Year 1 A-Level Physics notes Module 2: 2. Foundations of Physics
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Year 1 A-Level Physics notes Module 2: 2. Foundations of Physics
SUB QUANTUM PHYSICAL REALITY, SQPR Essence
Quantum Physics was discovered in the laboratory, that is at a small scale. Fundamental processes originate during singularization at point-wise scales, but then expand while described as one Quantum wave. Conservation of basic physical quantities (position, momentum, angular momentum/spin, etc.) requires the entanglement of elements of said Quantum wave when singularization is effected again…
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MOMENTUM, BURIDAN’S PRINCIPLE; FULL RELATIVISTIC FORMULA DEDUCED FROM FAST TIME GOING SLOW
Abstract: So-Called RELATIVISTIC MASS IS A GRAVE ERROR. MASS IS AN INVARIANT. WHAT VARIES IS FAST TIME GOING SLOW. We develop more natural and fundamental axiomatics for mechanics, in the hope of elucidating the Foundations better. We propose the following physically meaningful conceptual chain ordered by evidence: Buridan principle → momentum as primitive → time dilation from light clocks →…
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FROM FOUNDATIONS OF PHYSICS TO COSMOLOGY: HOW SQPR IMPACTS QFT & ΛCDM
OBJECTIONS FROM QFT & ΛCDM To SQPR OVERRULED Abstract: Quantum fields propagate as real, spatially extended nonlinear excitations. Energy transfer requires singularization. Singularization is imperfect in weak-gradient environments. The residual linear debris accumulates as inert stress–energy, interpreted as Dark Matter. *** SQPR IS A PROPOSED BASIS FOR QUANTUM MECHANICS (which it modifies in it…
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Relativistic Length Contraction Busts Helium3
I don’t think the situation of length contraction in Relativity is fully settled. I am of course not denying Michelson-Morley, etc. Einstein came up with the standard answer regarding length contraction: comoving frame versus non-comoving frame: what’s absolute in Relativity is, and only is, the relative relationship. He wrote in 1911. The so-called Bell Paradox gives an inkling of something…
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Project: Du Châtelet's Foundations of Physics by Andrea Reichenberger Émilie Du Châtelet is well known for her Institutions de physique, or Foundations of Physics, which were first printed anonymously in 1740. A second edition was published in 1742 under a slightly altered title, now with an explicit mention of her author’s name: Institutions physiques de Madame la marquise du Châstellet adressés à Mr. son fils. German and Italian translations appeared a year later: Der Frau Marquisinn von Chastellet Naturlehre an Ihren Sohn, respectively Instituzioni di fisica di Madama la Marchesa du Chastellet indiritte a suo figliuolo. The National Library of France has a large bound volume of related manuscript items that concern the editing Du Châtelet did on drafts of her magnum opus before it was published in 1740 (from at least 1738 through 1740). This project aims to present an online Reading Guide to help students, teachers and researchers navigate through Du Châtelet’s Foundations of Physics, or Institutions de physique (1740/42) and to make this important text visible to a broad audience. Find the full Reading Guide here: https://historyofwomenphilosophers.org/project/du-chatelets-foundations-of-physics/
Center for the History of Women Philosophers: Project on Émilie Du Châtelet's Foundations of Physics The project Émilie Du Châtelet's Foundations of Physics pursues two interconnected objectives: Firstly, to present an online Reading Guide that helps students, teachers and researchers to navigate through Du Châtelet’s Institutions physiques (1740/42) and to make this important historical and highly original document visible to a broad audience. Secondly, to make the German Reception of Du Châtelet's work visible which has, up until now, not been researched in depth. - Dr. Andrea Reichenberger https://historyofwomenphilosophers.org/projects/project/du-chatelets-foundation-of-physics/
Émilie Du Châtelet’s Foundations of Physics
Conference | April 26th-28th, 2018 | Department of Philosophy, University of Notre Dame
http://historyofwomenphilosophers.org/event/emilie-du-chatelets-foundations-of-physics/