Variable Time and the Variable Speed of Light Edward G
Total Page:16
File Type:pdf, Size:1020Kb
Load more
Recommended publications
-
Arxiv:Hep-Ph/9912247V1 6 Dec 1999 MGNTV COSMOLOGY IMAGINATIVE Abstract
IMAGINATIVE COSMOLOGY ROBERT H. BRANDENBERGER Physics Department, Brown University Providence, RI, 02912, USA AND JOAO˜ MAGUEIJO Theoretical Physics, The Blackett Laboratory, Imperial College Prince Consort Road, London SW7 2BZ, UK Abstract. We review1 a few off-the-beaten-track ideas in cosmology. They solve a variety of fundamental problems; also they are fun. We start with a description of non-singular dilaton cosmology. In these scenarios gravity is modified so that the Universe does not have a singular birth. We then present a variety of ideas mixing string theory and cosmology. These solve the cosmological problems usually solved by inflation, and furthermore shed light upon the issue of the number of dimensions of our Universe. We finally review several aspects of the varying speed of light theory. We show how the horizon, flatness, and cosmological constant problems may be solved in this scenario. We finally present a possible experimental test for a realization of this theory: a test in which the Supernovae results are to be combined with recent evidence for redshift dependence in the fine structure constant. arXiv:hep-ph/9912247v1 6 Dec 1999 1. Introduction In spite of their unprecedented success at providing causal theories for the origin of structure, our current models of the very early Universe, in partic- ular models of inflation and cosmic defect theories, leave several important issues unresolved and face crucial problems (see [1] for a more detailed dis- cussion). The purpose of this chapter is to present some imaginative and 1Brown preprint BROWN-HET-1198, invited lectures at the International School on Cosmology, Kish Island, Iran, Jan. -
White Paper: the KCC Scientific Model 1900W-UNV Clock Winder for Standard Electric Clocks Ken Reindel, KCC Scientific Updated 1-26-13
White Paper: The KCC Scientific Model 1900W-UNV Clock Winder For Standard Electric Clocks Ken Reindel, KCC Scientific Updated 1-26-13 The purpose of this White Paper is to help provide some background on Standard Electric Time master clock, what a Model 1900W-UNV Clock Winder can do for it, and how the Model 1900W-UNV works. Historical Perspective. From the 1880s and beyond, inventors became interested in applying the principles of telegraphy to horology. The idea of a battery-wound master clock which would drive multiple slave clocks, effectively communicating the time signal to them, began to take shape. Additionally, it became fascinating to inventors that the “slave” clocks could be very simple with no escapements or springs, no internal batteries, and requiring little if any maintenance. Charles Warner, who founded the Standard Electric Time Company in 1884,1 was one such inventor. Very early on, Standard Electric borrowed heavily from the Self Winding Clock Company for the design of its master clock movements. Master clocks would have the characteristics described above and relied on special contacts to drive the slaves. Later on, this same concept would be extended to driving program wheels and punched tape ribbons within the clocks themselves, to provide bell timing and other electrical sequences to businesses, schools, etc. For example, many such clocks have been found in schoolhouses and were at one time responsible for ringing bells at the proper times throughout different parts of the building to send students to the next class, as well as driving classroom slave clocks. Standard Electric’s master clock movements eventually took a shape similar to that of the slave clocks: simple, elegant minute impulse ratchet designs for winding the 60, 72, or 80 beat pendulum movements. -
A Different Derivation of the Calogero Conjecture
