to resonance with the vibrational sublevels of e1 and e3. Here, we show a simplified one-dimensional scheme, but in fact each diabatic state (e1, e2, e3) is coupled to its own effective nuclear coordinate (corresponding to vibration with frequency Ω). The resulting electron-vibrational dynamics is therefore considered in the 3-dimensional basis of the effective nuclear coordinates Q1–Q3 (not shown)
Kinetics of the e3 populations upon excitation of the b = 2 vibronic level (with predominant contribution of the e1 state) calculated for room temperature in the timescale of 60 ps. Kinetics are shown for different energies of the e2 state, i.e., 660, 695, 715, 745, 780, and 810 cm⁻¹ (corresponding to the zero-phonon levels of the diabatic e2 state). Resonance with the Ω = 740 cm⁻¹ vibration occurs when the e2 energy is near 715 cm⁻¹. Insert shows populations of the e1, e2, and e3 sites (for the e2 energy of 715 cm⁻¹) in the timescale of 120 ps
Stick spectra for Ω = 740 cm⁻¹ and different energies of the e2 state, i.e., E2 = 660, 695, 715, 745, 780, and 810 cm⁻¹ (colors are the same as in the kinetics shown in Fig. 2). Only the spectral region around the e2 zero-phonon transition (from 600 to 850 cm⁻¹) is shown. Labels 3, 6, and 9 indicate the number b of the vibronic eigenstates with significant contribution of the e2 state. Labels 4 and 8 mark the ‘magic’ vibronic levels (for E2 = 780 and 810 cm⁻¹ cases, these levels are superimposed with more intense b = 3 and 6 levels)
Same as in Fig. 3, but with continuous tuning of the e2-ZPL energy from 640 to 800 cm⁻¹
Resonant vibrations produce quantum bridge over high-energy states in heterogeneous antenna

August 2023

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27 Reads

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2 Citations

Photosynthesis Research

Photosynthetic light-harvesting complexes usually contain several pools of molecules with a big difference in transition energies, for example, chlorophylls a and b in plant antennas. Some pathways of the excitation energy transfer may include pigments from the low-energy pool separated by a site occupied by a high-energy molecule. We demonstrate that such pathways may be functional if high-frequency intramolecular vibrations fall in resonance with the energy gap between the neighboring molecules belonging to different pools. In this case, a vibration-assisted mixing of the excited states can produce delocalized vibronic states playing a role of ‘quantum bridge’ that facilitates a passage over high-energy barrier. We perform calculations of the excitation dynamics in the model three-state system with the parameters emerging from our previous studies of real antennas. Simulation of the dynamics in an explicit electron-vibrational basis demonstrates that the rate of transfer between the two chlorophylls a through the chlorophyll b intermediate is increased by a factor of 1.7–2 in the presence of resonant vibration. A possible influence of energetic disorder and other (non-resonant) vibrations on this effect is discussed.


Excitonic interactions and Stark fluorescence spectra

August 2023

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8 Reads

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1 Citation

We develop the theory for the Stark fluorescence (SF) of molecular aggregates by taking into account the mixing of the excited states [including the states with charge-transfer (CT) characters]. We use the sum-over-state approach and modified rotating wave approximation to describe interactions of the static and optical fields with the permanent and transition dipoles of the excited states. The SF spectral profiles are calculated using the standard and modified Redfield theories for the emission lineshapes. The resulting expression allows an interpretation of the SF response based on the calculation of only one-exciton states (i.e., the calculation of two-exciton states is not needed). The shape and amplitude of the SF spectrum can exhibit dramatic changes in the presence of the CT states, especially when the CT state is mixed with the red-most emitting exciton levels. In this case, the SF responses are much more sensitive to the exciton-CT mixing as compared with the usual Stark absorption. The limitation of the proposed theory is related to the simplified nature of the Redfield picture, which neglects the dynamic localization within the mixed exciton-CT configuration.


Excitation dynamics in photosynthetic light-harvesting complex B850: exact solution versus Redfield and Förster limits

May 2023

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37 Reads

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5 Citations

Physical Chemistry Chemical Physics

We model the excitation dynamics in bacterial B850 antenna using the standard Redfield, modified Redfield, and Förster approaches and comparing them with the exact solution obtained with hierarchical equation of motion (HEOM). We have found that the modified Redfield is capable of reproducing the dynamics associated with downhill relaxation from higher exciton levels, but fails to explain the migration of quasi-equilibrated excitation over the B850 ring (and its spectral signatures like transient anisotropy decay). Neglecting the population-to-coherence transfers leads to a quick decoherence between the exciton states resulting in unrealistically fast delocalization looking like instantaneous transfer around the ring. The standard (non-secular) Redfield gives a more satisfactory picture of this kind of migration, but in some cases the results can be corrupted by artifacts emerging from the one-phonon character of this theory.


