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Volume 15 Issue 3, March 2019

The geometry of a quark–gluon plasma

A quark–gluon plasma is produced in proton–gold, deuteron–gold and helium–gold collisions. Observing elliptic and triangular flow in this nearly inviscid fluid from these different initial geometries provides a unique benchmark for hydrodynamic models.

See Nagle et al.

Image: Javier Orjuela-Koop, University of Colorado Boulder. Cover Design: David Shand.

Editorial

  • Each year, hundreds of scientists dedicate their time and expertise to help us assess the manuscripts that we send out for review. For those papers that make it through to publication, we will now be thanking them publicly.

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  • In praise of the March meeting of the American Physical Society.

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News & Views

  • Quark–gluon plasma has been recreated in heavy-ion collisions, providing a glimpse of the very early Universe. The PHENIX Collaboration offers new insights into the possible creation of this state in smaller collision systems.

    • Yen-Jie Lee
    News & Views
  • A large-scale imaging study has tracked thousands of bacteria living in three-dimensional biofilms. This technical tour de force reveals the importance of mechanical interactions between cells for building local and global structure.

    • Jordi Garcia-Ojalvo
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  • Zirconium alloys are widely used as cladding material in nuclear reactors due to their neutron transparency. Now, it is shown that 88Zr has a surprisingly high neutron capture cross-section exceeding that of other zirconium isotopes by six orders of magnitude.

    • Stephan Heinitz
    • Ulli Köster
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Perspectives

  • Some gravitational phenomena are difficult or even impossible to observe in real spacetime. Laboratory analogues of black-hole horizons offer new perspectives on field theory effects that might help our understanding of gravitation.

    • Carlos Barceló
    Perspective
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Measure for Measure

  • In 2016, Peter Trueb computed 22.4 trillion digits of π. Ahead of π Day on 14 March, he reflects on the nature of π and its role in mathematics, science and philosophy.

    • Peter Trueb
    Measure for Measure
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