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Atomic nucleus electron interactions with

In this expression, the term hydrogen atoms A and B. The term interaction with the electrons interchanged. However, the term A2 represents both electrons 1 and 2 interacting with nucleus A. That means the structure described by the wave function is ionic, HA HB+. In an analogous way, the term B1 Bj2 represents both electrons interacting with nucleus B, which corresponds to the structure HA+ Hb . Therefore, what we have devised for a molecular wave function actually describes the hydrogen molecule as a "hybrid" (a valence bond term that is applied incorrectly) of... [Pg.75]

In the case of iron, magnetism is due to the unpaired electrons in the 3d-orbitals, which have all parallel spin. These electrons interact with all other electrons of the atom, also the s-electrons that have overlap with the nucleus. As the interaction between electrons with parallel spins is slightly less repulsive than between electrons with anti parallel spins, the s-electron cloud is polarized, which causes the large but also highly localized magnetic field at the nucleus. The field of any externally applied magnet adds vectorially to the internal magnetic field at the nucleus. [Pg.138]

Electron interacts with an atom by the Coulomb potential of the positive nucleus and electrons surrounding the nucleus. The relationship between the potential and the atomic charge is given by the Poisson equation ... [Pg.148]

We start by considering the hydrogen atom, the simplest possible system, in which one electron interacts with a nucleus of unit positive charge. Only two terms are required from the master equation (3.161) in chapter 3, namely, those describing the kinetic energy of the electron and the electron-nuclear Coulomb potential energy. In the space-fixed axes system and SI units these terms are... [Pg.178]

It is useful to discuss some preliminaries of quantum mechanics before the discussion of /-orbitals in lanthanides. Consider the simplest system namely, the hydrogen atom consisting of a single electron interacting with a proton. The Schrodinger equation for a particle of mass m, the electron in a central field produced by the nucleus is... [Pg.75]

Kikuchi lines result from inelastic scattering of electrons in specimens. Generally, an electron scatters elastically when it interacts with an atomic nucleus. The mass of a nucleus is much larger than that of an electron. Thus, their interaction is similar to a ball hitting wall where the ball bounces without energy loss. However, when the electron interacts with an electron in an atomic shell, energy will transfer between the two electrons during collision, which is referred... [Pg.108]

Within the Furry picture a many-electron atom is considered as a system of electrons moving in the field of a nucleus and interacting with each other via the electromagnetic field. [Pg.422]

For electrons in the multicharged ions or even for the valence electrons in heavy atoms the parameter aZ cannot be considered as small. In case of heavy atoms the reason is that the effective QED potentials of the electron interaction with the nucleus are rather short-range and the interaction occurs when the outer electrons penetrate deeply into the core. Therefore the methods described in Section III are not valid anymore and all-orders in aZ methods axe necessary. [Pg.453]

With the discovery of the neutron as a fundamental particle, many paradoxes of physics and chemistry were finally resolved, and new areas of research evolved. Prior to the discovery of the neutron as a fundamental particle, scientists generally believed that the nucleus was comprised of protons and nuclear electrons. However, one could not explain, for example, the spin of nuclei with that model. Now, at last, theory could predict the properties of the nucleus quite well. Also, since neutrons are not repelled by the charge on the atomic nucleus, they interact easily with nnclei. Nen-tron scattering enables the determination of crystal stmctnres by probing the positions of nuclei in a sample. Neutrons can also catalyze fission reactions, for example, the fission of uranium nuclei that led to the creation of nuclear power plants and the atomic bomb. [Pg.218]

The previous considerations for the case of a single electron interacting with an atomic nucleus can be extended to the more general case of a polyatomic molecule. [Pg.228]

The following chapters of this section deal with topics that are covered in many general chemistry textbooks, but these chapters cover the topics in greater detail than a general chemistry textbook. In Chapter 2 we explain what the atom looks like, how it s structured, amd why this is important for inorganic chemistry. In particular, this chapter delves into the periodic table and how the structure of the atom is described. Chapter 3 introduces oxidation and reduction chemistry that helps you understand why many chemical reactions take place. It deals with the electrons that each atom has and how the electrons can be shuttled around from atom to atom. Then in Chapter 4 we focus on the nucleus and how changes to the nucleus lead to nuclear chemistry. And finally we end this section by talking about acid-base chemistry because this can help you understand the many ways in which atoms and molecules interact with one another. [Pg.3]


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See also in sourсe #XX -- [ Pg.4 , Pg.102 ]

See also in sourсe #XX -- [ Pg.4 , Pg.102 ]




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Atom-electron interaction

Atomic interactions

Atomic nucleus

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Atoms nucleus

Electron interaction with nuclei

Electron interactions with atoms

Electronic interactions

Electrons atomic nucleus interactions

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