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Different actin nucleation-promoting factors (NPFs) orchestrate different patterns of cell protrusions, likely reflecting their distinct patterns of self-organization. Here, we leveraged in vivo biochemical approaches to investigate how the WAVE complex instructs the formation of sheet-like lamellipodia. We show that the WAVE complex is a core constituent of a linear multilayered protein array at the plasma membrane, expected for an NPF that builds sheet-like actin-based protrusions. Negative membrane curvature is both necessary and sufficient for WAVE complex linear membrane association in the presence of upstream activators (Rac, Arf1/6, and PIP3) and the PRDs of both WAVE2 and Abi2, providing a potential mechanistic basis for templating of lamellipodia and their emergent behaviors, including barrier avoidance. Through computational modeling, we demonstrate that WAVE complex’s linear organization and preference for negative curvature both play important roles in robust lamellipodia formation. Our data reveal key features of mesoscale WAVE complex patterning and highlight an integral relation between NPF self-organization and cell morphogenesis. 

Abstract Protrusions at the leading-edge of a cell play an important role in sensing the extracellular cues during cellular spreading and motility. Recent studies provided indications that these protrusions wrap (coil) around the extracellular fibers. However, the physics of this coiling process, and the mechanisms that drive it, are not well understood. We present a combined theoretical and experimental study of the coiling of cellular protrusions on fibers of different geometry. Our theoretical model describes membrane protrusions that are produced by curved membrane proteins that recruit the protrusive forces of actin polymerization, and identifies the role of bending and adhesion energies in orienting the leading-edges of the protrusions along the azimuthal (coiling) direction. Our model predicts that the cell’s leading-edge coils on fibers with circular cross-section (above some critical radius), but the coiling ceases for flattened fibers of highly elliptical cross-section. These predictions are verified by 3D visualization and quantitation of coiling on suspended fibers using Dual-View light-sheet microscopy (diSPIM). Overall, we provide a theoretical framework, supported by experiments, which explains the physical origin of the coiling phenomenon.