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Nucleus composition

Radionuclide An atom that is distinguished by its nucleus composition (number of protons, number of neutrons, energy content), atomic number, mass number, and atomic mass. [Pg.1756]

Eno] Enomoto, M., Aaronson, H.I., On the Critical Nucleus Composition of Ferrite in an Fe-C-Mn Alloy , Metall. Mater. Trans. A, 17, 1381-1384 (1986) (Phase Relations, Kinetics, Calculation, 12)... [Pg.170]

Classic nucleation theory must be modified for nucleation near a critical point. Observed supercooling and superheating far exceeds that predicted by conventional theory and McGraw and Reiss [36] pointed out that if a usually neglected excluded volume term is retained the free energy of the critical nucleus increases considerably. As noted by Derjaguin [37], a similar problem occurs in the theory of cavitation. In binary systems the composition of the nuclei will differ from that of the bulk... [Pg.335]

Although evidence is not conclusive, indications are that the rearrangements are concerted. Heteroatom compositions required for the rearrangement are at least one N—O bond in the nucleus of the starting material and the formation of a C—N, N—N or C—S bond in the product (79AHC(25)147, p. 193, 81AHC(29)14l). [Pg.60]

It was clearly established by Scholtz that the empirical formula, CjgHjjOaN, represented the composition of bebeerine, that on this basis the alkaloid contained one hydroxyl, one methoxyl and one methylimino group and that its behaviour with acylating agents indicated the presence of a methyltetrahydroisoquinoline nucleus. These results were confirmed... [Pg.367]

As far as is known, ordinary matter is made of tiny building blocks called elementary particles. For example, an atom is made up of a nucleus surrounded by one or more electrons. As far as scientists have been able to determine, the electrons are elementary particles, not made of anything simpler. Fdowever, an atomic nucleus is not clcmcntai y, but is a composite particle made up of simpler particles called protons and neutrons. (The lightest nucleus is the nucleus of ordinai y hydrogen, which consists of only a single proton.) Today, physicists believe that even protons and neutrons are not elementai y but are composite particles made up of still simpler building blocks called quarks. [Pg.778]

The composition of a nucleus is shown by its nuclear symbol. Here, the atomic number appears as a subscript at the lower left of the symbol of the element The mass number is written as a superscript at the upper left... [Pg.30]

This means that most of the mass of the atom must be furnished by the nucleus. However, the mass of the nucleus is not determined by the number of protons alone. For example, a helium nucleus has two protons and a hydrogen nucleus has one proton. Yet a helium atom is measured to be four times heavier than a hydrogen atom. What can be the composition of the helium nucleus A partial answer to this problem was obtained when a third particle, the neutron, was... [Pg.87]

Now lei us turn to the problem of how the composition of a nucleus affects its stability. The forces that exist between the particles in the nucleus are very large. The most familiar of ihe intranuclear forces is the coulomb force of repulsion which the protons must exert on one another. In order to appreciate the magnitude of this repulsive force, let us compare the force between two protons when they are separated by 10 8 cm, as they are in the hydrogen molecule, with the force between two protons separated by 10-18 cm, as they are in a helium nucleus. In the first case we have... [Pg.416]

The above qualitative conclusions made on the basis of the results of [116, 124-127] correlate with the results of [129,130] in which the calculation is based on composite models with nucleus-shell inclusions. The authors illustrate this with the calculation of a system consisting of a hard nucleus and elastomeric shell in a matrix of intermediate properties, and a system where the nucleus and matrix properties are identical whereas the shell is much more rigid. The method may, however, be also applied to systems with inclusions where the nucleus is enclosed in a multi layer shell. Another, rather unexpected, result follows from [129,130] for a fixed inclusions concentration, the relative modulus of the system decreases with increasing nucleus radius/inclusion radius ratio, that is with decreasing shell thickness. [Pg.16]

When the oxidation of an electrochromic film is produced under conformational relaxation control, and the current is stopped before the coalescence between blue nuclei is produced, the elec-trodic potential remains constant but the expansion of the nucleus goes on, at the expense of a decrease in the degree of oxidation inside the nucleus until a uniform composition is achieved, with uniform darkening of the film. [Pg.424]

