Site banner
.
Home Forums Blogs Articles Photos Videos Contact FAQ                    
.
.
Wisdom Archive
Body Mind and Soul
Faith and Belief
God and Religion
Law of Attraction
Life and Beyond
Love and Happiness
Peace of Mind
Peace on Earth
Personal Faith
Spiritual Festivals
Spiritual Growth
Spiritual Guidance
Spiritual Inspiration
Spirituality and Science
Spiritual Retreats
More Wisdom
Buddhism Archives
Hinduism Archives
Sustainability
Theology Archives
Even more Wisdom
2012 - Year 2012
Affirmations
Aura
Ayurveda
Chakras
Consciousness
Cultural Creatives
Diksha (Deeksha)
Dream Dictionary
Dream Interpretation
Dream interpreter
Dreams
Enlightenment
Essential Oils
Feng Shui
Flower Essences
Gaia Hypothesis
Indigo Children
Kalki Bhagavan
Karma
Kundalini
Kundalini Yoga
Life after death
Mayan Calendar
Meaning of Dreams
Meditation
Morphogenetic Fields
Psychic Ability
Reincarnation
Spiritual Art, Music & Dance
Spiritual Awakening
Spiritual Enlightenment
Spiritual Healing
Spirituality and Health
Spiritual Jokes
Spiritual Parenting
Vastu Shastra
Womens Spirituality
Yoga Positions
Site map 2
Site map
.

cross sections

A Wisdom Archive on cross sections

cross sections

A selection of articles related to cross sections

More material related to Cross Sections can be found here:
Index of Articles
related to
Cross Sections
cross sections

ARTICLES RELATED TO cross sections

cross sections: Encyclopedia - Computational chemistry

Computational chemistry is a branch of theoretical chemistry whose major goals are to create efficient mathematical approximations and computer programs that calculate the properties of molecules (such as total energy, dipole and quadrupole moment, vibrational frequencies, reactivity and other diverse spectroscopic quantitities and cross sections for collision of molecules with diverse atomic or subatomic projectiles) and to apply these programs to concrete chemical objects. The term is also sometimes used to cover the areas of overla ...

Including:

Read more here: » Computational chemistry: Encyclopedia - Computational chemistry

cross sections: Encyclopedia - Resonance

In physics, resonance is the tendency of a system to absorb more energy when the frequency of the oscillations matches the system's natural frequency of vibration (its resonant frequency) than it does at other frequencies. Examples are the acoustic resonances of musical instruments, the tidal resonance of the Bay of Fundy, orbital resonance as exemplified by some moons of the solar system's gas giants, the resonance of the basilar membrane in the biological transduction of audit ...

Including:

Read more here: » Resonance: Encyclopedia - Resonance

cross sections: Encyclopedia - Asymptotic freedom

In physics, asymptotic freedom is the property of some gauge theories in which the interaction between the particles, such as quarks, becomes arbitrarily weak at ever shorter distances, i.e. length scales that asymptotically converge to zero (or, equivalently, energy scales that become arbitrarily large). Asymptotic freedom - Discovery. The fact that asymptotic freedom is a feature of quantum chromodynamics (QCD), the quantum field theory of the interactions of quarks and gluons, was discovered by David Gro ...

Including:

Read more here: » Asymptotic freedom: Encyclopedia - Asymptotic freedom

cross sections: Encyclopedia - Aneutronic fusion

Aneutronic fusion is a (hypothetical) form of fusion power where no more than 1% of the total fusion energy released is carried by neutrons. It has long been a dream of both the conventional and alternative fusion communities because of problems associated with neutrons like radiation damage, biological shielding, remote handling, and safety issues. Aneutronic fusion - Candidate aneutronic reactions. There are a few nuclear fusion reactions that have no neutrons as products on any of their branches. ...

Including:

Read more here: » Aneutronic fusion: Encyclopedia - Aneutronic fusion

cross sections: Encyclopedia - Continuous spectrum

In mathematics and physics, continuous spectrum is, roughly speaking, a non-countable set of eigenvalues of an operator. An operator acting on a Hilbert space is said to have a continuous spectrum if its eigenvalues can be changed continuously. If the spectrum of an operator is not continuous, we say that it is has discrete spectrum. Some of the basic questions in spectral theory are to characterise the discrete spectrum and purely continuous spectrum, just as a measure, such as a probability measure, can typically ...

