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RESEARCH NEWS & VIEWS recombination) into 50- to 100-kilobase pieces genomes that are custom designed to direct t.ellis@ imperial.ac.uk in yeast cells, and these pieces then being used cells to perform specialized tasks. ■ 1. Richardson, S. M. et al. Science 355, 1040–1044 to replace natural sequences inside the target (2017). organism (by selectable recombination meth- Benjamin A. Blount and Tom Ellis are at the 2. Hutchison, C. A. III et al. Science 351, aad6253 (2016). ods). Standardization of methods will enable Imperial College Centre for Synthetic 3. Fredens, J. et al. 569, 514–518 (2019). steps to be automated and more research and the Department of Bioengineering, 4. Pósfai, G. et al. Science 312, 1044–1046 (2006). groups to enter the field. Genome minimiza- Imperial College London, London SW7 2AZ, 5. Lajoie, M. J. et al. Science 342, 357–360 (2013). 6. Wang, K. et al. Nature 539, 59–64 (2016). tion and codon reduction are just the first uses UK. T.E. is also at the Wellcome Trust Sanger 7. Ostrov, N. et al. Science 353, 819–822 (2016). of this new technology, which could one day Institute, Hinxton CB10 1SA, UK. 8. Lau, Y. H. et al. Nucleic Acids Res. 45, 6971–6980 give us functionally reorganized genomes and e-mails: [email protected]; (2017).

ATOMIC variation that is set by the intrinsic interactions of in these extremely dilute systems. This imposition takes place through a mechanism known as softening. Quantum show A roton is a minimum in the spectrum of a superfluid’s excitations. This minimum is located at a flashes of a value of the momentum that is equal to the inverse of the average spacing between atoms. are highly sought-after structures whose atoms can simultaneously When the energy of the roton hits zero, the support frictionless flow and form a . Hallmarks of a supersolid have now superfluid becomes unstable and forms a been observed in three experiments that involve quantum gases of dipolar atoms. structure that has a periodic density varia- tion. This structure could be, for instance, a supersolid or an ordinary . By contrast, LODE POLLET initial excitement9,10, pure supersolidity is not alternative approaches for observing sig- observed in solid -4. However, in this of supersolidity have depended on ixty years ago, the theoretical physicist substance, related phenomena such as giant external perturbations from lasers14–16, rather Eugene Gross suggested that a substance quantum plasticity11 are measurable and there than intrinsic properties of the system. could have properties of both a solid and is mounting evidence of frictionless flow along In the current experiments, Tanzi et al. and Sa at the same time, provided that the line-type defects12 called dislocations, as was Böttcher et al. used -162 atoms, liquid is a superfluid1. A superfluid is a state first proposed by theorists13. whereas Chomaz et al. used dysprosium-164 of that can flow without and is Over the past decade, - systems and -166 atoms. All of these atoms known to exist2,3 in helium-4 at have shifted the focus back to Gross’s pic- have intrinsically strong magnetic dipole below 2 kelvin. Gross’s putative substance was ture, because of the controllability and lack moments. The interactions of these atoms called a supersolid. But despite this theoretical of defects and in these systems. have the theoretically required ingredients simplicity, supersolids in the purest sense of When atoms are cooled to temperatures near for supersolidity: a repulsive, tunable short- the term have evaded experimental detection4. 0 K, they can form a called a range (contact) component and an attractive, Now, Tanzi et al.5, writing in Physical Review Bose–Einstein condensate, which gives rise to long-range (dipolar) component. Previously, Letters, and Böttcher et al.6 and Chomaz et al.7, frictionless flow. The difficulty in producing some of the authors of the Böttcher et al. paper writing in Physical Review X, report transient a supersolid then lies in imposing a periodic and their colleagues succeeded in producing signatures of supersolidity in quantum gases of atoms that have strong magnetic dipole moments. a Super uid b Supersolid c Ordinary solid In Gross’s proposal, a supersolid is pictured as the superposition of a liquid and a periodic density variation. In other words, a super- solid comprises liquid droplets that consist of many atoms and that form a periodic struc- ture (Fig. 1). Each droplet can be described by its number of atoms and a property known as a quantum-mechanical . In a super- solid, unlike in an ordinary solid, each droplet retains the same phase. Such phase rigidity requires the exchange of atoms between the droplets and is possible only if the droplets are sufficiently close to each other. Historically, supersolidity was sought in solid helium-4 using an apparently differ- ent, but formally equivalent, concept8. In this picture, a supersolid is a mostly crystalline Figure 1 | Density distributions of three states of matter. a, A superfluid is a substance that can flow substance in which certain defects enable without friction. The density of a superfluid is uniform, apart from small fluctuations (as shown in this a flow of adjacent atoms, which in turn sets snapshot). b, Three papers5–7 report experimental evidence for a supersolid — a spatially ordered the neighbours of these atoms in motion. that has superfluid properties. A supersolid comprises droplets that contain many atoms and that are This process continues until the whole crys- coupled to each other. c, In these experiments, an ordinary solid consists of isolated droplets. The colours tal develops a component. Despite some in a–c represent the atomic density from low ( blue) to high (dark red).

