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Quasiregular maps on Carnot groups
Journal of Geometric Analysis, 1997The authors develop a theory of quasiregular maps in a sub-Riemannian geometry of two-step Carnot groups. An analytic definition for quasiregularity is suggested and it is shown that conconstant quasiregular maps are open and discrete maps on Carnot groups which are two-step nilpotent and of Heisenberg type. Some results which are known to be valid in \
Heinonen, Juha, Holopainen, Ilkka
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Key components for Carnot Battery: Technology review, technical barriers and selection criteria
Renewable and Sustainable Energy Reviews, 2022Andrea Vecchi +2 more
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Optimal integration of solar collectors to Carnot battery system with regenerators
Energy Conversion and Management, 2023Jintao Niu, Xueling Liu, Liwei Dong
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Organic flash cycles in Rankine-based Carnot batteries with large storage temperature spreads
Energy Conversion and Management, 2022Daniel Steger +2 more
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Carnot battery technology: A state-of-the-art review
Journal of Energy Storage, 2020Olivier Dumont +2 more
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