Synchronization of opening and closing of two gramicidin A channels pulled together by a linker: possible relevance to channel clustering

January 2023

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13 Reads

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2 Citations

Physical Chemistry Chemical Physics

The linear 15-mer peptide gramicidin A (gA) produced by Bacillus brevis is known to form the simplest natural ion channel in lipid membranes representing a head-to-head transmembrane dimer. Its incorporation into a planar lipid bilayer manifests itself in regular electrical current transitions. If two gA subunits are tightly connected by a water-soluble, flexible linker of a certain length, the current transitions become heterogeneous: in a part of them, the amplitude is almost twofold higher than that of a single channel, thereby demonstrating the synchronous opening of two single channels. The lifetime, i.e. the open-state duration, of this dual channel is by several orders of magnitude longer than that of the single channel. Here, we used the ideas of the theory of excitons to hypothesize about the mechanism of synchronous opening and closing of two adjacent channels. Two independent (uncoupled) single channels can be described by two independent conformational coordinates q1 and q2, while two closely located channels can exhibit collective behavior, if the coupling between them produces mixing of the individual states (q1,0) and (0,q2). We suppose that a similar phenomenon can occur not only with synthetic derivatives of gA, but also with such natural channel-forming peptide antibiotics and toxins as alamethicin and syringomycin. In particular, channel clustering observed with these peptides may be also associated with formation of collective conductance states, resulting from mixing of their monomeric states, which allows us to explain the fact that clusters of these channels transmit ions and nonelectrolytes of the same size as the original single channels.


The location of the low-energy states in Lhca1 favors excitation energy transfer to the core in the plant PSI-LHCI supercomplex

November 2022

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137 Reads

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15 Citations

Photosynthesis Research

Lhca1 is one of the four pigment-protein complexes composing the outer antenna of plant Photosystem I-light-havesting I supercomplex (PSI-LHCI). It forms a functional dimer with Lhca4 but, differently from this complex, it does not contain ‘red-forms,’ i.e., pigments absorbing above 700 nm. Interestingly, the recent PSI-LHCI structures suggest that Lhca1 is the main point of delivering the energy harvested by the antenna to the core. To identify the excitation energy pathways in Lhca1, we developed a structure-based exciton model based on the simultaneous fit of the low-temperature absorption, linear dichroism, and fluorescence spectra of wild-type Lhca1 and two mutants, lacking chlorophylls contributing to the long-wavelength region of the absorption. The model enables us to define the locations of the lowest energy pigments in Lhca1 and estimate pathways and timescales of energy transfer within the complex and to the PSI core. We found that Lhca1 has a particular energy landscape with an unusual (compared to Lhca4, LHCII, and CP29) configuration of the low-energy states. Remarkably, these states are located near the core, facilitating direct energy transfer to it. Moreover, the low-energy states of Lhca1 are also coupled to the red-most state (red forms) of the neighboring Lhca4 antenna, providing a pathway for effective excitation energy transfer from Lhca4 to the core.


