Understanding Conformational Dynamics of Complex Lipid Mixtures Relevant to Biology

This is a perspective article entitled “Frontiers in computational biophysics: understanding conformational dynamics of complex lipid mixtures relevant to biology” which is following a CECAM meeting with the same name.Fil: Friedman, Ran. Linnæus University; ArgentinaFil: Khalid, Syma. University of Southampton; Reino UnidoFil: Aponte Santamaría, Camilo. Ruprecht-Karls-Universität Heidelberg; Alemania. Universidad de los Andes; ColombiaFil: Arutyunova, Elena. University of Alberta; CanadáFil: Becker, Marlon. Westfälische Wilhelms Universität; AlemaniaFil: Boyd, Kevin J.. University of Connecticut; Estados UnidosFil: Christensen, Mikkel. University Aarhus; DinamarcaFil: Coimbra, João T. S.. Universidad de Porto; PortugalFil: Concilio, Simona. Universita di Salerno; ItaliaFil: Daday, Csaba. Heidelberg Institute for Theoretical Studies; AlemaniaFil: Eerden, Floris J. van. University of Groningen; Países BajosFil: Fernandes, Pedro A.. Universidad de Porto; PortugalFil: Gräter, Frauke. Heidelberg University; Alemania. Heidelberg Institute for Theoretical Studies; AlemaniaFil: Hakobyan, Davit. Westfälische Wilhelms Universität; AlemaniaFil: Heuer, Andreas. Westfälische Wilhelms Universität; AlemaniaFil: Karathanou, Konstantina. Freie Universität Berlin; AlemaniaFil: Keller, Fabian. Westfälische Wilhelms Universität; AlemaniaFil: Lemieux, M. Joanne. University of Alberta; CanadáFil: Marrink, Siewert J.. University of Groningen; Países BajosFil: May, Eric R.. University of Connecticut; Estados UnidosFil: Mazumdar, Antara. University of Groningen; Países BajosFil: Naftalin, Richard. Colegio Universitario de Londres; Reino UnidoFil: Pickholz, Mónica Andrea. Consejo Nacional de Investigaciones Científicas y Técnicas. Oficina de Coordinación Administrativa Ciudad Universitaria. Instituto de Física de Buenos Aires. Universidad de Buenos Aires. Facultad de Ciencias Exactas y Naturales. Instituto de Física de Buenos Aires; ArgentinaFil: Piotto, Stefano. Universita di Salerno; ItaliaFil: Pohl, Peter. Johannes Kepler University; AustriaFil: Quinn, Peter. Colegio Universitario de Londres; Reino UnidoFil: Ramos, Maria J.. Universidad de Porto; PortugalFil: Schiøtt, Birgit. University Aarhus; DinamarcaFil: Sengupta, Durba. National Chemical Laboratory India; IndiaFil: Sessa, Lucia. Universita di Salerno; ItaliaFil: Vanni, Stefano. University Of Fribourg;Fil: Zeppelin, Talia. University Aarhus; DinamarcaFil: Zoni, Valeria. University of Fribourg; SuizaFil: Bondar, Ana-Nicoleta. Freie Universität Berlin; AlemaniaFil: Domene, Carmen. University of Oxford; Reino Unido. University of Bath; Reino Unid

Wavefunction-in-density functional theory embedding for excited states: Which wavefunctions, which densities?

We present a detailed analysis of our recently proposed wavefunction in density functional theory method to include differential polarization effects through state-specific embedding potentials. We study methylenecyclopropene and acrolein in water by using several wavefunction approaches to validate the supermolecular reference and to assess their response to embedding. We find that quantum Monte Carlo, complete-active space second-order perturbation theory, and coupled cluster methods give very consistent solvatochromic shifts and a similar response to embedding. Our scheme corrects the excitation energies produced with a frozen environment, but the values are often overshot. To ameliorate the problem, one needs to use wavefunction densities to polarize the environment. The choice of the exchange-correlation functional in the construction of the potential has little effect on the excitation, whereas the approximate kinetic-energy functional appears to be the largest source of error

Sate-specific embedding potentials for excitation-energy calculations

Embedding potentials are frequently used to describe the effect of an environment on the electronic structure of molecules in larger systems, including their excited states. If such excitations are accompanied by significant rearrangements in the electron density of the embedded molecule, large differential polarization effects may take place, which in turn can require state-specific embedding potentials for an accurate theoretical description. We outline here how to extend wave function in density functional theory (WF/DFT) methods to compute the excitation energies of a molecule in a responsive environment through the use of state-specific density-based embedding potentials constructed within a modified subsystem DFT approach. We evaluate the general expression of the ground- and excited-state energy difference of the total system both with the use of state-independent and state-dependent embedding potentials and propose some practical recipes to construct the approximate excited-state DFT density of the active part used to polarize the environment. We illustrate these concepts with the state-independent and state-dependent WF/DFT computation of the excitation energies of p-nitroaniline, acrolein, methylenecyclopropene, and p-nitrophenolate in various solvents