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Published on: August 9, 2022
Lead(ii) soaps: crystal structures, polymorphism, and solid and liquid mesophases
F J Martínez-Casado1, M Ramos-Riesco, J A Rodríguez-Cheda
1MAX IV Laboratory, Lund University, Fotongatan 2, SE-225 94 Lund, Sweden. francisco.martinez@maxiv.lu.se.
Long-chain lead(II) soaps, from octanoate to octadecanoate, were characterized. Their solved crystal structures can serve as fingerprints for detecting these compounds in artworks.
Area of Science:
- Materials Science
- Solid-State Chemistry
- Art Conservation Science
Background:
- Lead(II) alkanoates, commonly known as lead soaps, are long-chain compounds.
- These compounds are relevant to art conservation as they can form as degradation products in oil paintings.
Purpose of the Study:
- To thoroughly characterize the long-chain lead(II) alkanoates (octanoate to octadecanoate) across all their phases and mesophases.
- To solve the crystal structures of these compounds at room temperature.
- To explore the potential of using structural data for detecting lead soaps in artworks.
Main Methods:
- X-ray Diffraction (XRD)
- Pair Distribution Function (PDF) analysis
- Differential Scanning Calorimetry (DSC)
- Fourier-Transform Infrared Spectroscopy (FTIR)
- Solid-State Nuclear Magnetic Resonance (ssNMR)
Main Results:
- Crystal structures at room temperature were solved, revealing two polymorphic forms in the crystal phase for nonanoate and decanoate, exhibiting monotropic polymorphism.
- At higher temperatures, lead soaps exhibit a rotator solid mesophase, a liquid crystal phase, and a liquid phase, all with similar local arrangements.
- Pair distribution function analysis shows consistent short-range order across different members within the same phases and mesophases.
Conclusions:
- The solved crystal structures of lead(II) soaps can serve as fingerprints for their detection in oil paintings using XRD.
- PDF analysis shows potential for detecting lead soaps in disordered phases or during early stages of formation in paintings due to consistent short-range order.
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