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Exact derivation of the Van der Waals equation
Physica, 1974Abstract An exact derivation is given of a generalized Van der Waals-Maxwell equation of state for systems of particles interacting with appropriate long-range potentials. A rigorous statistical- mechanical interpretation of the metastable states of these systems is also given.
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The modified van der Waals equation of state
The European Physical Journal B, 2019PVT data of crystallizable materials (CM), minerals, alkali, alkali halides, metals, mineral oxides and hydroxides, rare gas, water, organic compounds and polymers, published in the literature are reanalyzed. It is shown that all these materials under pressure verify the modified van der Waals equation of state (mVW-EOS), discussed recently [J.
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Ferroelectric order in van der Waals layered materials
Nature Reviews Materials, 2022Dawei Zhang +2 more
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Photonic van der Waals integration from 2D materials to 3D nanomembranes
Nature Reviews Materials, 2023Yuan Meng, Jiangang Feng, Sangmoon Han
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Van der Waals heterostructures
Nature Reviews Methods Primers, 2022Andres Castellanos-Gomez +2 more
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Excitonic devices with van der Waals heterostructures: valleytronics meets twistronics
Nature Reviews Materials, 2022Alberto Ciarrocchi +2 more
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A-to-Z Guide to Thermodynamics, Heat and Mass Transfer, and Fluids Engineering, 2006
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Surface Tension and van der Waals' Equation
The Journal of Chemical Physics, 1944F. C. Auluck, R. N. Rai
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Symmetry Breaking and Nonlinear Electric Transport in van der Waals Nanostructures
Annual Review of Condensed Matter Physics, 2021Toshiya Ideue, Yoshihiro Iwasa
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