World Journal of Condensed Matter Physics

World Journal of Condensed Matter Physics

ISSN Print: 2160-6919
ISSN Online: 2160-6927
www.scirp.org/journal/wjcmp
E-mail: wjcmp@scirp.org
"George Augustus Linhart—As a “Widely Unknown”Thermodynamicist"
written by Ewgeni B. Starikov,
published by World Journal of Condensed Matter Physics, Vol.2 No.2, 2012
has been cited by the following article(s):
  • Google Scholar
  • CrossRef
[1] Functional biodynamics of human-body system: A mathematical axiomatics with functional learning and aging in life cycle
2020
[2] Entropy-Enthalpy Compensation and Exploratory Factor Analysis of Correlations: Are There Common Points?
Entropy-Enthalpy Compensation, 2020
[3] Dynamics that underlie concepts of entropy
2019
[4] A Different Thermodynamics and Its True Heroes
2019
[5] Bayesian Statistical Mechanics: Entropy-Enthalpy Compensation and Universal Equation of State at the Tip of Pen
Frontiers in Physics, 2018
[6] Anammox revisited: thermodynamic considerations in early studies of the microbial nitrogen cycle
FEMS microbiology letters, 2015
[7] Entropy-Enthalpy Compensation and Its Significance in Particular for Nanoscale Events. 2: 624 doi: 10.4172/scientificreports. 624 Page 2 of 6 Volume 2• …
2013
[8] Entropy-Enthalpy Compensation and Its Significance in Particular for Nanoscale Events. 2: 624 doi: 10.4172/scientificreports. 624 Page 2 of 6 Volume 2• Issue 2 …
2013
[9] 'Entropy is anthropomorphic': does this lead to interpretational devalorisation of entropy-enthalpy compensation?
Monatshefte für Chemie-Chemical Monthly, 2013
[10] Valid entropy–enthalpy compensation: fine mechanisms at microscopic level
Chemical Physics Letters, 2013
[11] Valid Entropy-Enthalpy Compensation: Its True Physical-Chemical Meaning
Journal of Applied Solution Chemistry and Modeling, 2013
[12] Entropy-Enthalpy Compensation and Its Significance in Particular for Nanoscale Events. 2: 624 doi: 10.4172/scientificreports. 624 Page 2 of 6 Volume 2? Issue 2? 2013 the SMI isn’t just identical to the thermodynamic entropy, but the corresponding mathematical apparatus could in principle be used to formally derive the expressions for the latter
So that, yes, the functional interrelationship between the thermodynamic entropy and the probability is definitely plausible, but… how could we formally prove this, 2013
[13] Entropy-Enthalpy Compensation and Its Significance in Particular for Nanoscale Events
2013
Free SCIRP Newsletters
Copyright © 2006-2024 Scientific Research Publishing Inc. All Rights Reserved.
Top