Related to the subject of graphene intercalation, coworkers on the UKF project „Photolithographic synthesis and electronic properties of graphene based devices and related structures“ have published the paper in the prestigious journal Nature Communications
Intercalation of epitaxial graphene
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)
Intercalation of various atoms and molecules into layered materials is one of the extensively used routes for obtaining novel properties. Graphite is certainly a material which is often the subject of this kind of research, and there is a whole series of other materials such as Cu- and Fe-based superconductors, 3D topological insulators, white graphite (hBN), transition metal dichalcogenides (MoS2, WS2) and others. Intercalation of epitaxial graphene, i.e., insertion of atoms or molecules between the graphene and its substrate is one of the commonly exploited ways to obtain modified graphene systems with new properties. Via intercalation, one can modify the strength of the graphene-substrate bonding or regulate electron or hole doping of graphene. In addition, the interaction of graphene with its surroundings can be directly influenced by such chemical modifications. From technological point of view, good understanding and the ability to control the intercalation process is of exceptional importance, e.g. for the optimal design of modern batteries and supercapacitors. Despite all this, details of the intercalation mechanism of epitaxial graphene are still unclear.
In the paper „The mechanism of caesium intercalation of graphene“, which in a large part contains results obtained through the UKF project "Photolithographic synthesis and electronic properties of graphene based devices and related structures", a detailed characterization of caesium intercalation of graphene on Ir(111) is presented. Information which clarify how and where does the penetration of caesium atoms through the graphene occur is obtained by utilizing several experimental techniques (LEEM, STM, ARPES, LEED) as well as by theoretical calculations (vdW-DFT). It is shown that in the process of intercalation the system exhibits phase separation of caesium atoms into a dilute adsorbed and a dense intercalated phase (Fig. 1). Effects of such phase separation are also visible in the photoemission spectra in the form of the inhomogeneous electron doping of graphene (Fig. 2). Results show that the van der Waals interaction plays a key role and, depending on the concentration of the caesium atoms, allows or blocks intercalation and also inhibits complete desorption of the intercalated caesium atoms. Microscopically, intercalation dynamics is governed by graphene wrinkles and substrate steps, structures which are intrinsic to epitaxial graphene systems.
Figure 1. Graphene on Ir(111) partially intercalated with caesium as seen by (a) STM and (b) LEEM technique. Phase separation to dilute adsorbed (alpha) and dense intercalated (gamma) phase is evident.
Figure 2. Photoemission spectra of graphene intercalation with caesium recorded for various amount of deposited caesium: (a) pristine graphene, (b) partial intercalation and (c) full intercalation.
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