Search
Abstract
We propose an efficient approach for time integration of Klein-Gordon equations with highly oscillatory in time input terms. The new methods are highly accurate in the entire range, from slowly varying up to highly oscillatory regimes. Our approach is based on splitting methods tailored to the structure of the input term which allows us to resolve the oscillations in the system uniformly in all frequencies, while the error constant does not grow as the oscillations increase. Numerical experiments highlight our theoretical findings and demonstrate the efficiency of the new schemes.
Citations
Cite as
Full text
full text is not available in portal
Details
- Category:
- Other publications
- Type:
- Other publications
- Publication year:
- 2023
- DOI:
- Digital Object Identifier (open in new tab) https://doi.org/10.48550/arxiv.2112.08908
- Verified by:
- No verification
seen 74 times
Recommended for you
Sensitivity of entanglement decay of quantum-dot spin qubits to the external magnetic field
- P. Mazurek,
- K. Roszak,
- R. W. Chhajlany
- + 1 authors
2014