Publikationen von Yani Zhao

Baptista, L. A.; Zhao, Y.; Kremer, K.; Mukherji, D.; Cortes-Huerto, R.: Stabilizing α-Helicity of a Polypeptide in Aqueous Urea: Dipole Orientation or Hydrogen Bonding? ACS Macro Letters 12 (7), S. 841 - 847 (2023)

Zhao, Y.; Rothörl, J.; Besenius, P.; Virnau, P.; Daoulas, K. C.: Can Polymer Helicity Affect Topological Chirality of Polymer Knots? ACS Macro Letters 12 (2), S. 234 - 240 (2023)

Zhao, Y.; Kremer, K.: The Effects of Proline Isomerization on the Solvation Behavior of Elastin-Like Polypeptides in Water-Ethanol Mixtures. Macromolecular Rapid Communications 43 (12), 2100907 (2022)

Zhao, Y.; Kremer, K.: Proline Isomerization Regulates the Phase Behavior of Elastin-Like Polypeptides in Water. The Journal of Physical Chemistry B 125 (34), S. 9751 - 9756 (2021)

Zhao, Y.; Cortes-Huerto, R.; Kremer, K.; Rudzinski, J. F.: Investigating the Conformational Ensembles of Intrinsically Disordered Proteins with a Simple Physics-Based Model. The Journal of Physical Chemistry B 124 (20), S. 4097 - 4113 (2020)

Zhao, Y.; Singh, M. K.; Kremer, K.; Cortes-Huerto, R.; Mukherji, D.: Why Do Elastin-Like Polypeptides Possibly Have Different Solvation Behaviors in Water-Ethanol and Water-Urea Mixtures? Macromolecules 53 (6), S. 2101 - 2110 (2020)

Zhao, Y.; Cieplak, M.: Proteins at curved fluid–fluid interfaces in a coarse-grained model. Journal of Physics: Condensed Matter 32 (40), 404003 (2020)

Ferrari, F.; Paturej, J.; Pia̧tek, M.; Zhao, Y.: Knots, links, anyons and statistical mechanics of entangled polymer rings. Nuclear Physics B 945, 114673 (2019)

Zhao, Y.; Cortes Huerto, R.; Kremer, K.; Rudzinski, J. F.: Investigating the Conformational Ensembles of Intrinsically Disordered Proteins with a Simple Physics-Based Model. In Biophysical Journal, 118 3 Aufl., 286-Pos, S. 58A. 64th Annual Meeting of the Biophysical-Society, San Diego, CA, 15. Februar 2020 - 19. Februar 2020. Cell Press, Cambridge, Mass. (2020)

Ferrari, F.; Zhao, Y.: The application of numerical topological invariants in simulations of knotted rings: A comprehensive Monte Carlo approach. Reviews in mathematical physics 33 (2), 2150005 (2021)