Read more here: » Continuous spectrum: Encyclopedia - Continuous spectrum

cross sections: Encyclopedia II - Feynman diagram - Motivation and history

The problem of calculating scattering cross sections in particle physics reduces to summing over the amplitudes of all possible intermediate states (each corresponding to one term in the perturbation expansion which is known as the Dyson series). These states can be represented by Feynman diagrams, which are much easier to keep track of than frequently tortuous calculations. Feynman showed how to calculate diagram amplitudes using so-called Feynman rules, which can be derived from the system's underlying Lagrangian. Each internal line corres ...

See also:

Feynman diagram, Feynman diagram - Motivation and history, Feynman diagram - Alternative names, Feynman diagram - Interpretation, Feynman diagram - Mathematical details, Feynman diagram - Examples, Feynman diagram - Beta decay, Feynman diagram - Quantum electrodynamics, Feynman diagram - Real φ4, Feynman diagram - Literature

Read more here: » Feynman diagram: Encyclopedia II - Feynman diagram - Motivation and history

cross sections: Encyclopedia II - Hans Bethe - Biography

Bethe was born in Strassburg (then part of Germany, now Strasbourg, France). He studied physics at Frankfurt and obtained his doctorate from the University of Munich with supervisor Arnold Sommerfeld, after which he did postdoctoral stints in Cambridge and at Enrico Fermi's laboratory in Rome. He left Germany in 1933 when the Nazis came to power and he lost his job (his mother was Jewish) at the University of Tubingen, moving first to England where he held a provisory position of Lecturer for the year 1933-1934 and in the fall of 1934, a fellowship at the University of Bristol. In England, Bethe worked with the theoretician Rudolf Peierls on ...

See also:

Hans Bethe, Hans Bethe - Biography, Hans Bethe - Manhattan Project, Hans Bethe - Hydrogen bomb, Hans Bethe - Political stances, Hans Bethe - Awards and legacy, Hans Bethe - Honors

Read more here: » Hans Bethe: Encyclopedia II - Hans Bethe - Biography

cross sections: Encyclopedia II - Subcritical reactor - Technical challenges

There are technical difficulties to overcome before ADS can become economical and eventually be integrated into a future nuclear waste management. The accelerator must provide a high intensity and be highly reliable. There are concerns about the window separating the protons from the spallation target, which is expected to be exposed to stress under extreme conditions. The chemical separation of the transuranic elements and the fuel manufacturing, as well as the structure materials, are important issues. Finally, the lack of nuclear data a ...

See also:

Subcritical reactor, Subcritical reactor - Motivation, Subcritical reactor - Principle, Subcritical reactor - Technical challenges, Subcritical reactor - Economics and public acceptance

Read more here: » Subcritical reactor: Encyclopedia II - Subcritical reactor - Technical challenges

cross sections: Encyclopedia II - Computational chemistry - Ab initio methods

The programs used in computational chemistry are based on many different quantum-chemical methods that solve the molecular Schrödinger equation associated with the molecular Hamiltonian. Methods that do not include empirical or semi-empirical parameters in their equations - are derived directly from theoretical principles, with no inclusion of experimental data - are generally called ab initio methods. Most of the time this is referring to approximate quantum mechanical calculations. The approximations made in these cases, however, a ...

See also:

Computational chemistry, Computational chemistry - Introduction, Computational chemistry - Ab initio methods, Computational chemistry - Electronic structure, Computational chemistry - Chemical dynamics, Computational chemistry - Semiempirical methods, Computational chemistry - Electronic structure, Computational chemistry - Molecular mechanics, Computational chemistry - Software packages

Read more here: » Computational chemistry: Encyclopedia II - Computational chemistry - Ab initio methods

cross sections: Encyclopedia II - Prompt neutron - Principle

We will use U-235 as an example. The immediate mass products of a fission event are two large fission fragments, which are remnants of the original U-235 nucleus, plus, on average, two or three free neutrons (in average 2.47), called "prompt" neutrons. Later, a fission fragment occasionally, but rarely, undergoes a stage of radioactive decay that yields an additional neutron, called a "delayed" neutron. These neutron-emitting fission fragments ...

