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Structure and Dynamics of the Methane-Propane van der Waals Complex
Karen I Peterson1, D P Pullman1, Wei Lin2
1Department of Chemistry and Biochemistry , San Diego State University , 5500 Campanile Road , San Diego , California 92182-1030 , United States.
We studied the methane-propane van der Waals complex using microwave spectroscopy. Zero-point energy significantly impacts the complex structure, increasing the distance between methane and propane and facilitating methane
Area of Science:
- Physical Chemistry
- Molecular Spectroscopy
- Computational Chemistry
Background:
- Van der Waals complexes provide insights into intermolecular forces.
- Internal rotation in weakly bound molecules is a complex phenomenon.
- Methane-propane is a relevant system for studying non-covalent interactions.
Purpose of the Study:
- To investigate the structure and dynamics of the methane-propane van der Waals complex.
- To characterize the internal rotation of methane within the complex.
- To compare experimental results with theoretical calculations.
Main Methods:
- Microwave spectroscopy was used to measure transitions between 7-26 GHz.
- Rotational constants and distortion constants were determined by fitting spectral lines to a semirigid rotor model.
- Ab initio calculations at the CCSD(T)-F12a/aug-cc-pVTZ level were performed to determine equilibrium structures and energies.
Main Results:
- Eighteen microwave transitions were assigned to the lowest energy state of the methane-propane complex.
- The experimental structure shows a van der Waals bond distance of 3.98 Å, larger than the calculated equilibrium value of 3.71 Å.
- Calculations revealed that large zero-point energy contributions flatten the potential, increasing the radial distance and facilitating internal rotation.
Conclusions:
- The internal rotation of methane within the methane-propane complex is nearly free and does not relax even at low temperatures.
- Zero-point energy plays a crucial role in determining the effective structure and dynamics of the complex.
- The interplay between angular motion and radial distance influences the van der Waals interaction in this system.
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