Scheme for primary charge separation in mutant RCs M1 (a), M2 (b) and M3 (c). The X-ray crystal structures of M1 and M3 are from PDB records 1QOV (McAuley et al. 1999) and 2BOZ (Potter et al. 2005). In M2, BA and P are slightly tilted relative to one another and the weak hydrogen-bond (grey dotted line) between Tyr210 and PB disappears as the result of the tyrosine at M210 position (purple in (a) and (c)) being replaced by a larger tryptophan (magenta in (b)) (McAuley et al. 2000). In M3, a water molecule (grey ball in (a) and (b)) linking PB and BA via a hydrogen-bond interaction (black dotted lines) is removed as a result of the glycine at M203 position (orange in (a) and (b)) being replaced by leucine (red in (c)). In all panels the dark yellow and black arrows show the two steps of primary electron transfer with time constants obtained from (Ma et al. 2019). d–f Absorptive 2D spectra at the population time of 100 fs. The grey points mark the location of the (P*, P∗PA+δPB-δ\documentclass[12pt]{minimal} \usepackage{amsmath} \usepackage{wasysym} \usepackage{amsfonts} \usepackage{amssymb} \usepackage{amsbsy} \usepackage{mathrsfs} \usepackage{upgreek} \setlength{\oddsidemargin}{-69pt} \begin{document}$$\text{P}^*\text{P}_{\text{A}}^{ + \updelta } \text{P}_{\text{B}}^{ - \updelta }$$\end{document}) cross peaks, their λt values reflect the energies of P∗PA+δPB-δ\documentclass[12pt]{minimal} \usepackage{amsmath} \usepackage{wasysym} \usepackage{amsfonts} \usepackage{amssymb} \usepackage{amsbsy} \usepackage{mathrsfs} \usepackage{upgreek} \setlength{\oddsidemargin}{-69pt} \begin{document}$$\text{P}^*\text{P}_{\text{A}}^{ + \updelta } \text{P}_{\text{B}}^{ - \updelta }$$\end{document}
Time–frequency plots of the real rephasing oscillatory traces at respective (P∗PA+PB-\documentclass[12pt]{minimal} \usepackage{amsmath} \usepackage{wasysym} \usepackage{amsfonts} \usepackage{amssymb} \usepackage{amsbsy} \usepackage{mathrsfs} \usepackage{upgreek} \setlength{\oddsidemargin}{-69pt} \begin{document}$$\text{P}^*\text{P}_{\text{A}}^{ + } \text{P}_{\text{B}}^{ - }$$\end{document}) positions for mutant RCs M1 (a), M2 (b) and M3 (c). Each plot is normalized to its maximal amplitude. The value in the right-top corner of each panel is the ratio between the maximal amplitude of the 2D spectrum at population time T = 0 fs and the maximal amplitude of the plot
Dynamics of various coherences in mutant M1: 220 cm⁻¹ (a, b), 160 cm⁻¹ (c, d) and 110 cm⁻¹ (e, f). 2D frequency maps at selected TFT population times Tʹ are shown in (a, c, e) and wavelet traces at selected positions in (b, d, f). In (a, c, e), each frequency map is normalized to its maximal amplitude. The value in the right-bottom corner of each panel is the ratio between the maximal amplitude of the 2D spectrum and the maximal amplitude of the frequency map at the same population time T. The colored circles in each 30 fs panel indicate the positions of the selected 2D wavelet traces in (b, d, f)
Dynamics of various coherences in mutant M2: 260 cm⁻¹ (a, b) and 160 cm⁻¹ (c, d). 2D frequency maps at selected TFT population times Tʹ are shown in (a, c) and wavelet traces at selected positions in (b, d). In (a, c), each frequency map is normalized to its maximal amplitude. The value in the right-bottom corner of each panel is the ratio between the maximal amplitude of the 2D spectrum and the maximal amplitude of the frequency map at the same population time T. The colored circles in each 30 fs panel indicate the positions of the selected 2D wavelet traces in (b, d)
Dynamics of various coherences in mutant M3: 330 cm⁻¹ (a, b), 160 cm⁻¹ (c, d) and 110 cm⁻¹ (e, f). 2D frequency maps at selected TFT population times Tʹ are shown in (a, c, e) and wavelet traces at selected positions in (b, d, f). In (a, c, e), each frequency map is normalized to its maximal amplitude. The value in the right-bottom corner of each panel is the ratio between the maximal amplitude of the 2D spectrum and the maximal amplitude of the frequency map at the same population time T. The colored circles in each 30 fs panel indicate the positions of the selected 2D wavelet traces in (b, d, f)
Dynamics of diverse coherences in primary charge separation of bacterial reaction center at 77 K revealed by wavelet analysis

March 2022

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193 Reads

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5 Citations

Photosynthesis Research

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To uncover the mechanism behind the high photo-electronic conversion efficiency in natural photosynthetic complexes it is essential to trace the dynamics of electronic and vibrational quantum coherences. Here we apply wavelet analysis to two-dimensional electronic spectroscopy data for three purple bacterial reaction centers with mutations that produce drastically different rates of primary charge separation. From the frequency distribution and dynamic evolution features of the quantum beating, electronic coherence with a dephasing lifetime of ~50 fs, vibronic coherence with a lifetime of ~150 fs and vibrational/vibronic coherences with a lifetime of 450 fs are distinguished. We find that they are responsible for, or couple to, different specific steps during the primary charge separation process, i.e., intradimer charge transfer inside the special bacteriochlorophyll pair followed by its relaxation and stabilization of the charge-transfer state. The results enlighten our understanding of how quantum coherences participate in, and contribute to, a biological electron transfer reaction.



Citations (78)


... 18,26,27 They identified a bottleneck at a604 during energy transfer from lumenal Chl b to Chl a and observed rapid energy transfer from stromal Chl b to Chl a. Additionally, they found that the a610−a611−a612 cluster forms the lowest energy state in LHCII. 30,31 Atomistic approaches, 32−38 such as quantum mechanics/ molecular mechanics (QM/MM) calculations, provide a direct method to study site energies, transition dipole moments, and excitonic properties of Chl molecules without relying on experimental data. Muḧ et al. developed a model for LHCII in a dielectric medium that simulates the environments of solutions, proteins, and membranes 32 and conducted QM/ MM calculations. ...

