Приклади вживання Quantum numbers Англійська мовою та їх переклад на Українською
{-}
-
Colloquial
-
Ecclesiastic
-
Computer
The quantum numbers of quarks.
There are 4 quantum numbers.
Electrons within atoms are characterized by four quantum numbers:.
Particle X(3872) quantum numbers are unknown; its identity is debated.
Atomic orbitals and quantum numbers.
These quantum numbers are labels identifying the hadrons, and are of two kinds.
Electrons within atoms are characterized by four quantum numbers:.
The remaining are flavor quantum numbers such as the isospin, strangeness, charm, and so on.
Now, the researchers need to determine the quantum numbers of these new particles, and their theoretical significance.
Here states with an arbitrary number of particles having identical quantum numbers are possible.
Color quantum numbers are the characteristic charges of the strong force, and are completely uninvolved in electroweak interactions.
No two electrons in an atom can have identical quantum numbers(Pauli's Exclusion Principle).
The quantum numbers of elementary particles are internal characteristics of the particles that define their interactions and the regularities of mutual transformations.
No two electrons in the atom will share the same four quantum numbers n, l, m, and s.
It turns out that mass properties or internal quantum numbers can be a consequence of the algebraic properties of a six-dimensional space.
The quantum numbers of elementary particles are internal characteristics of the particles that define their interactions and the regularities of mutual transformations.
Since the electron, having the principal and orbital quantum numbers n and l, may be from l= 0 and ending with l= n- 1.
Development of methods for solving quantum problems where the perturbation cannot be considered small in perturbation theory andwhere quantum numbers are large.
It turns out that the properties of masses or internal quantum numbers can then be a consequence of the algebraic properties of 6D space.
If the production and annihilation operators of particles satisfy the commutation relations(8),then states with two or more particles that have identical quantum numbers are automatically excluded.
Superficially, topological quantum numbers form an exception to this pattern; although deeper theories hint that these are two facets of the same phenomenon.
In this connection,there is also some change in the scheme of energy levels and quantum numbers characterizing the individual orbits of the particles.
The quantum numbers of elementary particles are divided into rigorous numbers(that is,numbers that are associated with physical quantities that are conserved in all processes) and nonrigorous numbers(for which the corresponding physical quantities are not conserved in some processes).
The quantum states of the electron in hydrogen-like ions are characterized by the same four quantum numbers n, l, ml, and ms as in the hydrogen atom.
In addition to l, P, and T,nuclear states may also be characterized by quantum numbers associated with a specific model that is used for an approximate description of the nucleus(see below).
The standard model, for example, does not explain why there are three generations of particles, where their masses come from,or why there are so-called internal quantum numbers that include isospin, hypercharge, and color.
The strong interactionsbinding the quarks together are insensitive to these quantum numbers, so variation of them leads to systematic mass and coupling relationships among the hadrons in the same flavor multiplet.
The systematics of spectra of atoms with two or more outer-shell electrons are based onthe approximate characteristics of isolated electrons through the use of the quantum numbers η and l, taking into account the interactions of these electrons with each other.