Add to ORKGAuthor Institution: DAMAP and CNRS URA 812, Observatoire de Paris-Meudon F-92195The theoretical model of the $^{1}\Sigma_{u}^{+}$ and $^{1}\Pi_{u}$ Rydberg and valence states of the nitrogen molecule established by D. Stahel, M. Leoni and K. Dressler ({J. Chem. Phys}, 79, 2541 (1983)) has been extended to include rotationally excited energy levels. Two methods of calculation have been used to study the effects of both homogeneous and heterogeneous state mixing on individual rovibronic levels. This revised model is being used to analyse the intensity distribution observed in the high resolution vacuum ultraviolet emission spectrum of $N_{2}$. We will present details of our calculations together with some preliminary results concerning the sp...
A rotational and vibrational analysis has been made of the ND2 (A) over tilde (2) A(1) -(X) over til...
<p><b>Table 1.</b> Vertical equilibrium excitation energies (eV) and equilibrium positions (Å) for t...
<p><b>Table 5.</b> Equilibrium binding energies (eV), equilibrium positions (Å) and quantum defects ...
Author Institution: Leiden Observatory, Leiden University, P.O. Box 9513, 2300 RA Leiden, The Nether...
Producción CientíficaAbsorption oscillator strengths, calculated with the molecular quantum defect o...
<p><strong>Figure 6.</strong> N<sub>2</sub> electronically excited states of ^1 {\Sigma }^{+}_{{\rm ...
<p><strong>Figure 7.</strong> N<sub>2</sub> electronically excited states of ^1 {\Sigma }^{+}_{{\rm ...
$^{1}$ P. K. Carroll and C. P. Collins, Can. J. Phys., 47, 653 (1969). $^{2}$ I. Kovacs, Rotational ...
<p><b>Table 7.</b> Equilibrium binding energies (eV), equilibrium positions (Å) and quantum defects ...
<p><b>Table 4.</b> Equilibrium binding energies (eV), equilibrium positions (Å) and quantum defects ...
<p><strong>Figure 5.</strong> N<sub>2</sub> electronically excited states of <sup>1</sup>Π<sub>u</su...
Author Institution: Air Force Cambridge Research LaboratoriesThe absorption spectrum of nitrogen has...
<p><b>Table 6.</b> Equilibrium binding energies (eV), equilibrium positions (Å) and quantum defects ...
We have recorded high-resolution (FWHM = 0.2\,\AA) extreme-ultraviolet (EUV, 800--1350\,\AA) laborat...
Indirect predissociation of the b′ 1Σu+(v = 20) level of N2 is studied experimentally by vacuum-ultr...
A rotational and vibrational analysis has been made of the ND2 (A) over tilde (2) A(1) -(X) over til...
<p><b>Table 1.</b> Vertical equilibrium excitation energies (eV) and equilibrium positions (Å) for t...
<p><b>Table 5.</b> Equilibrium binding energies (eV), equilibrium positions (Å) and quantum defects ...
Author Institution: Leiden Observatory, Leiden University, P.O. Box 9513, 2300 RA Leiden, The Nether...
Producción CientíficaAbsorption oscillator strengths, calculated with the molecular quantum defect o...
<p><strong>Figure 6.</strong> N<sub>2</sub> electronically excited states of ^1 {\Sigma }^{+}_{{\rm ...
<p><strong>Figure 7.</strong> N<sub>2</sub> electronically excited states of ^1 {\Sigma }^{+}_{{\rm ...
$^{1}$ P. K. Carroll and C. P. Collins, Can. J. Phys., 47, 653 (1969). $^{2}$ I. Kovacs, Rotational ...
<p><b>Table 7.</b> Equilibrium binding energies (eV), equilibrium positions (Å) and quantum defects ...
<p><b>Table 4.</b> Equilibrium binding energies (eV), equilibrium positions (Å) and quantum defects ...
<p><strong>Figure 5.</strong> N<sub>2</sub> electronically excited states of <sup>1</sup>Π<sub>u</su...
Author Institution: Air Force Cambridge Research LaboratoriesThe absorption spectrum of nitrogen has...
<p><b>Table 6.</b> Equilibrium binding energies (eV), equilibrium positions (Å) and quantum defects ...
We have recorded high-resolution (FWHM = 0.2\,\AA) extreme-ultraviolet (EUV, 800--1350\,\AA) laborat...
Indirect predissociation of the b′ 1Σu+(v = 20) level of N2 is studied experimentally by vacuum-ultr...
A rotational and vibrational analysis has been made of the ND2 (A) over tilde (2) A(1) -(X) over til...
<p><b>Table 1.</b> Vertical equilibrium excitation energies (eV) and equilibrium positions (Å) for t...
<p><b>Table 5.</b> Equilibrium binding energies (eV), equilibrium positions (Å) and quantum defects ...