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Showing 1–7 of 7 results
Advanced filters: Author: Shmuel Rubinstein Clear advanced filters

  • Creases in crumpled paper are traditionally regarded as deformations that minimize the elastic energy of the confined sheet. Here, the authors observe and characterize an inherently plastic type of crease that forms in the wake of propagating single point defects, resulting in furrow-like scars.

    • Omer Gottesman
    • Efi Efrati
    • Shmuel M. Rubinstein
    Research
    Nature Communications
    Volume: 6, P: 1-7

  • From earthquakes to hard drives, frictional motion and its strength are involved in a wide range of phenomena. The strength of an interface that divides two sliding bodies is determined by both the real contact area and the contacts' shear strength. By continuous measurements of the concurrent local evolution of the real contact area and the corresponding interface motion from the first microseconds when contact detachment occurs, frictional strength is now characterized from short to long timescales.

    • Oded Ben-David
    • Shmuel M. Rubinstein
    • Jay Fineberg
    Research
    Nature
    Volume: 463, P: 76-79

  • A metafluid with programmable compressibility, optical behaviour and viscosity is realized by mixing deformable spherical shells that undergo buckling within an incompressible fluid; the versatility of these metafluids opens up numerous opportunities for functionality.

    • Adel Djellouli
    • Bert Van Raemdonck
    • Katia Bertoldi
    Research
    Nature
    Volume: 628, P: 545-550

  • A crumpled sheet of paper is a common image in many contexts but crumpling dynamics are considered a complex problem. Using Mylar sheets the authors experimentally show that the evolution of the damage network in crumpling dynamics is largely history independent and the accumulation rate of the total length of all creases can be accurately predicted.

    • Omer Gottesman
    • Jovana Andrejevic
    • Shmuel M. Rubinstein
    ResearchOpen Access
    Communications Physics
    Volume: 1, P: 1-7

  • The process of thin sheet crumpling is characterized by high complexity due to an infinite number of possible configurations. Andrejevic et al. show that ordered behavior can emerge in crumpled sheets, and uncover the correspondence between crumpling and fragmentation processes.

    • Jovana Andrejevic
    • Lisa M. Lee
    • Chris H. Rycroft
    ResearchOpen Access
    Nature Communications
    Volume: 12, P: 1-10