1 A Different Derivation of the Calogero Conjecture Ioannis Iraklis Haranas Physics and Astronomy Department York University 314 A Petrie Science Building Toronto – Ontario CANADA E mail: [email protected] Abstract: In a study by F. Calogero [1] entitled “ Cosmic origin of quantization” an expression was derived for the variability of h with time, and its consequences if any, of such an idea in cosmology were examined. In this paper we will offer a different derivation of the Calogero conjecture based on a postulate concerning a variable speed of light, [2] in conjuction with Weinberg’s relationship for the mass of an elementary particle. Introduction: Recently, Calogero studied and reconsidered the “ universal background noise which according to Nelsons’s stohastic mechanics [3,4,5] is the basis for the quantum behaviour. The position that Calogero took was that there might be a physical origin for this noise. He immediately pointed his attention to the gravitational interactions with the distant masses in the universe. Therefore, he argued for the case that Planck’s constant can be given by the following expression: 1/ 2 h ≈α G1/ 2m3/ 2[]R(t) (1) where α is a numerical constant = 1, G is the Newtonian gravitational constant, m is the mass of the hydrogen atom which is considered as the basic mass unit in the universe, and finally R(t) represents the radius of the universe or alternatively: “part of the universe which is accessible to gravitational interactions at time t.” [6]. We can obtain a rough estimate of the value of h if we just take into account that R(t) is the radius of the -28 universe evaluated at the present time t0 ie. -
Table of Contents (Print)
PERIODICALS PHYSICAL REVIEW D Postmaster send address changes to: For editorial and subscription correspondence, American Institute of Physics please see inside front cover Suite 1NO1 „ISSN: 0556-2821… 2 Huntington Quadrangle Melville, NY 11747-4502 THIRD SERIES, VOLUME 66, NUMBER 4 CONTENTS 15 AUGUST 2002 RAPID COMMUNICATIONS Density of cold dark matter (5 pages) ................................................... 041301͑R͒ Alessandro Melchiorri and Joseph Silk Shape of a small universe: Signatures in the cosmic microwave background (4 pages) . 041302͑R͒ R. Bowen and P. G. Ferreira Nonlinear r-modes in neutron stars: Instability of an unstable mode (5 pages) . 041303͑R͒ Philip Gressman, Lap-Ming Lin, Wai-Mo Suen, N. Stergioulas, and John L. Friedman Convergence and stability in numerical relativity (4 pages) . 041501͑R͒ Gioel Calabrese, Jorge Pullin, Olivier Sarbach, and Manuel Tiglio Stabilizing textures with magnetic ®elds (5 pages) . 041701͑R͒ R. S. Ward Friction in in¯aton equations of motion (5 pages) . 041702͑R͒ Ian D. Lawrie Singularity threshold of the nonlinear sigma model using 3D adaptive mesh re®nement (5 pages) . 041703͑R͒ Steven L. Liebling ARTICLES Neutrino damping rate at ®nite temperature and density (11 pages) . 043001 Eduardo S. Tututi, Manuel Torres, and Juan Carlos D'Olivo Numerical and analytical predictions for the large-scale Sunyaev-Zel'dovich effect (13 pages) . 043002 Alexandre Refregier and Romain Teyssier In¯ation, cold dark matter, and the central density problem (12 pages) . 043003 Andrew R. Zentner and James S. Bullock Size of the smallest scales in cosmic string networks (4 pages) . 043501 Xavier Siemens, Ken D. Olum, and Alexander Vilenkin Semiclassical force for electroweak baryogenesis: Three-dimensional derivation (9 pages) . -
Variable Planck's Constant
Variable Planck’s Constant: Treated As A Dynamical Field And Path Integral Rand Dannenberg Ventura College, Physics and Astronomy Department, Ventura CA [email protected] [email protected] January 28, 2021 Abstract. The constant ħ is elevated to a dynamical field, coupling to other fields, and itself, through the Lagrangian density derivative terms. The spatial and temporal dependence of ħ falls directly out of the field equations themselves. Three solutions are found: a free field with a tadpole term; a standing-wave non-propagating mode; a non-oscillating non-propagating mode. The first two could be quantized. The third corresponds to a zero-momentum classical field that naturally decays spatially to a constant with no ad-hoc terms added to the Lagrangian. An attempt is made to calibrate the constants in the third solution based on experimental data. The three fields are referred to as actons. It is tentatively concluded that the acton origin coincides with a massive body, or point of infinite density, though is not mass dependent. An expression for the positional dependence of Planck’s constant is derived from a field theory in this work that matches in functional form that of one derived from considerations of Local Position Invariance violation in GR in another paper by this author. Astrophysical and Cosmological interpretations are provided. A derivation is shown for how the integrand in the path integral exponent becomes Lc/ħ(r), where Lc is the classical action. The path that makes stationary the integral in the exponent is termed the “dominant” path, and deviates from the classical path systematically due to the position dependence of ħ. -
