Lucas Lang
@llangresearch.bsky.social
75 followers 100 following 11 posts
Junior Research Group Leader (Theoretical Chemistry) at TU Berlin.
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llangresearch.bsky.social
I have an open PhD position. The exact topic is negotiable and can range from implementing new quantum-chemical methods in @orca-qc-official.bsky.social to computational studies of open-shell molecules.
🔗 Details: www.langresearch.org/open-phd-fel...

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#PhDposition #CompChem
Open PhD Fellowship in Quantum Chemistry at TU Berlin – Lang Research Group
www.langresearch.org
llangresearch.bsky.social
What I don't understand: Golding & Halton employ their model Hamiltonian in an entire LS term. States with same MS and different ML have different f-orbitals occupied. Likewise when switching the Ln(III) ion. Why should different f-orbital occupations lead to the same ligand spin density? (2/2)
llangresearch.bsky.social
Thanks for the answers!
What I am mainly confused about: the primary origin of spin density is the partial occupation of the 4f orbitals. Common wisdom is that they polarize the more diffuse metal-centered orbitals that participate in weak covalent bonding with the ligands. (1/2)
llangresearch.bsky.social
My questions are:
1) How exactly does the constant A relate to the microscopic quantum-chemical Hamiltonian and its eigenstates?
2) Why should A be similar for isostructural complexes containing different lanthanide(III) ions?
llangresearch.bsky.social
Any experts here on the theory of Fermi contact NMR shifts in lanthanide complexes? Most of the work on this topic can be traced back to Golding and Halton (1972). They assume that the hyperfine Hamiltonian can be expressed as A 𝗜⋅𝗦.
(1/2)
llangresearch.bsky.social
I found this copy of Wybourne's "Spectroscopic Properties of Rare Earths" in the @tuberlin.bsky.social library. I think it has aged very well for a book from 1965, and is full of interesting insights. Highly recommended for anyone interested in the electronic structure of lanthanide compounds.
llangresearch.bsky.social
Ever wondered why quantum-chemical equations look different in the atomic orbital (AO) basis? I just published a blog post explaining why — and how to easily derive them: www.langresearch.org?p=174

#QuantumChemistry #CompChem
Equations in the atomic orbital basis made easy – Lucas Lang Research
www.langresearch.org
llangresearch.bsky.social
The most innovative aspect of the implementation is the treatment of dipolar spin–spin coupling in a basis of configuration state function with a GUGA-like approach. I am happy to chat about this topic while still at #WATOC2025!
llangresearch.bsky.social
On my way to #WATOC2025. I am excited about meeting old friends and learning new things!

I will present my poster about field-dependent NMR shifts in paramagnetic molecules on Tuesday evening (number 612). Looking forward to discuss this topic with you!
llangresearch.bsky.social
Did you know that NMR chemical shifts vary with the field strength of the spectrometer? We have developed a comprehensive theory explaining this phenomenon in paramagnetic molecules, now available online in JCTC @acs.org
🔗 Link: doi.org/10.1021/acs....

#QuantumChemistry #NMR
Theory of Field-Dependent NMR Shifts in Paramagnetic Molecules
NMR chemical shifts depend on the applied magnetic flux density, and this becomes more and more important as stronger and stronger magnetic fields are becoming available. Herein we develop a theory of...
doi.org