We have studied 4He and 3He adsorbed onto FSM‐16, which has straight one‐dimensional (1D) nanopores 18 or 28 Å in diameter. Fluid film tubes are formed on the nanopore walls covered with about one atomic layer of inert (solid) helium. The low‐temperature heat capacity of 4He fluid tubes is linear in temperature. This is due to 1D phonons, whose contribution becomes observable at temperatures below 1/10 of the energy‐level separation between the ground state and the first excited state quantized in the azimuthal direction. The superfluidity of 4He adsorbed in the nanopores was studied by a torsional oscillator. When the nonopores are preplated with 4He layers, 3He adatoms at a low density show a large heat capacity characteristic of a fluid. At high temperatures, the heat capacity is as large as that of a Boltzmann gas. With decreasing temperature, the heat capacity shows a Schottky‐like peak followed by an asymptotic, linear dependence on temperature. A model calculation for a dilute 3He gas in an adsorption potential of a nanopore suggests a dimensional crossover from two dimensional to 1D around the Schottky‐like peak. The calculation also suggests a degenerate 1D state at sufficiently lower temperatures than the energy gap for the motion in the azimuthal direction.

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