See also:

Prompt neutron, Prompt neutron - Principle, Prompt neutron - Importance in nuclear reactors, Prompt neutron - Fraction definitions

Read more here: » Prompt neutron: Encyclopedia II - Prompt neutron - Principle

cross sections: Encyclopedia II - Resonance - Theory

For a linear oscillator with a resonant frequency Ω, the intensity of oscillations I when the system is driven with a driving frequency ω is given by: . The intensity is defined as the square of the amplitude of the oscillations. This is a Lorentzian function, and this response is found in many physical situations involving resonant systems. Γ is a parameter dependent on the damping of the oscillator, and is known as the linewidth of the resonance. Heavily damped oscillators tend to have bro ...

See also:

Resonance, Resonance - Theory, Resonance - Quantum mechanics, Resonance - Quantum field theory

Read more here: » Resonance: Encyclopedia II - Resonance - Theory

cross sections: Encyclopedia II - Aneutronic fusion - Residual radiation from a p-11B reactor

For the above reasons, most advocates of aneutronic fusion concentrate on the last reaction, p-11B. Even here, though, there are a number of side reactions that will produce neutrons or other radiation, among them the following: as well as reactions with a possible 10B impurity fraction. Detailed calculations (Heindler and Kernbichler, Proc. 5th Intl. Conf. on Emerging Nuclear Energy Systems, 1989, pp. 177-82) show that at least 0.1% of the reactions in a thermal p-11B plasma would produce neutrons. This i ...

See also:

Aneutronic fusion, Aneutronic fusion - Candidate aneutronic reactions, Aneutronic fusion - Residual radiation from a p-11B reactor, Aneutronic fusion - Power density and energy balance

Read more here: » Aneutronic fusion: Encyclopedia II - Aneutronic fusion - Residual radiation from a p-11B reactor

cross sections: Encyclopedia II - Asymptotic freedom - Discovery

The fact that asymptotic freedom is a feature of quantum chromodynamics (QCD), the quantum field theory of the interactions of quarks and gluons, was discovered by David Gross, Frank Wilczek, and David Politzer in 1973. For their discovery, Gross, Wilczek and Politzer were awarded the Nobel Prize in Physics in 2004. Asymptotic freedom implies that in high-energy scattering the quarks move within nucleons, such as the neutron and proton, essentially as free, non-interacting particles, and it allows physicists to calculate the cross sections of various events in pa ...

See also:

Asymptotic freedom, Asymptotic freedom - Discovery, Asymptotic freedom - Screening and antiscreening, Asymptotic freedom - Calculating asymptotic freedom, Asymptotic freedom - External link

Read more here: » Asymptotic freedom: Encyclopedia II - Asymptotic freedom - Discovery

cross sections: Encyclopedia II - S matrix - L.S.Z. Lehman Symanzik Zimmermann reduction formula

The task is to find an expression for the S-Matrix element using the reduction formula. Before starting to accomplish this, it is useful to show the following trick: We will use this in the following calculation: This operation is called particle extraction. This is true because p is not equal to k. See also:

S matrix, S matrix - S-matrix and evolution operator U, S matrix - L.S.Z. Lehman Symanzik Zimmermann reduction formula, S matrix - Wick's theorem, S matrix - Bibliography

Read more here: » S matrix: Encyclopedia II - S matrix - L.S.Z. Lehman Symanzik Zimmermann reduction formula

cross sections: Encyclopedia II - Computational chemistry - Introduction

The term theoretical chemistry may be defined as a mathematical description of chemistry, whereas computational chemistry is usually used when a mathematical method is sufficiently well developed that it can be automated for implementation on a computer. Note that the words exact and perfect do not appear here, as very few aspects of chemistry can be computed exactly. Almost every aspect of chemistry, however, can be and has been described in a quali ...

