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Dissertation
Towards the investigation of ultrafast dynamics in chiral systems using free-electron lasers
(2024)
Chiral molecules are life’s building blocks, making the study of their ultrafast processes a pursuit across various fundamental research fields. The results presented in this dissertation contain methodological, technical and scientific advancements that pave the way for future time-resolved, site-specific investigations into chiral photochemistry of randomly orientated molecules, using photoelectron circular dichroism and free-electron lasers. The high-repetitionrate free-electron lasers EuXFEL and FLASH2 will soon ...
Dissertation
Pentamethylcyclopentadienyl-Halbsandwich-Eisenkomplexe mit ungewöhnlichen Carbenliganden
(2024)
This dissertation project deals with the electronic properties of the pentamethylcyclopentadienyl halfsandwich iron complex with bis(trimethylsilyl)amido ligand ([Fe(Cp*)(HMDS)], HMDS = N(SiMe₃)₂) and its reactivity towards carbenes or their direct precursor compounds. The compound was published in 1998 by the Siemeling group and described at the time as diamagnetic. Structurally very similar representatives with penta-isopropylcyclopentadienyl- (⁵Cp) and 1,2,4-tri-tert-butylcyclopentadienyl ligands (Cp‘) have been ...
Dissertation
Die Synthese planar-chiraler 1,1´–Diaminoferrocenderivate
(2024)
Dieses Forschungsprojekt beschäftigt sich mit 1,1´-Diaminoferrocenderivaten, die aufgrund ei-nes weiteren Substituenten X in Nachbarstellung (ortho-Position) zu einer der Stickstoffgrup-pen planare Chiralität aufweisen. Obgleich 1,1´-Diaminoferrocen eine bewährte Schlüsselver-bindung innerhalb der Ferrocenchemie ist, insbesondere zur Darstellung von N,N-Chelatligan-den und N-heterozyklischen Tetrylenen, jeweils mit 1,1´-Ferrocenylenrückgrat, war der syn-thetische Zugang zu den hier behandelten planar-chiralen ...
Dissertation
Existence and Asymptotic Behavior of Solutions to the Time-Periodic Navier-Stokes Equations in a Layer Domain with Nonhomogeneous Boundary Data
(2024)
This dissertation is dedicated to the analysis of the Navier-Stokes equations in a timeperiodic framework in the so-called layer domain Π = R2 × (0, 1), described by:
∂tu − νΔu + (u · ∇)u + ∇p = f in [0, T] × Π,
div u = 0 in [0, T] × Π,
u|∂Π = a for all t ∈ [0, T] ,
u|t=0 = u|t=T in Π.
The velocity field u and the pressure p are unknowns, while the external force f is prescribed. Challenges arise due to unboundedness of the layer Π and from introduction of a nonhomogeneous boundary condition a. The investigated ...