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a periodic density variation in a system of 13. Boninsegni, M. et al. Phys. Rev. Lett. 99, 035301 16. Li, J.-R. et al. Nature 543, 91–94 (2017). dysprosium-164 atoms17,18. But the droplets in (2007). 17. Kadau, H. et al. Nature 530, 194–197 (2016). 14. Baumann, K., Guerlin, C., Brennecke, F. & 18. Wenzel, M., Böttcher, F., Langen, T., Ferrier-Barbut, I. the resulting state were too distant from each Esslinger, T. Nature 464, 1301–1306 (2010). & Pfau, T. Phys. Rev. A 96, 053630 (2017). other, leading to the loss of frictionless flow. 15. Léonard, J., Morales, A., Zupancic, P., Esslinger, T. & 19. Roccuzzo, A. M. & Ancilotto, F. Phys. Rev. A 99, However, it has been worked out Donner, T. Nature 543, 87–90 (2017). 041601 (2019). theoretically19 that, under certain condi- tions, there is a narrow window in the ratio of dipolar-interaction strength to contact- PHYSICAL interaction strength for which the droplets are situated close enough to each other to retain phase rigidity. By tuning an external , which changes the way in which atoms A twist in the tale of the scatter when they collide, the authors of the current papers reduced the strength of the contact interaction, bringing all three experi- structure of ments into the desired parameter regime. The researchers then released the gases from the A classic study found that crystalline ice adopts an amorphous form when traps in which they were formed and allowed compressed. Experiments now find that alternative phase transitions can the matter waves associated with the atoms to occur — with implications for theories about ’s structure. See Letter p.542 interfere with each other. The resulting inter- ference patterns contained a double-peak structure that is a hallmark of supersolidity. JOHN S. TSE is that the boundary between the HDA ice In all the experiments, the peaks were and LDA ice phases extends into, and termi- transient phenomena because of three-body ater is not a simple compound — it nates in, a region of the diagram where water losses — losses of atoms that occur when exhibits many anomalous physi- is supercooled (a phase in which water is liq- a pair of atoms forms a bound molecular cal behaviours that defy adequate uid, despite being below its point). state with the aid of a third collision partner. Wexplanation. Any fresh information on the The end of the boundary is known as a critical The lifetimes of the supersolid properties structure of water in its various condensed point. Above the critical point, water would be ranged from a few tens of milliseconds for forms is therefore welcome. On page 542, a of two distinct that have dif- dysprosium-162 and erbium-166 atoms to Tulk et al.1 report a study of water under high ferent . A feature of this ‘two-liquid’ 150 ms for dysprosium-164 atoms. For the lat- . They find that it passes through a model is that compressed ice would form two ter atoms, the contact-interaction strength is sequence of crystalline phases rather than phases of very different den- smaller than the dipole-interaction strength. forming an amorphous solid, as had been sities that are related to the two liquid waters5. This feature makes a technically advantageous reported by previous studies. Intense experimental and computational cooling protocol possible that avoids unwanted The point of ordinary crystalline efforts have been made to find evidence to sup- excitations and dynamics. ice decreases with increasing pressure. This port the two-liquid model, including proof of Current limitations of the studies are that observation inspired a landmark study in 1984, the existence of different amorphous phases in each of the experiments involves only a hand- which sought to determine whether such