See also:

Computational chemistry, Computational chemistry - Introduction, Computational chemistry - Ab initio methods, Computational chemistry - Electronic structure, Computational chemistry - Chemical dynamics, Computational chemistry - Semiempirical methods, Computational chemistry - Electronic structure, Computational chemistry - Molecular mechanics, Computational chemistry - Software packages

Read more here: » Computational chemistry: Encyclopedia II - Computational chemistry - Introduction

cross sections: Encyclopedia II - Hans Bethe - Honors

Awards Henry Draper Medal (1947) Max Planck medal (1955) Eddington Medal of the Royal Astronomical Society (1961) Enrico Fermi Award (1961) Rumford Prize (1963) Nobel Prize in Physics (1967) Lomonosov Gold Medal (1989) Bruce Medal (2001) Named after him Asteroid 30828 Bethe Hans Bethe Prize of ...

See also:

Hans Bethe, Hans Bethe - Biography, Hans Bethe - Manhattan Project, Hans Bethe - Hydrogen bomb, Hans Bethe - Political stances, Hans Bethe - Awards and legacy, Hans Bethe - Honors

Read more here: » Hans Bethe: Encyclopedia II - Hans Bethe - Honors

cross sections: Encyclopedia II - S matrix - S-matrix and evolution operator U

So we have where because Substituting the explicit expression for U we obtain: You can see that this formula is not explicitly covariant. ...

See also:

S matrix, S matrix - S-matrix and evolution operator U, S matrix - L.S.Z. Lehman Symanzik Zimmermann reduction formula, S matrix - Wick's theorem, S matrix - Bibliography

Read more here: » S matrix: Encyclopedia II - S matrix - S-matrix and evolution operator U

cross sections: Encyclopedia II - Prompt neutron - Fraction definitions

The factor β is defined as: and it is equal to 0.0064 for U-235. The delayed neutron fraction (DNF) is defined as: These two factors, β and DNF, are not the same thing in case of a rapid change in the number of neutrons in the reactor. Another concept, especially useful in the case where there are isotopes with threshold fission cross sections in the nuclear fuel, is the effective fraction of delayed neutrons, which is the fraction of delayed neutrons weighted with their pro ...

See also:

Prompt neutron, Prompt neutron - Principle, Prompt neutron - Importance in nuclear reactors, Prompt neutron - Fraction definitions

Read more here: » Prompt neutron: Encyclopedia II - Prompt neutron - Fraction definitions

cross sections: Encyclopedia II - S matrix - Wick's theorem

Definition of contraction: Which means that In the end, we approach at Wick's theorem: T Wick's theorem The T-product of a time-ordered free fields string can be expressed in the following manner: Applying this theorem to S-matrix elements, we discover that normal-ordered terms acting on void state give a null contribute to the sum. We conclude that m is even and only completely contracted terms remain ...

See also:

S matrix, S matrix - S-matrix and evolution operator U, S matrix - L.S.Z. Lehman Symanzik Zimmermann reduction formula, S matrix - Wick's theorem, S matrix - Bibliography

Read more here: » S matrix: Encyclopedia II - S matrix - Wick's theorem

cross sections: Encyclopedia II - Hans Bethe - Awards and legacy

In 1967, Bethe was awarded the Nobel Prize in Physics "for his contributions to the theory of nuclear reactions, especially his discoveries concerning the energy production in stars". He had postulated that the source of this energy is thermonuclear reactions in which hydrogen is converted into helium (stellar nucleosynthesis). Bethe was also noted for his theories on atomic properties. In the late 1940s, he provided the first way out of the infinities that plagued the explanation of the so called Lamb shift. This work was the impetus ...

See also:

Hans Bethe, Hans Bethe - Biography, Hans Bethe - Manhattan Project, Hans Bethe - Hydrogen bomb, Hans Bethe - Political stances, Hans Bethe - Awards and legacy, Hans Bethe - Honors

Read more here: » Hans Bethe: Encyclopedia II - Hans Bethe - Awards and legacy

More material related to Cross Sections can be found here:
Index of Articles
related to
Cross Sections
.
  » Home » » Home »