S4 Fig -

<p>Simulated kymographs of (<b>a</b>,<b>b</b>) velocity for connected (left) and disconnected (right) conditions for ‘<i>fluidization with spatial variation in stiffness and damping’</i> condition. Plot comparing temporal evolution of leading-edge velocity b...

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Bibliographic Details
Main Author: Amrit Bagchi (20536044) (author)
Other Authors: Bapi Sarker (636603) (author), Jialiang Zhang (1574704) (author), Marcus Foston (2113672) (author), Amit Pathak (225960) (author)
Published: 2025
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Summary:<p>Simulated kymographs of (<b>a</b>,<b>b</b>) velocity for connected (left) and disconnected (right) conditions for ‘<i>fluidization with spatial variation in stiffness and damping’</i> condition. Plot comparing temporal evolution of leading-edge velocity between connected and disconnected ligands (<b>c</b>). Simulated kymographs of traction for connected (<b>d</b>) and disconnected (<b>e</b>) conditions. Plot comparing temporal evolution of leading-edge traction between connected and disconnected ligands (<b>f</b>). Simulated kymographs of shear stress for connected (<b>g</b>) and disconnected (<b>h</b>) conditions. Plot comparing average leading-edge velocity and average leading-edge traction velocity between connected and disconnected ligands (<b>i</b>). Simulated kymographs of strain rate for connected (<b>j</b>) and disconnected (<b>k</b>) conditions Plot comparing four-point susceptibility <i>χ</i><sub>4</sub> versus Δ<i>t</i> between connected and disconnected ligand conditions (<b>k</b>).</p> <p>(TIF)</p>