Reference:

Development of Molecular Dynamics Parameters and Theoretical Analysis of Excitonic and Optical Properties in the Light-Harvesting Complex II
Excitation energy equilibration in trimeric LHCII complex involves unusual pathways
  • Citing Article
  • October 2023

Physical Chemistry Chemical Physics

... Given the fact of that the actual spectral density of a photosynthetic light-harvesting system consists of numerous vibrational modes, our results support the finding that these modes play a mediating role in energy transfer. [64][65][66] Further work is needed to utilize the HEOM method with a realistic spectral density to simulate the 2DES, alongside global fitting, enabling a comparison with the experimental results, thereby validating this finding. The results obtained using the MR method are consistent with the trends observed in the HEOM outcomes, although the MR method typically yield faster dynamics. ...

Resonant vibrations produce quantum bridge over high-energy states in heterogeneous antenna

Photosynthesis Research

... There is a debate concerning the applicability of the standard Liptay formalism as a mathematical tool for simulating the Stark spectra of systems with appreciably large static dipole moments in their excited states, such as different pigment-protein complexes of photosynthetic organisms (Novoderezhkin et al. 2007;Gottfried et al. 1991;Somsen et al. 1998;Moore et al. 1999;Braver et al. 2021). However, as far as the analysis of Stark data is concerned, no other effective substitutes for the Liptay formalism have been developed so far that can be used independently to analyze the data and yield detailed information about the associated electrostatic parameters (which is the ultimate goal in analyzing Stark data), although some recent theoretical investigations attempted to do so (Braver et al. 2021;Novoderezhkin 2023). Thus, regardless of the size of their excited state static dipole moments, the conventional Liptay formalism serves as the fundamental To gain some qualitative inference about the emission contribution of PSII subunit, we carried out a systematic analysis of the observed F IsiAMem (see Fig. 2). ...

Excitonic interactions and Stark fluorescence spectra
  • Citing Article
  • August 2023

... The dynamics of molecular excitations can be adequately described by a variety of methods including nonperturbative approaches such as hierarchical equations of motion (HEOM). [1][2][3][4][5] During past years, the HEOM method was widely used to model the spectra and excitation dynamics in molecular systems, including photosynthetic light-harvesting complexes [6][7][8][9][10][11][12][13][14][15] that are intensively studied as representing fundamental interest and having practical importance. The optical spectra and nonlinear timeresolved responses of photosynthetic antennas have been explored by various perturbative (and numerically inexpensive) approaches, such as modified Redfield 16,17 and combined theories, giving rise to consistent and quantitative models of many antenna complexes [20][21][22][23][24][25][26][27][28][29] and reaction centers. ...

Excitation dynamics in photosynthetic light-harvesting complex B850: exact solution versus Redfield and Förster limits
  • Citing Article
  • May 2023

Physical Chemistry Chemical Physics

... [24] Furthermore, once two gA channels are connected by a linker, their lifetime will be significantly increased. [25][26][27] Cholesterol (CHOL), as a major lipid component of plasma membranes of mammalian cells, exhibits significant impact on the conformation and activity of a variety of ion channels. [28][29][30][31][32][33][34] For gA, some experimental studies have shown that gA channel inactivation occurs in CHOLcontaining erythrocyte membranes and the rate of channel inactivation is strongly dependent on the phospholipid-to-CHOL molar ratio in the membrane. ...

Synchronization of opening and closing of two gramicidin A channels pulled together by a linker: possible relevance to channel clustering
  • Citing Article
  • January 2023

Physical Chemistry Chemical Physics

... [1][2][3][4][5] During past years, the HEOM method was widely used to model the spectra and excitation dynamics in molecular systems, including photosynthetic light-harvesting complexes [6][7][8][9][10][11][12][13][14][15] that are intensively studied as representing fundamental interest and having practical importance. The optical spectra and nonlinear timeresolved responses of photosynthetic antennas have been explored by various perturbative (and numerically inexpensive) approaches, such as modified Redfield 16,17 and combined theories, giving rise to consistent and quantitative models of many antenna complexes [20][21][22][23][24][25][26][27][28][29] and reaction centers. [30][31][32][33][34] Comparing these models with the HEOM picture revealed shortcomings and artifacts of simplified treatments and made it clear that the Redfield-type exciton relaxation and Förster-type migration of localized excitations are just different physical limits of a more versatile HEOM approach. ...

