The Zeeman effect in molecular doublet-doublet transitions in the " high field-low field " limit
نویسنده
چکیده
2014 Zeeman line profiles for spin-allowed and forbidden electronic doublet-doublet transitions of molecular asymmetric tops have been computed for the case in which one of the combining states has a much larger zero-field splitting than the other. In such cases there must exist a range of external fields which are weak with respect to the high zero-field splitting state and strong with respect to the low zero-field splitting state. The respective Zeeman effects are therefore close to the weak-field limit of a strongly coupled state and the strong-field, uncoupled limit (Paschen-Back effect) of the weakly coupled state. Zeeman component frequencies and intensities have been calculated for this « high field-low field » limit, and Zeeman pattern profiles of lines are seen to depend mostly on branch selection rules. Lines with 0394N = 0394J show a central maximum, whereas lines with 0394N = 0394J ± 1 exhibit a saddle shape, regardless of light polarization. The former type of lines occurs in spin-allowed transitions, the latter in the 0394N = ± 2 branches of spin-forbidden transitions. The two types of shape are mixed together in the remaining branches of spin-forbidden transitions. J. Physique LETTRES 43 (1982) L-383 L-387 ler JUIN 1982, Classification Physics Abstracts 33.10
منابع مشابه
Theory and Modeling of the Zeeman and Paschen-Back effects in Molecular Lines
This paper describes a very general approach to the calculation of the Zeeman splitting effect produced by an external magnetic field on the rotational levels of diatomic molecules. The method is valid for arbitrary values of the total electronic spin and of the magnetic field strength -that is, it holds for molecular electronic states of any multiplicity and for both the Zeeman and incomplete ...
متن کاملLateral Vibrations of Single-Layered Graphene Sheets Using Doublet Mechanics
This paper investigates the lateral vibration of single-layered graphene sheets based on a new theory called doublet mechanics with a length scale parameter. After a brief reviewing of doublet mechanics fundamentals, a sixth order partial differential equation that governs the lateral vibration of single-layered graphene sheets is derived. Using doublet mechanics, the relation between natural f...
متن کاملThe Zeeman Effect and Hyperfine Structure in Mercury
1. Draw a diagram that shows the effect of a weak magnetic field on the otherwise degenerate substates involved in the transitions which produce the green line (5460.7 Å) and the yellow doublet (5769.6 Å and 5790.7 Å) of mercury. (See Melissinos (1966) [1], page 334 but beware of the error in the structure diagram for the 5790.7 Å line!) Note that there is another mercury yellow line at 5789.7 ...
متن کاملHyperfine-mediated transitions between a Zeeman split doublet in GaAs quantum dots: The role of the internal field
We consider the hyperfine-mediated transition rate between Zeeman split states of the lowest orbital level in a GaAs quantum dot. We separate the hyperfine Hamiltonian into a part which is diagonal in the orbital states and another one which mixes different orbitals. The diagonal part gives rise to an effective ~internal! magnetic field which, in addition to an external magnetic field, determin...
متن کاملOH hyperfine ground state: From precision measurement to molecular qubits
We perform precision microwave spectroscopy—aided by Stark deceleration—to reveal the low-magneticfield behavior of OH in its 2 3/2 rovibronic ground state, identifying two field-insensitive hyperfine transitions suitable as qubits and determining a differential Landé g factor of 1.267 5 10−3 between opposite-parity components of the doublet. The data are successfully modeled with an effective ...
متن کامل