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Philomin, A.

Publications and source records attributed to Philomin, A..

2 recordsLinked to original sources

De novo design of allosterically switchable protein assemblies

Allosteric modulation of protein function, wherein the binding of an effector to a protein triggers conformational changes at distant functional sites, plays a central role in the control of metabolism and cell signaling1-3. There has been considerable interest in designing allosteric systems, both to gain insight into the mechanisms underlying such "action at a distance" modulation and to create synthetic proteins whose functions can be regulated by effectors4-7. However, emulating the subtle conformational changes distributed across many residues, characteristic of natural allosteric proteins, is a significant challenge8,9. Here, inspired by the classic Monod-Changeux-Wyman model of cooperativity10, we investigate the de novo design of allostery through rigid-body coupling of designed effector-switchable hinge modules11 to protein interfaces12 that direct the formation of alternative oligomeric states. We find that this approach can be used to generate a wide variety of allosterically switchable systems, including cyclic rings that incorporate or eject subunits in response to effector binding and dihedral cages that undergo effector-induced disassembly. Size-exclusion chromatography, mass photometry13, and electron microscopy reveal that these designed allosteric protein assemblies closely resemble the design models in both the presence and absence of effectors and can have ligand-binding cooperativity comparable to classic natural systems such as hemoglobin14. Our results indicate that allostery can arise from global coupling of the energetics of protein substructures without optimized sidechain-sidechain allosteric communication pathways and provide a roadmap for generating allosterically triggerable delivery systems, protein nanomachines, and cellular feedback control circuitry.

biochemistry↗

Design of four component T=4 tetrahedral, octahedral, and icosahedral protein nanocages through programmed symmetry breaking

Four, eight or twenty C3 symmetric protein trimers can be arranged with tetrahedral (T-sym), octahedral (O-sym) or icosahedral (I-sym) point group symmetry to generate closed cage-like structures1,2. Generating more complex closed structures requires breaking perfect point group symmetry. Viruses do this in the icosahedral case using quasi-symmetry or pseudo-symmetry to access higher triangulation number architectures3-9, but nature appears not to have explored higher triangulation number tetrahedral or octahedral symmetries. Here, we describe a general design strategy for building T = 4 architectures starting from simpler T = 1 structures through pseudo-symmetrization of trimeric building blocks. Electron microscopy confirms the structures of T = 4 cages with 48 (T-sym), 96 (O-sym), and 240 (I-sym) subunits, each with four distinct chains and six different protein-protein interfaces, and diameters of 33nm, 43nm, and 75nm, respectively. Higher triangulation number viruses possess very sophisticated functionalities; our general route to higher triangulation number nanocages should similarly enable a next generation of multiple antigen displaying vaccine candidates10,11 and targeted delivery vehicles12,13.

biochemistry↗