Variable Planck's Constant
Preprints (www.preprints.org) | NOT PEER-REVIEWED | Posted: 29 January 2021 doi:10.20944/preprints202101.0612.v1 Variable Planck’s Constant: Treated As A Dynamical Field And Path Integral Rand Dannenberg Ventura College, Physics and Astronomy Department, Ventura CA [email protected] Abstract. The constant ħ is elevated to a dynamical field, coupling to other fields, and itself, through the Lagrangian density derivative terms. The spatial and temporal dependence of ħ falls directly out of the field equations themselves. Three solutions are found: a free field with a tadpole term; a standing-wave non-propagating mode; a non-oscillating non-propagating mode. The first two could be quantized. The third corresponds to a zero-momentum classical field that naturally decays spatially to a constant with no ad-hoc terms added to the Lagrangian. An attempt is made to calibrate the constants in the third solution based on experimental data. The three fields are referred to as actons. It is tentatively concluded that the acton origin coincides with a massive body, or point of infinite density, though is not mass dependent. An expression for the positional dependence of Planck’s constant is derived from a field theory in this work that matches in functional form that of one derived from considerations of Local Position Invariance violation in GR in another paper by this author. Astrophysical and Cosmological interpretations are provided. A derivation is shown for how the integrand in the path integral exponent becomes Lc/ħ(r), where Lc is the classical action. The path that makes stationary the integral in the exponent is termed the “dominant” path, and deviates from the classical path systematically due to the position dependence of ħ. -
Remembering the First Battery-Operated Clock
© 2015 Antiquarian Horological Society. Reproduction prohibited without permission. ANTIQUARIAN HOROLOGY Remembering the first battery-operated clock Beverley F. Ronalds* Francis Ronalds invented a reliable electric clock in 1815, twenty-five years before Alexander Bain’s patent. It was powered by dry piles, a modified form of battery that has extremely long life but the disadvantage that its electrical properties vary with the weather. Ronalds had considerable success in creating regulating mechanisms for his clock to ensure accurate time-keeping in all meteorological conditions. He did not go on to commercialise his ideas, although others made and sold comparable timepieces on the Continent. This year marks the bicentenary of the with the electrically dissimilar metals. The publication of the first battery-operated dry pile was found to have an electric clock. It was rediscovered in the 1970s by potential difference or voltage across its two Charles Aked, Council member of the ends but, unlike Volta’s pile, did not exhibit Antiquarian Horology Society and first an electric current when the terminals were Chairman of the Electrical Horology Group, joined in a circuit. Its potential difference and further information has since come to was also maintained in use whereas a voltaic hand.1 pile ceased to work after a while.3 The clock was created by a prolific Two of the scientists in England who inventor named (later Sir) Francis Ronalds developed and improved the dry pile were FRS (1788–1873); he lived on the Upper Jean-André de Luc (1727–1817) and Mall in Hammersmith, London, at the time George Singer (1786–1817). -
Fine Structure Constant| and Variable Speed of Light
