A direct Numerov sixth order numerical scheme to accurately solve the unidimensional Poisson equation with Dirichlet boundary conditions¶
Bernardes, E. (2007). A direct Numerov sixth order numerical scheme to accurately solve the unidimensional Poisson equation with Dirichlet boundary conditions.
Cited by¶
1 citation across 1 artifact.
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Domain-specific¶
- Numerov's method
- Caruso and Oguri present its homogeneous linear Schrödinger specialization; Bernardes uses the same weighted structure for a prescribed-source Poisson problem.
This sourceFull original author paper inspected. The header dates the version 11 December 2007; the title page separately displays 4 September 2021. The discrepancy is retained, not resolved. Displayed equation (7) is the weighted recurrence; equation (11) is a first-derivative formula despite later cross-references calling it a recurrence.
- Caruso and Oguri present its homogeneous linear Schrödinger specialization; Bernardes uses the same weighted structure for a prescribed-source Poisson problem.
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