Matches in DBpedia 2014 for { <http://dbpedia.org/resource/Bi-directional_delay_line> ?p ?o. }
Showing items 1 to 23 of
23
with 100 items per page.
- Bi-directional_delay_line abstract "In mathematics, a bi-directional delay line is a numerical analysis technique used in computer simulation for solving ordinary differential equations by converting them to hyperbolic equations. In this way an explicit solution scheme is obtained with highly robust numerical properties. It was introduced by Auslander in 1968.It originates from simulation of hydraulic pipelines where wave propagation was studied. It was then found that it could be used as an efficient numerical technique for numerically insulating different parts of a simulation model in each times step. It is used in the HOPSAN simulation package (Krus et al. 1990).It is also known as the Transmission Line Modelling (TLM) from an independent development by Johns and O'Brian 1980. This is also extended to partial differential equations.".
- Bi-directional_delay_line wikiPageExternalLink d912f5030038bb02b2.pdf?origin=publication_detail.
- Bi-directional_delay_line wikiPageID "1729755".
- Bi-directional_delay_line wikiPageRevisionID "600009570".
- Bi-directional_delay_line hasPhotoCollection Bi-directional_delay_line.
- Bi-directional_delay_line subject Category:Numerical_analysis.
- Bi-directional_delay_line subject Category:Numerical_differential_equations.
- Bi-directional_delay_line type Abstraction100002137.
- Bi-directional_delay_line type Communication100033020.
- Bi-directional_delay_line type DifferentialEquation106670521.
- Bi-directional_delay_line type Equation106669864.
- Bi-directional_delay_line type MathematicalStatement106732169.
- Bi-directional_delay_line type Message106598915.
- Bi-directional_delay_line type NumericalDifferentialEquations.
- Bi-directional_delay_line type Statement106722453.
- Bi-directional_delay_line comment "In mathematics, a bi-directional delay line is a numerical analysis technique used in computer simulation for solving ordinary differential equations by converting them to hyperbolic equations. In this way an explicit solution scheme is obtained with highly robust numerical properties. It was introduced by Auslander in 1968.It originates from simulation of hydraulic pipelines where wave propagation was studied.".
- Bi-directional_delay_line label "Bi-directional delay line".
- Bi-directional_delay_line sameAs m.05rq53.
- Bi-directional_delay_line sameAs Q4902345.
- Bi-directional_delay_line sameAs Q4902345.
- Bi-directional_delay_line sameAs Bi-directional_delay_line.
- Bi-directional_delay_line wasDerivedFrom Bi-directional_delay_line?oldid=600009570.
- Bi-directional_delay_line isPrimaryTopicOf Bi-directional_delay_line.