4 edition of The Fine Structure Constant found in the catalog.
by Writer"s Showcase Press
Written in English
|The Physical Object|
|Number of Pages||272|
The most accurate determination of the fine structure constant α is α -1 = (51) [ ppb]. This value is deduced from the measured electron g/2 (the electron magnetic moment in Bohr magnetons) using the relationship of α and g/2 that comes primarily from Dirac and QED theory. Less accurate by factors of 12 and 21 are determinations of α from combined measurements of the. Book 3 shows how to get the exact value of fine structure constant, α, and two formulas for it. Shows comparison with recent scientific findings. Also, the links of the articles from researchers are posted. Some explanation of fine structure constant (from .
Fine-Structure Constant: The fine-structure constant is a part of quantum and traditional physics, a constant that represents the strength of electromagnetic forces controlling the behavior of charged particles. It is made up of the following components: Elementary charge Free space Planck's constant Speed of light The fine-structure constant. The size of the splitting is proportional to α – that is why it is called the fine structure constant. This fine structure is observed in the light from the Sun and stars, for example.
Fine-structure constant definition is - a dimensionless constant that is a measure of the strength of electromagnetic interactions of subatomic particles and that has an . It has been widely believed that variability of the fine-structure constant alpha would imply detectable violations of the weak equivalence principle. This belief is not justified in general.
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Keith Whittingslow's "The Fine Structure Constant" is a "sleeper" that must be awakened. I've had a copy for years. NKeith Whittingslowow, as I get into a deep reading of this book, realizing that it is an IMPORTANT book.
A must read for all intelligent people who are willing to integrate science, art, life, and wisdom.5/5(4). Other articles where Fine-structure constant is discussed: fine structure: a dimensionless constant called the fine-structure constant.
This constant is given by the equation α = ke2/hc, where k is Coulomb’s constant, e is the charge of the electron, h is Planck’s constant, and c is the speed of light. The value of the constant α is × 10−3. The fine-structure constant "characterizes the strength with which matter couples to light, e.g.
the probability that an excited atom will decay in a certain time," Paul Davies, Regents Professor of Physics at Arizona State University and a best-selling author of 30 books on science, explains in an email. If the constant was bigger, "atoms. The fine structure constant, α, can be thought of as the ratio between the energy needed to overcome the electrostatic repulsion driving these electrons apart.
My posts on the fine-structure constant – God’s Number as it is often referred to – have always attracted a fair amount of views. I think that’s because I have always tried to clarify this or that relation by showing how and why exactly it pops us in this or that formula (e.g.
Rydberg’s energy formula, the ratio of the various radii of an electron (Thomson, Compton and Bohr radius. A verse from the second book of Corinthians has an isopsephia value ofwhere even the verse number indicates the fine structure constant: 2 Co gives 2 + 9 x 15 = Professor Laurence Eaves talks about the fine-structure constant.
The numerical value of a, the fine structure constant, is given by the special case n 1 =n 2 = Thus a = a(,29) = The experimental value for a is a exp = (27), the (27) is +/- the experimental uncertainty in the last two digits.
The fine-structure constant α  is a constant in physics that plays a fundamental role in the electromagnetic interaction. It is a dimensionless constant, defined as: (1) being q the elementary charge, ε0 the vacuum permittivity, h the Planck constant and c the speed of light in vacuum.
The value shown in (1) is according CODATA . The fine-structure constant is a unitless numerical constant - whose value is approximately equal to: 1/ In fact the exact value of the fine-structure constant is: +/- Accepted symbol for the fine-structure constant is Greek alpha ().
That magic number, called the fine structure constant, is a fundamental constant, with a value which nearly equals 1/ Or 1/, to be precise. It is denoted by the Greek letter alpha – α.
What’s special about alpha is that it’s regarded as the best example of. I am proceeding to enter QED, and fundamental questions in physics.
This goes way beyond the fine structure constant and there is a lot more to come. For example the age of the universe will be.
The fine structure constant α = e2/hc ≈ 1/ and the blackbody radiation constant αR = e2(aR/k4B)1/3 ≈ 1/ are two dimensionless constants, derived respectively from a discrete.
Schrodinger told them). Likewise the fine structure constant, which is not an amplitude, but a charge to mass transform gone wrong. Even Feynman understood that his pushes were pushes. In one of his last books, QED, Feynman told us he put the fine structure constant on his blackboard every morning and stared at it, hoping to crack it.
“The fine structure constant is undoubtedly the most fundamental pure (dimensionless) number in all of physics. It relates the basic constants of electromagnetism (the charge of the electron), relativity (the speed of light), and quantum mechanics (Planck's constant).” ― David J.
Griffiths/5(). The nature and the origin of the fine structure are described. Based on the vortex model and hydrodynamics, a comprehensible interpretation of the fine structure constant is developed.
The vacuum considered to have superfluid characteristics and elementary particles such as the electron and Hydrogen molecule are irrotational vortices of this superfluid. Keith Whittingslow's "The Fine Structure Constant" is a "sleeper" that must be awakened. I've had a copy for years.
NKeith Whittingslowow, as I get into a deep reading of this book, realizing that it is an IMPORTANT book. A must read for all intelligent people who are 5/5.
The optical spectra of objects classified as QSOs in the SDSS DR6 are analyzed with the aim of determining the value of the fine structure constant in the past and then check for possible changes in the constant over cosmological timescales.
The analysis is done by measuring the position of the fine structure lines of the [OIII] doublet (λλ and λλ) in QSO nebular emission. There is a profound relation between the inverse Fine Structure Constant and the Holographic Generating Set (A = 27, B = 37, C = 73) revealed by the continued fraction expansion of An explanation of continued fractions, complete with an online calculator (so the results displayed below can be instantly checked) has been made.
Fine Structure is not well written. The dialogue is hazy, the characters are interchangeable. What makes Fine Structure truly good is its superb use of science, twist, and the generation of "wonder and awe".
It hurdled us from one science fiction extreme to the other, and it throws us across eons, beck and forth/5(31). Current advances: The fine-structure constant and quantum Hall effect. The fine-structure constant α is of dimension 1 (i.e., it is simply a number) and very nearly equal to 1/ It is the "coupling constant" or measure of the strength of the electromagnetic force that governs how electrically charged elementary particles (e.g., electron, muon) and light (photons) interact.
Fine Structure (PDF, MiB) transcribed by AlmightyFjord; Fine Structure (PDF, kiB) transcribed by Duncan Townsend; Fine Structure (EPUB, kiB) transcribed by Daniel Vollmer; Fine Structure (MOBI, kiB) transcribed by David R; Or just read it here for free! Read from top to bottom. Fine Structure is a complete story.
Unbelievable scenes.Observations of the redshift z = quasar J+ are used to search for variations of the fine structure constant, α, over the redshift range to Observations at z = probe the physics of the universe at only billion years old. These are the most distant direct measurements of α to date and the first measurements using a near-IR spectrograph.From "Fundamental Nature of the Fine-Structure Constant" by M.
Sherbon Arnold Sommerfeld introduced the fine-structure constant that determines the strength of the electromagnetic interaction.
Following Sommerfeld, Wolfgang Pauli left several.