ice compressed ice. ful of droplets, as well as a complex interplay would ‘melt’ when compressed at low tem- In general, when a crystalline solid is between the droplets and the axially elongated peratures to form a solid that has a disordered compressed under ‘hydrostatic’ conditions (cigar-shaped) traps. Future studies should molecular structure resembling that of liquid that allow thermodynamic equilibrium to address these issues, aim for a direct manifesta- water2. Indeed, the study showed that ice com- be reached, it is expected to transform into tion of phase rigidity and study the excitations pressed at 77 kelvin collapses into a dense form another crystalline phase. The formation, of a supersolid. Another convincing proof of known as high-density amorphous (HDA) ice, instead, of a metastable amorphous phase supersolidity would involve letting a superfluid which can be recovered at low temperatures suggests that an energy barrier has inhibited flow through a prospective supersolid — a under ambient pressure. Remarkably, when the transformation of the solid into the sec- situation that is not possible for ordinary heated at ambient pressure, HDA ice trans- ond crystalline structure. Such a barrier can and . ■ forms into a low-density amorphous (LDA) be breached if the solid is compressed slowly, form instead of reverting to its original which gives time for the structure to relax Lode Pollet is in the Faculty of Physics, crystalline state3. and for thermodynamic equilibrium to be Ludwig Maximilian University of Munich, Measurements made under conditions attained6. In this scenario, the formation of 80333 Munich, Germany. of successive compression and decompres- the amorphous phase would be described e-mail: [email protected] sion have shown that the change in as a kinetic effect, because it depends on the associated with the interconversion between amount of time that is given for a transition 1. Gross, E. P. Phys. Rev. 106, 161–162 (1957). 2. Kapitza, P. Nature 141, 74 (1938). HDA ice and LDA ice is discontinuous, and to occur. 3. Allen, J. F. & Misener, A. D. Nature 141, 75 (1938). that the transition between these two forms of Ice and the α- and berlinite 4. Boninsegni, M. & Prokof’ev, N. V. Rev. Mod. Phys. 84, ice is reversible and does not seem to involve were the archetypal examples of crystalline sol- 759–776 (2012). 4 5. Tanzi, L. et al. Phys. Rev. Lett. 122, 130405 (2019). the formation of any intermediate phases . The ids that become amorphous under pressure. 6. Böttcher, F. et al. Phys. Rev. X 9, 011051 (2019). observations suggest that the interconversion The latter two compounds, however, are now 7. Chomaz, L. et al. Phys. Rev. X 9, 021012 (2019). might belong to a class of process known as known to transform into crystalline structures 8. Andreev, A. F. & Lifshitz, I. M. Sov. Phys. JETP 29, thermodynamically first-order transitions. If when compressed under uniform (isotropic) 1107–1113 (1969). 7,8 9. Kim, E. & Chan, M. W. H. Nature 427, 225–227 so, this could have important consequences for pressure . The pressure-transmitting media (2004). the of water, which relates the used to compress α-quartz and berlinite iso- 10. Kim, E. & Chan, M. W. H. Science 305, 1941–1944 temperatures and at which thermo- tropically are incompatible with water at high (2004). dynamically distinct phases of water occur. pressures; no other suitable pressure transmit- 11. Haziot, A. et al. Phys. Rev. Lett. 110, 035301 (2013). 9 12. Ray, M. W. & Hallock, R. B. Phys. Rev. Lett. 100, The details of the phase diagram of water ter has been available. One study generated 235301 (2008). are not yet fully understood. One possibility quasi-hydrostatic conditions using a pressure

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