Apeiron, Vol. 17, No. 2, April 2010 126 Fine Structure Constant| and Variable Speed of Light Guoyou HUANG 1. Geoscience institute, Guilin University of echnology No. 12, Jiangan St. Guilin, Guangxi. 541004 P.R. CHINA 2. Geophysics research institute, No.274 Geological Corp. No.69, Gaode St. Beihai, Guangxi. 536000 P.R.CHINA Email: [email protected] The fine structure constant has been proved to be no change even if the speed of light varies in gravitation field or in the history of cosmos. Lorentz transformation has also been proved to be a transformation of physical units between two different frames. This transformation implies a variable speed of light in gravitational field. Base on this variable speed of light, a new VSL cosmology model was established so as to solve the flatness problem and horizon problem in Standard Cosmology. Keywords: Fine structure constant, Lorentz Transformation, Variable Speed of Light, Flatness Problem, Horizon © 2010 C. Roy Keys Inc. — http://redshift.vif.com Apeiron, Vol. 17, No. 2, April 2010 127 1. Introduction The thinking of natural constants change with time was first made by Paul Dirac in 1937 [1] known as the Dirac Large Numbers Hypothesis, in which the gravitational constant was proposed to be inversely proportional to the age of universe in order to explain the relative weakness of the gravitational force compared to electrical forces. A group studying distant quasars claimed to have detected a variation in the fine structure constant [2], other groups claimed no detectable variation at much higher sensitivities [3][4][5][6]. Variable Speed of Light (VSL) cosmology has also been proposed by several authors [7][8][9][10] as an alternative choice for the well developed Inflationary Theory to explain the horizon problem and other puzzles in Standard Cosmology. -
CLOCKS – TIMERS ASTROTECH QUARTZ CHRONOM E TERS SUPERCLOCK from a Fine Quality Instrument to Satisfy All Cockpit Clock/Timer Needs
CLOCKS – TIMERS ASTROTECH QUARTZ CHRO NOM E TERS SUPERCLOCK FROM A fine quality instrument to satisfy all cockpit clock/timer needs. 12 or 24 hour clock, 24 hour elapsed timer with time- ELECTRONICS INTERNATIONAL Displays local and Zulu time. May be set to display in a 12 out or hold feature, month and date. Will operate on internal or 24-hr format. A 10-year lithium battery keeps the clock CM battery for 2 years or can be connected to electrical system. running even if the aircraft battery is removed. Displays an 12 or 28V DC operation. Up Timer. This Timer will start running when the engine Part no. Model Description Price is started. In this manner the Timer acts as an automatic Flight Timer. 10-15508 LC-2 Panel Mount Aircraft Powered 14/28V . The Up Timer may be started, stopped or reset. A Recurring Alarm may 10-15515 LC-2 Aircraft Powered Panel Clock 28V . be set to alert you at appropriate time intervals. Example: If the alarm is WP 10-15512 LC-2A-5 King Air, 28 volts . set for 30 minutes, you will get an alarm at 30 minutes, 60 minutes, 90 10-15513 LC-2A-6 Beechcraft 28V Clock . minutes, etc. This alarm can be used to remind you to check your fuel 10-15514 LC-2E Embaraer 5V CLOCKClock . level or switch tanks at set time intervals. Displays a Down Timer. This 10-15507 LC-2P Central Wheel 14V A/C Powered . Timer counts down from a programmed start time. The Down Timer may NOTE: For Aircraft Application Information on Astrotech Chronometers visit be started, stopped or reset. -
Evolutionary Physical Constants in Einstein's Field Equations and the Redshift
Preprints (www.preprints.org) | NOT PEER-REVIEWED | Posted: 10 April 2019 doi:10.20944/preprints201904.0119.v1 Evolutionary physical constants in Einstein’s field equations and the redshift Rajendra P. Gupta Macronix Research Corporation, 9 Veery Lane, Ottawa, ON Canada K1J 8X4; [email protected] Abstract We have shown that the use of evolutionary gravitational constants G, the speed of light c, and cosmological constant Λ in the Einstein’s field equations leads to a very simple model that fits the supernovae Ia data with a single parameter as well as the standard ΛCDM model with two parameters, and has the predictive capability superior to the latter. We have shown that at the current time G and c both increase as dG/dt = 5.4GH0 and dc/dt = 1.8cH0 with H0 as the Hubble constant, and Λ decreases as dΛ/dt = -1.2ΛH0. Negative finding on the variation of G with time derived