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1.
Phys Chem Chem Phys ; 26(17): 13420-13431, 2024 May 01.
Article En | MEDLINE | ID: mdl-38647171

Autoimmune inflammatory diseases, such as rheumatoid arthritis (RA) and ulcerative colitis, are associated with an uncontrolled production of cytokines leading to the pronounced inflammatory response of these disorders. Their therapy is currently focused on the inhibition of cytokine receptors, such as the Janus kinase (JAK) protein family. Tofacitinib and peficitinib are JAK inhibitors that have been recently approved to treat rheumatoid arthritis. In this study, an in-depth analysis was carried out through quantum biochemistry to understand the interactions involved in the complexes formed by JAK1 and tofacitinib or peficitinib. Computational analyses provided new insights into the binding mechanisms between tofacitinib or peficitinib and JAK1. The essential amino acid residues that support the complex are also identified and reported. Additionally, we report new interactions, such as van der Waals; hydrogen bonds; and alkyl, pi-alkyl, and pi-sulfur forces, that stabilize the complexes. The computational results revealed that peficitinib presents a similar affinity to JAK1 compared to tofacitinib based on their interaction energies.


Adamantane/analogs & derivatives , Janus Kinase 1 , Niacinamide , Niacinamide/analogs & derivatives , Piperidines , Pyrimidines , Pyrimidines/chemistry , Pyrimidines/pharmacology , Piperidines/chemistry , Piperidines/pharmacology , Piperidines/therapeutic use , Niacinamide/chemistry , Janus Kinase 1/antagonists & inhibitors , Janus Kinase 1/metabolism , Janus Kinase 1/chemistry , Humans , Quantum Theory , Autoimmune Diseases/drug therapy , Protein Kinase Inhibitors/chemistry , Protein Kinase Inhibitors/pharmacology , Protein Kinase Inhibitors/therapeutic use , Hydrogen Bonding , Janus Kinase Inhibitors/chemistry , Janus Kinase Inhibitors/therapeutic use , Janus Kinase Inhibitors/pharmacology , Adamantane/chemistry , Pyrroles/chemistry , Pyrroles/pharmacology , Molecular Docking Simulation
2.
Mol Immunol ; 127: 203-211, 2020 11.
Article En | MEDLINE | ID: mdl-33011403

Cancer is a group of diseases involving disordered growth of abnormal cells with the potential to invade and spread to other parts of the body. Today, immunotherapy is the most efficient treatment, with fewer side effects. Notably, the employment of monoclonal antibodies to inhibit checkpoint proteins, such as CTLA-4, has caused much excitement among cancer immunotherapy researchers. Thus, in-depth analysis through quantum biochemistry and molecular dynamics simulations was performed to understand the complex formed by ipilimumab and its target CTLA-4. Our computational results provide a better understanding of the binding mechanisms and new insights about the CTLA-4: ipilimumab interaction, identifying essential amino acid residues to support the complex. Additionally, we report new interactions such as aromatic-aromatic, aromatic-sulfur, and cation-pi interactions to stabilize the CTLA-4:ipilimumab complex. Finally, quantum biochemistry analyses reveal the most important amino acid residues involved in the CTLA-4:ipilimumab interface, which were used to design synthetic peptides to inhibit CTLA-4. The computational results presented here provide a better understanding of the CTLA-4:ipilimumab binding mechanisms, and can support the development of alternative antibody-based drugs with high relevance in cancer immunotherapy.


Antineoplastic Agents/therapeutic use , CTLA-4 Antigen/immunology , Drug Design , Immunotherapy , Ipilimumab/therapeutic use , Neoplasms/immunology , Neoplasms/therapy , Peptides/therapeutic use , CTLA-4 Antigen/chemistry , Electricity , Humans , Ipilimumab/chemistry , Molecular Dynamics Simulation , Peptides/chemistry , Protein Binding , Proteolysis , Thermodynamics
3.
Phys Chem Chem Phys ; 22(6): 3570-3583, 2020 Feb 14.
Article En | MEDLINE | ID: mdl-31995079

Despite being recognized as a therapeutic target in the processes of cancer cell proliferation and metastasis for over 50 years, the interaction of the urokinase plasminogen activator uPA with its receptor uPAR still needs an improved understanding. High resolution crystallographic data (PDB ) of the uPA-uPAR binding geometry was used to perform quantum biochemistry computations within the density functional theory (DFT) framework. A divide to conquer methodology considering a mixed homogeneous/inhomogeneous dielectric model and explicitly taking water molecules into account was employed to obtain a large set of uPA-uPAR residue-residue interaction energies. In order of importance, not only were Phe25 > Tyr24 > Trp30 > Ile28 shown to be the most relevant uPA residues binding it to uPAR, but the residues Lys98 > His87 > Gln40 > Asn22 > Lys23 > Val20 also had significant interaction energies, which helps to explain published experimental mutational data. Furthermore, the results obtained with the uPA-uPAR in/homogeneous dielectric function show that a high dielectric constant value ε = 40 is adequate to take into account the electrostatic environment at the interface between the proteins, while using a smaller value of ε (<10) leads to an overestimation of the uPA-uPAR binding energy. Hot spots of the uPA-uPAR binding domain were identified and a quantum biochemistry description of the uPAR blockers uPA21-30 and cyclo21,29uPA21-29[(S21C;H29C)] was performed, demonstrating that cyclization improves the stability of mimetic peptides without compromising their binding energies to uPAR.


Receptors, Urokinase Plasminogen Activator/chemistry , Urokinase-Type Plasminogen Activator/chemistry , Amino Acid Sequence , Amino Acids/chemistry , Density Functional Theory , Peptides, Cyclic/chemistry , Protein Binding , Protein Conformation , Static Electricity , Structure-Activity Relationship , Thermodynamics
4.
Phys Rev Lett ; 112(14): 148701, 2014 Apr 11.
Article En | MEDLINE | ID: mdl-24766030

The proper addition of shortcuts to a regular substrate can lead to the formation of a complex network with a highly efficient structure for navigation [J. M. Kleinberg, Nature 406, 845 (2000)]. Here we show that enhanced flow properties can also be observed in these small-world topologies. Precisely, our model is a network built from an underlying regular lattice over which long-range connections are randomly added according to the probability, Pij ∼ r−α ij , where rij is the Manhattan distance between nodes i and j, and the exponent α is a controlling parameter. The mean two-point global conductance of the system is computed by considering that each link has a local conductance given by gij ∝ r−C ij , where C determines the extent of the geographical limitations (costs) on the long-range connections. Our results show that the best flow conditions are obtained for C = 0 with α = 0, while for C ≫ 1 the overall conductance always increases with α. For C ≈ 1, α = d becomes the optimal exponent, where d is the topological dimension of the substrate. Interestingly, this exponent is identical to the one obtained for optimal navigation in small-world networks using decentralized algorithms.


Models, Theoretical , Algorithms , Models, Statistical
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