Search results for "Transmission-line matrix method"

showing 4 items of 4 documents

FDTD simulation for electromagnetic radiated emissions in 42 V vehicle electrical systems

2005

In this paper a full 3D approach, based on finite difference time domain method, is used to predict the electromagnetic radiated emissions from 42 V vehicle electrical loads. An experimental set-up has been arranged on purpose. A comparative analysis among measured and computed results is performed. The good agreement obtained among simulated and measured data enables to validate the numerical scheme. The proposed methodology contributes to predict electromagnetic emissions in the automotive environment since the design stage. Moreover, the proposed numerical tool can be used to define, for new vehicle electrical architectures, low cost test methods for electromagnetic compatibility and sui…

EngineeringDesign stagebusiness.industryFDTDAutomotive industryElectromagnetic compatibilityFinite-difference time-domain methodTransmission-line matrix methodComputer simulationElectric vehicleElectromagnetic wave emissionAutomotive engineeringAutomotive electronicsAutomotive engineeringFinite difference time domain analysisSettore ING-IND/31 - ElettrotecnicaElectrical engineeringTime domain analysiElectronic engineeringComputational electromagneticselectromagnetic radiated emissionbusinessvehicular electrical systemElectric load
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A numerical study of atmospheric signals in the Earth-ionosphere electromagnetic cavity with the Transmission Line Matrix method

2006

[1] The effect of the Earth-ionosphere electromagnetic cavity on the spectrum of an atmospheric signal generated by a broadband electrical current source is analyzed numerically by means of the Transmission Line Matrix (TLM) method. Two new TLM meshes are developed, one with transmission lines connected in parallel and the other with connections in series. The equations describing propagation through these parallel or series meshes are equivalent to the Maxwell equations for TEr or TMr modes in the spherical Earth-ionosphere cavity, respectively. The numerical algorithm obtains Schumann resonance frequencies very close to the experimental ones, confirming that this methodology is a valid nu…

Atmospheric ScienceSoil ScienceTransmission-line matrix methodAquatic ScienceOceanographysymbols.namesakeOpticsGeochemistry and PetrologyTransmission lineElectromagnetic cavityEarth and Planetary Sciences (miscellaneous)Earth-Surface ProcessesWater Science and TechnologyPhysicsEcologySchumann resonancesbusiness.industryPaleontologyResonanceForestryComputational physicsGeophysicsMaxwell's equationsSpace and Planetary SciencesymbolsIonospherebusinessMatrix methodJournal of Geophysical Research
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A finite difference time domain model for the Titan ionosphere Schumann resonances

2007

[1] This paper presents a numerical approach to model the electrical properties of Titan's atmosphere. The finite difference time domain technique is applied to model the atmosphere of Saturn's satellite in order to determine Schumann resonant frequencies and electromagnetic field distributions at the extremely low frequency range. Spherical coordinates are employed, and periodic boundary conditions are implemented in order to exploit the symmetry in rotation of the celestial body. Results are compared with a previous model using the transmission line matrix method up to 180 km altitude. For the first time a numerical FDTD model up to 800 km altitude is carried out, and we report lower freq…

PhysicsMeteorologySchumann resonancesFinite-difference time-domain methodSpherical coordinate systemTransmission-line matrix methodCondensed Matter PhysicsComputational physicssymbols.namesakePhysics::Space PhysicssymbolsGeneral Earth and Planetary SciencesPeriodic boundary conditionsExtremely low frequencyAstrophysics::Earth and Planetary AstrophysicsElectrical and Electronic EngineeringIonosphereTitan (rocket family)Radio Science
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A New Approach to the Modeling of Anisotropic Media with the Transmission Line Matrix Method

2021

A reformulation of the Transmission Line Matrix (TLM) method is presented to model non-dispersive anisotropic media. Two TLM-based solutions to solve this problem can already be found in the literature, each one with an interesting feature. One can be considered a more conceptual approach, close to the TLM fundamentals, which identifies each TLM in Maxwell’s equations with a specific line. But this simplicity is achieved at the expense of an increase in the memory storage requirements of a general situation. The second existing solution is a more powerful and general formulation that avoids this increase in memory storage. However, it is based on signal processing techniques and considerabl…

TK7800-8360Computer Networks and CommunicationsComputer scienceDiagonalTransmission-line matrix methodComputer Science::Hardware ArchitectureMatrix (mathematics)Transmission lineComponent (UML)Anisotropic mediaElectrical and Electronic EngineeringOnes electromagnètiquesSignal processingElectromagnetisme Mesuramentslow-frequency numerical methodsLow-frequency numerical methodsStub (electronics)Hardware and ArchitectureControl and Systems EngineeringSignal ProcessingLine (geometry)TLM methodElectronicsanisotropic mediaAlgorithmElectronics
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