from the analysis of lunar laser ranging data in several studies has been attributed to the fact that these studies did not consider the variation of c simultaneously with G. Keywords: cosmology: theory, cosmological parameters – galaxies: distances and redshifts – variable physical constants 1 INTRODUCTION final section, Sec. 6, we will discuss our findings and present conclusions. Varying physical constant theories have been in existence The essence of this work is that the new model implicitly since time immemorial, especially since Dirac (1937, 1938) includes the cosmological constant (that is varying) and it can suggested such variation based on his large number fit the supernovae Ia data with a single parameter almost as hypothesis. -
030-125-501 at & Tco Standard Issue 4, February 1979 BUILDING MASTER CLOCKS PRECISE TIME SETTING
BELL SYSTEM PRACTICES SECTION 030-125-501 AT & TCo Standard Issue 4, February 1979 BUILDING MASTER CLOCKS PRECISE TIME SETTING CONTENTS PAGE 2.02 Compare the master clock daily with one of the following references: 1. GENERAL 2. METHOD Operating Company precise time announcement 1. GENERAL machine 1.01 This section covers the method of setting Boston 617 637-1234 Eastern Time all building time reference sources to precise time. Newark 201 936-8181 Eastern Time 1.02 This section is being reissued to change the -+New York 212 936-1616 Eastern Time +- reference telephone number for the precise time announcement machine in Chicago and New Wash., D.C. 202 844-1212 Eastern Time York. Revision arrows are used to indicate the change. This reissue does not affect the Equipment -+ Chicago 312 936-3636 Central Time +- Test List. Detroit 313 472-1212 Eastern Time 1.03 All building time reference sources, such as master clocks and customer call timing devices, U.S. Bureau of Standards must be accurate at all times. Boulder, 303 499-7111 Greenwich 2. METHOD Colo. Mean Time 2.01 Designate one electric clock as a building master clock. Choose a clock with a sweep second hand and preferably one that is not affected by office routine emergency power transfers. Affix Note: Allowance must be made if your local a tag or plastic tape to the master clock stating: time zone differs from the above time zones. Choose a time reference geographically close Caution: Reset per Section 030-125-501. to your office. NOTICE Not for use or disclosure outside the Bell System except under written agreement Printed in U.S.A. -
Time and Frequency from Electrical Power Lines
Time and frequency from electrical power lines Jonathan E. Hardis, National Institute of Standards and Technology (NIST) Blair Fonville and Demetrios Matsakis, U.S. Naval Observatory (USNO) BIOGRAPHIES Dr. Jonathan Hardis is a Senior Scientific Advisor within the Physical Measurement Laboratory at NIST. Among his current responsibilities, he serves as a liaison on positioning, navigation, and timing (PNT) issues. Previously, he worked in the NIST laboratories developing photometric measurement and consensus standards. Dr. Hardis received a Ph.D. in Physics from the University of Chicago and an S.B. in Physics from MIT. Email: [email protected] Blair Fonville is a Senior Electrical Engineer for Time Services at the U.S. Naval Observatory. He received his M.S. degree in Electrical Engineering from The University of Alabama in 2003. His work at the observatory has involved the characterization of noise processes and precision measurement of phase delays through communication systems equipment, such as the Two-Way Satellite Time and Frequency Transfer system and the Global Positioning System (GPS). Email: [email protected] Dr. Demetrios Matsakis is Chief Scientist for Time Services at the U.S. Naval Observatory (USNO). He received his undergraduate degree in Physics from MIT. His Ph.D. was from U.C. Berkeley, and his thesis, under Charles Townes, involved building masers and using them for molecular radio astronomy and interferometry. Hired at the USNO in 1979, he measured Earth rotation and orientation using Connected Element Interferometry and Very Long Baseline Interferometry (VLBI). Beginning in the early 1990s, he started working on atomic clocks and in 1997 was appointed Head of the USNO’s Time Service Department.