The location of the low-energy states in Lhca1 favors excitation energy transfer to the core in the plant PSI-LHCI supercomplex

Photosynthesis Research

... The numerical computations was realized at T = 300 K, N = 16. Assuming that the exciton rate constant from the LH1 complex to dimer has the value K RD = 1/(20 ps − 40 ps) [17], we employ K RD = 1/(20 ps) in the numerical computations. We chose two options for the value of the parameter 2γ/ℏ. ...

Excitation energy transfer and energy conversion in photosynthesis
  • Citing Chapter
  • August 2014

... There have been many applications of 2DES to study other biological systems, ranging from studies of DNA photophysics in the ultraviolet to studies of bacteriorhodopsin, rhodopsin, and a variety of photosynthetic systems, as well as chemical systems and materials. For instance, considering only papers published so far this decade (2020-2023), there has been a compelling range of studies employing 2DES and developing 2DES experimental methods (Akhtar et al., 2020(Akhtar et al., , 2021(Akhtar et al., , 2022Li et al., 2020;Palato et al., 2020;Segarra-Martí et al., 2020;Tran et al., 2020;Tros et al., 2020;Zuehlsdorff et al., 2020;Son et al., 2020b;Higgins et al., 2021;Jun et al., 2021;Mohan et al., 2021;Mueller et al., 2021;Russo et al., 2021;Zhao et al., 2021;Biswas et al., 2022;Duan et al., 2022;Ma et al., 2022;Ross et al., 2022;Roy et al., 2022;Schultz et al., 2022;Timmer et al., 2022;Kim et al., 2022b;Brosseau et al., 2023;Fisher et al., 2023;Jana et al., 2023;Jeffries et al., 2023;Lee et al., 2023;Liu et al., 2023;Lüttig et al., 2023;Rojas-Gatjens et al., 2023;Nguyen et al., 2023b). What is especially notable about this list of recent literature is that 2DES now has found many applications for the study of chemical materials. ...

Dynamics of diverse coherences in primary charge separation of bacterial reaction center at 77 K revealed by wavelet analysis

Photosynthesis Research

... Recently, a growing body of evidence has indicated that the PA + PB − charge transfer state can be admixed with the excited primary electron donor and that this state is involved in the process of electron transfer to the BA molecule [8][9][10][11][12]. Recently, the data obtained by the two-dimensional electronic spectroscopy method have shown that the electronic coherence links the excited state P* and the charge transfer state PA + PB − , while the vibrational coherence contributes to the stabilization of the charge-separated state P + BA − , and both types of coherence provide a high quantum efficiency of the charge separation in the RC [13][14][15][16]. Previously, Stark spectroscopy has shown signs of the PA + PB − dipole in the ground state of the primary electron donor [17,18]. ...

Dynamic Stark Effect in Two-Dimensional Spectroscopy Revealing Modulation of Ultrafast Charge Separation in Bacterial Reaction Centers by an Inherent Electric Field
  • Citing Article
  • June 2021

The Journal of Physical Chemistry Letters

... There have been many applications of 2DES to study other biological systems, ranging from studies of DNA photophysics in the ultraviolet to studies of bacteriorhodopsin, rhodopsin, and a variety of photosynthetic systems, as well as chemical systems and materials. For instance, considering only papers published so far this decade (2020-2023), there has been a compelling range of studies employing 2DES and developing 2DES experimental methods (Akhtar et al., 2020(Akhtar et al., , 2021(Akhtar et al., , 2022Li et al., 2020;Palato et al., 2020;Segarra-Martí et al., 2020;Tran et al., 2020;Tros et al., 2020;Zuehlsdorff et al., 2020;Son et al., 2020b;Higgins et al., 2021;Jun et al., 2021;Mohan et al., 2021;Mueller et al., 2021;Russo et al., 2021;Zhao et al., 2021;Biswas et al., 2022;Duan et al., 2022;Ma et al., 2022;Ross et al., 2022;Roy et al., 2022;Schultz et al., 2022;Timmer et al., 2022;Kim et al., 2022b;Brosseau et al., 2023;Fisher et al., 2023;Jana et al., 2023;Jeffries et al., 2023;Lee et al., 2023;Liu et al., 2023;Lüttig et al., 2023;Rojas-Gatjens et al., 2023;Nguyen et al., 2023b). What is especially notable about this list of recent literature is that 2DES now has found many applications for the study of chemical materials. ...

Complete mapping of energy transfer pathways in the plant light-harvesting complex Lhca4†
  • Citing Article
  • November 2020

Physical Chemistry Chemical Physics