Top: An Hmolpedia icon representation of the content of articles at EoHT.info, the study of how the Lewis inequality for natural processes, which is derived from study of the 1690 Papin engine (pictured), applies to the understanding of human interaction processes (bonds + reactions = chemistry) (force + movement = physics) (work + heat = thermodynamics). Bottom: the first printed "Hmolpedia" entitled browser bar (April 3rd, 2011), of the newly started Adolphe Quetelet article, showing a test-run of the proposed "EoHT wiki" site name alternative; which became the accepted site name by April 08. |
This commonality, in respect to site name "etymology", is no passing coincidence, being that Voltaire, cited by Catherine Cox as having had an IQ of 200, was one of the chief supporters of French philosopher Jean Sales, visiting him in prison and giving bail money towards his release, who by no coincidence is the 1789 coiner of the term "human molecule", the conjuctive portmanteau prefix of which "hmol-", meaning either "mol" of human chemicals (people) or "human molecules" (people) individually, is the root etymology of Hmol-pedia meaning collective childlike (-pedia) inquisitive study of the hmolsciences, framed in social matter of the hmolscience periodic table.
Subject | Definition | Definer | Thinkers | # | ||
Human molecule | The atomic definition of a human. | Jean Sales (1789) | HMS pioneers | 121+ | ||
Human physics | The study of the forces and movements of human actions. | Adolphe Quetelet (1835) | HP pioneers | 16+ | ||
Human chemistry | The study of the attraction and repulsion of human molecules. | Henry Adams (1875) | HC pioneers | 68+ | ||
Human thermodynamics | The study of systems of human molecules. | C.G. Darwin (1952) | HT pioneers | 400+ |
Hmolpedia ≡ Encyclopedia of human thermodynamics, human chemistry, and human physics
Left: Canadian cyberspace philosopher Pierre Levy, who in 1994 was the first to refer to people socially in terms of "molar groups". Middle: Babics Laszlo, who in 2003 made the first attempted calculation of one mole of human or "social Avogadro number" as he called it. Right: American electrochemical engineer Libb Thims and Russian physical chemist Georgi Gladyshev, in front of the Wrigley Field Building, Chicago, during their second meeting (2007); the first of which (2006), the topic of "h-mol" was discussed, in regards to what units to base thermodynamic quantities, such as Gibbs free energy, for calculations in human thermodynamics. |
“Families, clans, and tribes are organic [carbon-based] groups. Nations, institutions, religions, larger corporations, as well as the revolutionary ‘masses’ are organized groups, molar groups [mol-groups], which undergo a process of transcendence or exteriority in forming and maintaining themselves. Finally, self-organized, or molecular, groups realize the ideal of direct democracy within very larger communities in the process of mutation and deterritorialization.”
“A very simple question: What physical units would you use to describe the entropy of a distribution of students?! J per K? If so, justify why this is an appropriate choice of units! We spend a considerable amount of time in the first year of physics degree courses pointing out the importance of considering the correct units and dimensions for physical quantities.”
Quantity Symbol Units Entropy
“Concerning entropy units, the units are the same as any other chemical system, J per K per mol. The number of particles in one mole (6E23), however, is more than the current human population (7E9). Russian physical chemist Georgi Gladyshev, author of the 1997 book Thermodynamic Theory of Evolution, have been discussing this issue for some years now. The unit for a human mole (h-mol) will thus not be the number of particles in a 12-gram sample of carbon 12, but will be the number of humans in average sample of some typical population or volumetric sample. We have, as of yet, reached definitive conclusions on this unit issue.
One trend that you will find with small systems (1-1000 particle range), according to recent nanothermodynamics computer simulations, is that entropy becomes nonextensive (see, e.g. Mohazzabi and Mansoori’s 2005 article “Nonextensivity and Nonintensivity in Nanosystems: A Molecular Dynamics Simulation in Journal of Computational and Theoretical Nanoscience), which raises possible issues on the integrating factor of the inexact heat differential.”
Quantity Symbol Units Quantity Symbol Units Quantity Symbol Units Gibbs Free energy Enthalpy Entropy