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Carnot Theorem Revisited: A Critical Perspective [PDF]
After a brief review of Carnot’s everlasting contributions to the foundations of thermodynamics, we critically examine the consequences of the Carnot theorem, which leaves behind some lingering questions and confusion that persist even today. What is the
P. D. Gujrati
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The Caloric Theory of Heat and Carnot's Principle [PDF]
Hugh Longbourne Callendar
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A generalized presentation of multi-caloric effects based on exterior derivative theory and its applications * [PDF]
Abstract The emerging concept of multi-caloric effects, introduced in 2010, entails the application of multiple interplay fields to a thermodynamic system. While multi-caloric effects are the main focus of experimental endeavors, theoretical considerations fall short of providing a thorough understanding.
Jun Yin
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“Same Calories, Different Foods” – What do you choose? The role of construal level and age in shaping food choices [PDF]
IntroductionHealth-related food choices are often influenced by two central attributes: food type (such as healthy vs. less healthy) and food quantity (such as large vs. small portions).
Eunho Kim, Yoon-Hee Kang
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Vestibular Atelectasis: A Narrative Review and Our Experience [PDF]
Vestibular atelectasis (VA) is a rare clinical entity characterized by a collapse of the endolymphatic space resulting in vestibular loss with the possible onset of positional and/or sound/pressure-induced vertigo.
Andrea Tozzi +12 more
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Milankovitch, the father of paleoclimate modeling [PDF]
The history of the long-term variations in the astronomical elements used in paleoclimate research shows that, contrary to what might be thought, Milutin Milankovitch is not the father of the astronomical theory but he is definitely the father of ...
A. Berger
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Robert Fox, "The Caloric Theory of Gases" from Lavoisier to Regnault. Oxford Clarendon Press 1971. [PDF]
G. Schwarzenbach
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A basis of resolutive sets for the heat equation: an elementary construction
By an easy “trick” taken from the caloric polynomial theory, we prove the existence of a basis of the Euclidean topology whose elements are resolutive sets of the heat equation.
Alessia E. Kogoj, Ermanno Lanconelli
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