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Štěpán Urban

Researcher at Institute of Chemical Technology in Prague

Publications -  60
Citations -  752

Štěpán Urban is an academic researcher from Institute of Chemical Technology in Prague. The author has contributed to research in topics: Hyperfine structure & Ground state. The author has an hindex of 12, co-authored 51 publications receiving 696 citations. Previous affiliations of Štěpán Urban include Academy of Sciences of the Czech Republic.

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The 1997 spectroscopic GEISA databank

TL;DR: The current version of the GEISA-97 database is described in this paper, which contains 1,346,266 entries and includes a catalog of absorption cross-sections of molecules such as chlorofluorocarbons which exhibit unresolvable spectra.
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Advanced graphical software for assignments of transitions in rovibrational spectra

TL;DR: The program combines the traditional approach of Loomis–Wood diagrams, which are used to visualize spectral branches and facilitate their identification, with the power of interactive combination difference checking, which provides an immediate verification of correct assignments of quantum numbers to spectral lines.
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Pressure shifts of acetonitrile ground state parameters

TL;DR: In this paper, the rotational spectrum of methylcyanide (acetonitrile) in the ground vibrational state was measured in the spectral region from 50 to 275 GHz using the new Prague millimeterwave spectrometer.
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Ground state spectrum of methylcyanide

TL;DR: In this paper, the rotational spectrum of methylcyanide (acetonitrile) in the ground vibrational state was measured in the spectral region from 91 to 810 GHz using the Cologne and Tsukuba spectrometers operated in the Doppler-limited and sub-Doppler saturation layouts.
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Sub-Doppler and Doppler spectroscopy of DCN isotopomers in the terahertz region: ground and first excited bending states (v 1 v 2 v 3 )=(0 1 e,f 0)

TL;DR: The rotational spectra of the deuterium cyanide isotopic species DCN, D 13 CN, DC 15 N, and D 13 C 15 N were recorded in the vibrational ground and first excited bending state ( v 2 = 1) up to 2.