Harald Krautscheid

Dr. Harald Krautscheid

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Research Focus & Metrics

Academic Career Length

37Years (1990-Present)

(Calculated once Scilit publication data is synced: current year − year of first publication + 1)

Representative Publications

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21 March 2014 in Nature Materials
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JKJörg Kärger
Jörg Kärger
TBTomas Binder
Tomas Binder
CCChristian Chmelik
Christian Chmelik
FHFlorian Hibbe
Florian Hibbe
HKHarald Krautscheid
Harald Krautscheid
JWJens Weitkamp
Jens Weitkamp

15 July 1998 in Organometallics
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Journal Article
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NENorbert Emig
Norbert Emig
HNHanh Nguyen
Hanh Nguyen
HKHarald Krautscheid
Harald Krautscheid
RRRégis Réau
Régis Réau
JCJean-Bernard Cazaux
Jean-Bernard Cazaux
GBGuy Bertrand
Guy Bertrand

1 September 1993 in Angewandte Chemie International Edition
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HKHarald Krautscheid
Harald Krautscheid
DFDieter Fenske
Dieter Fenske
GBGerhard Baum
Gerhard Baum
MSMarcus Semmelmann
Marcus Semmelmann

24 February 2009 in Dalton Transactions
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IGIl'ya Gural'skiy
Il'ya Gural'skiy
DEDaniel Escudero
Daniel Escudero
Antonio FronteraAntonio Frontera
Antonio Frontera
PSPavlo V. Solntsev
Pavlo V. Solntsev
EREduard B. Rusanov
Eduard B. Rusanov
KDKonstantin V. Domasevitch
Konstantin V. Domasevitch
A series of framework coordination polymers reveals the use of 1,2,4,5-tetrazines as efficient bridging ligands towards silver(I) and copper(I) ions. All four nitrogen atoms were functional as lone pair donors leading to an unprecedented μ4-coordination of the ligands (1,2,4,5-tetrazine, ttz; 3,6-dimethyl-1,2,4,5-tetrazine, Me2ttz) in [Ag(ttz)(X)] (X = NO3, 1; ClO4, 2), [Ag2(Me2ttz)(NO3)2] (3), [Ag2(Me2ttz)(H2O)2(ClO4)2] (4), [Ag3(Me2ttz)(H2O)2(CF3SO3)3] (5) and [Cu4Cl4(Me2ttz)] (6). In 1 and 2, μ4-tetrazines and silver ions (AgN4, Ag–N 2.42–2.53 Å) compose a 3D framework of {42;84} topology. Structures 3 and 4 were based on disilver–tetrazine ribbons, while in 5μ4-tetrazines interconnect silver–triflate chains. In 6, μ4-ligands connect inorganic layers sustained by copper–chloride squares, hexa- and octagons (1.974(2) and 1.981(2) Å). Multiple N-coordination to metal ions enhances the ability of the electron deficient tetrazine system for anion⋯π binding. Compounds 1 and 2 exhibit very short interactions of this type with corresponding O⋯C(N) separations down to a record value of 2.78 Å and O⋯π 2.61 Å. For 6, π-acidity of tetrazine was reflected by contacts Cl⋯π of 3.30 Å. Results of high level ab initio calculations (RI-MP2/aug-cc-pVTZ) were in good agreement with experimental results, and were suggestive of the progressive enhancement of the π-acidity by increasing the number of Ag(I) ions N-coordinated to tetrazine.

2 March 2012 in Journal of Materials Chemistry
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JMJens Möllmer
Jens Möllmer
MLMarcus Lange
Marcus Lange
AMAndreas Möller
Andreas Möller
CPChristin Patzschke
Christin Patzschke
KSKarolin Stein
Karolin Stein
RSReiner Staudt
Reiner Staudt
Pure gas adsorption isotherms of CH4 and N2 and their binary mixtures were measured at 273 K, 298 K and 323 K and up to 2 MPa on two different microporous metal–organic frameworks (MOFs), i.e. the commercially available Basolite® A100 and the recently reported copper-based triazolyl benzoate MOF 3 ∞[Cu(Me-4py-trz-ia)] (1). The Tòth isotherm model and the vacancy solution model were used to describe the experimentally determined isotherms and proved to be well suited for this purpose. While 1 shows a more homogeneous surface with a nearly constant isosteric heat of adsorption of 18–18.5 kJ mol−1 for CH4 and 12–15 kJ mol−1 for N2, the isosteric heat of adsorption at zero coverage for Basolite® A100 is 19 kJ mol−1 for CH4 and 16.2 kJ mol−1 for N2, decreasing significantly with increasing loading. Binary adsorption isotherms were measured gravimetrically to determine the total adsorbed mass of CH4 and N2. The van Ness method was successfully applied to calculate partial loadings from gravimetrically measured binary adsorption isotherms. Further studies by volumetric–chromatographic experiments support the good correlation between experimental data and predictions by the vacancy solution model (VSM-Wilson) and the ideal adsorbed solution theory (IAST) from pure gas isotherms. The experimental selectivities were determined to be α CH4/N2 = 4.0–5.0 for 1, slightly higher than for Basolite® A100 with α CH4/N2 = 3.4–4.5. These values are in good agreement with predictions for ideal selectivities based on Henry's law constants. From the experimental selectivities the potential of both MOFs in gas separation of CH4 from N2 can be derived.

16 September 2011 in Angewandte Chemie International Edition
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DLDaniel Lässig
Daniel Lässig
JLJörg Lincke
Jörg Lincke
JMJens Moellmer
Jens Moellmer
CRChristian Reichenbach
Christian Reichenbach
AMAndreas Moeller
Andreas Moeller
HKHarald Krautscheid
Harald Krautscheid