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The electron-hole superfluidity in two coaxial nanotubes

Ilya Grigorenko, Oleg L. Berman, Roman Ya. Kezerashvili

Bulletin of the American Physical SocietyMar 6, 20140 citations

Landau criterion of superfluidity

Luca Salasnich

Springer eBooksJan 1, 20200 citations

On the superfluidity of classical liquid in nanotubes, I. Case of even number of neutrons

Виктор Павлович Маслов

We show that the superfluidity effect in nanotubes arises in a classical liquid (regarded as the limit as h → 0 of the quantum liquid) and involves not only the Bogolyubov “running waves,” but also a “standing wave.” This is obtained from the variational equations in the context of ultrasecondary quantization. It is stressed that the “atomic” size of the nanotube plays a crucial role in the phenomena.

Russian Journal of Mathematical PhysicsSep 1, 200726 citations

On the superfluidity of classical liquid in nanotubes, II. Case of odd number of neutrons

Виктор Павлович Маслов

We show that the superfluidity effect in nanotubes arises in a classical liquid (regarded as the limit as h → 0 of the quantum liquid) and involves not only the Bogolyubov “running waves,” but also a “standing wave.” This is obtained from the variational equations in the context of ultrasecondary quantization. We consider cases of Bose and Fermi liquids.

Russian Journal of Mathematical PhysicsDec 1, 200716 citations

Theory of Superfluidity

F.W. Cummings, James R. Johnston

Physical ReviewDec 5, 19671 citation

ON THE THEORY OF SUPERFLUIDITY

Nikolay N. Bogolubov

Elsevier eBooksJan 1, 197152 citations

Refinement of a criterion for superfluidity of a classical liquid in a nanotube

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