FIGURE B.7 The nuclei of different isotopes of the same element have the same number of protons but different numbers of neutrons. These three diagrams show the composition of the nuclei of the three isotopes of neon. On this scale, the atom itself would be about I km in diameter. These diagrams make no attempt to show how the protons and neutrons are arranged inside the nucleus. [Pg.43]

The discoveries of Becquerel, Curie, and Rutherford and Rutherford s later development of the nuclear model of the atom (Section B) showed that radioactivity is produced by nuclear decay, the partial breakup of a nucleus. The change in the composition of a nucleus is called a nuclear reaction. Recall from Section B that nuclei are composed of protons and neutrons that are collectively called nucleons a specific nucleus with a given atomic number and mass number is called a nuclide. Thus, H, 2H, and lhO are three different nuclides the first two being isotopes of the same element. Nuclei that change their structure spontaneously and emit radiation are called radioactive. Often the result is a different nuclide. [Pg.820]

Figure 4.7 Pulse schemes representing separation of decoupling effects from the nOe during X nucleus acquisition. The decoupler is programmed to produce noise-modulated irradiation or composite pulse decoupling at two power levels. Suitable setting of the decoupler may produce either (a) nOe only, (b) proton decoupling only, or (c) both nOe and proton decoupling. Figure 4.7 Pulse schemes representing separation of decoupling effects from the nOe during X nucleus acquisition. The decoupler is programmed to produce noise-modulated irradiation or composite pulse decoupling at two power levels. Suitable setting of the decoupler may produce either (a) nOe only, (b) proton decoupling only, or (c) both nOe and proton decoupling.
NIS provides an absolute measurement of the so-called normal mode composition factors that characterize the extent of involvement of the resonant nucleus in a given normal mode. On the basis of the analysis of experimental NIS data, one can therefore construct a partial vibrational density of states (PVDOS) that can be... [Pg.186]

The PVDOS directly characterizes the involvement of the probe nucleus in different normal modes and provides a graphical representation of the calculated normal mode composition factors. [Pg.188]

The normal-mode analysis has shown that there are 17 vibrational modes that are characterized by significant involvement of the Fe nucleus (i.e. large values of Fea)- frequencies and normal mode composition factors corresponding to these vibrations are described in Table 5.9. [Pg.192]

Fig. 5.15 Schematic representation of the normal modes of the Fe(ni)-azide complex with the largest iron composition factors. The individual displacements of the Fe nucleus are depicted by a blue arrow. All vibrations except for V4 are characterized by a significant involvement of bond stretching and bending coordinates (red arrows and archlines), hi such a case, the length of the arrows and archlines roughly indicate the relative amplitude of bond stretching and bending, respectively. Internal coordinates vibrating in antiphase are denoted by inward and outward arrows respectively (taken from [63])... Fig. 5.15 Schematic representation of the normal modes of the Fe(ni)-azide complex with the largest iron composition factors. The individual displacements of the Fe nucleus are depicted by a blue arrow. All vibrations except for V4 are characterized by a significant involvement of bond stretching and bending coordinates (red arrows and archlines), hi such a case, the length of the arrows and archlines roughly indicate the relative amplitude of bond stretching and bending, respectively. Internal coordinates vibrating in antiphase are denoted by inward and outward arrows respectively (taken from [63])...
Every type of particle has a specific unique value of s, which is called the spin of that particle. The particle may be elementary, such as an electron, or composite but behaving as an elementary particle, such as an atomic nucleus. All He nuclei, for example, have spin 0 all electrons, protons, and neutrons... [Pg.197]


See other pages where Nucleus composition is mentioned: [Pg.12]    [Pg.12]    [Pg.12]    [Pg.12]    [Pg.12]    [Pg.12]    [Pg.1625]    [Pg.1800]    [Pg.227]    [Pg.278]    [Pg.354]    [Pg.287]    [Pg.888]    [Pg.25]    [Pg.37]    [Pg.473]    [Pg.170]    [Pg.347]    [Pg.38]    [Pg.227]    [Pg.21]    [Pg.648]    [Pg.66]    [Pg.387]    [Pg.58]    [Pg.311]    [Pg.348]    [Pg.85]    [Pg.188]    [Pg.46]    [Pg.334]    [Pg.603]   
See also in sourсe #XX -- [ Pg.6 , Pg.7 , Pg.12 , Pg.16 ]




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