Search results for "electrical impedance tomography"

showing 10 items of 25 documents

Novel technologies to detect atelectotrauma in the injured lung

2010

ABSTRACTCyclical recruitment and derecruitment of lung parenchyma (R/D) remains a serious problem in ALI/ARDS patients, defined as atelectotrauma. Detection of cyclical R/D to titrate the optimal respiratory settings is of high clinical importance. Image-based technologies that are capable of detecting changes of lung ventilation within a respiratory cycle include dynamic computed tomography (dCT), synchrotron radiation computed tomography (SRCT), and electrical impedance tomography (EIT). Time-dependent intra-arterial oxygen tension monitoring represents an alternative approach to detect cyclical R/D, as cyclical R/D can result in oscillations of PaO2 within a respiratory cycle. Continuous…

Diagnostic ImagingPulmonary and Respiratory MedicinePathologymedicine.medical_specialtyARDSAcute Lung InjuryClinical BiochemistrySeverity of Illness IndexPredictive Value of TestsImage Interpretation Computer-AssistedElectric ImpedancemedicineHumansOximetryRespiratory systemMolecular BiologyElectrical impedance tomographyRespiratory Distress SyndromeLungmedicine.diagnostic_testbusiness.industryOxygenationrespiratory systemPrognosismedicine.diseaseRespiration Artificialrespiratory tract diseasesOxygen tensionPulse oximetrymedicine.anatomical_structureTomographyTomography X-Ray ComputedbusinessBiomedical engineering
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Functional magnetic resonance imaging of the lung

2003

Lungmedicine.diagnostic_testbusiness.industryPartial PressureMagnetic resonance spectroscopic imagingMagnetic resonance imagingHeliumMagnetic Resonance ImagingNoble GasesPulmonary function testingOxygenFunctional imagingAnesthesiology and Pain Medicinemedicine.anatomical_structuremedicineHumansTomography X-Ray ComputedbusinessFunctional magnetic resonance imagingNuclear medicineLungElectrical impedance tomographyBritish Journal of Anaesthesia
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Assessment of regional ventilation distribution: comparison of vibration response imaging (VRI) with electrical impedance tomography (EIT)

2013

BACKGROUND: Vibration response imaging (VRI) is a bedside technology to monitor ventilation by detecting lung sound vibrations. It is currently unknown whether VRI is able to accurately monitor the local distribution of ventilation within the lungs. We therefore compared VRI to electrical impedance tomography (EIT), an established technique used for the assessment of regional ventilation. METHODOLOGY/PRINCIPAL FINDINGS: Simultaneous EIT and VRI measurements were performed in the healthy and injured lungs (ALI; induced by saline lavage) at different PEEP levels (0, 5, 10, 15 mbar) in nine piglets. Vibration energy amplitude (VEA) by VRI, and amplitudes of relative impedance changes (rel.ΔZ) …

Diagnostic ImagingPathologymedicine.medical_specialtyAnatomy and PhysiologyCritical Care and Emergency MedicinePulmonologyVibration Response ImagingSwineRespiratory SystemLung soundlcsh:MedicineVibrationModel OrganismsRespiratory FailureAnesthesiologyBedside TechnologyElectric ImpedancemedicineMedical imagingAnimalsRespiratory Physiologyddc:610lcsh:ScienceTomographyBiologyElectrical impedance tomographyAnesthesiology MonitoringPhysicsAnalysis of VarianceModels StatisticalAnesthesiology TechnologyMultidisciplinarylcsh:RAnimal Modelsrespiratory systemrespiratory tract diseasesPulmonary imagingSpirometryBreathingMedicinelcsh:QTomographyPulmonary VentilationResearch ArticleBiomedical engineering
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From Feynman–Kac formulae to numerical stochastic homogenization in electrical impedance tomography

2016

In this paper, we use the theory of symmetric Dirichlet forms to derive Feynman–Kac formulae for the forward problem of electrical impedance tomography with possibly anisotropic, merely measurable conductivities corresponding to different electrode models on bounded Lipschitz domains. Subsequently, we employ these Feynman–Kac formulae to rigorously justify stochastic homogenization in the case of a stochastic boundary value problem arising from an inverse anomaly detection problem. Motivated by this theoretical result, we prove an estimate for the speed of convergence of the projected mean-square displacement of the underlying process which may serve as the theoretical foundation for the de…

65C05Statistics and Probability65N21stochastic homogenizationquantitative convergence result01 natural sciencesHomogenization (chemistry)78M40general reflecting diffusion process010104 statistics & probabilitysymbols.namesakeFeynman–Kac formula60J4535Q60Applied mathematicsFeynman diagramBoundary value problemSkorohod decomposition0101 mathematicsElectrical impedance tomographyBrownian motionMathematicsrandom conductivity field65N75010102 general mathematicsFeynman–Kac formulaLipschitz continuityBounded functionstochastic forward problemsymbols60J55Statistics Probability and Uncertainty60H30electrical impedance tomographyThe Annals of Applied Probability
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Ventilation Distribution In Two Different Models Of Acute Lung Injury - Electrical Impedance Tomography Validation By Dynamic Xenon-Multidetector-Row…

2011

medicine.medical_specialtymedicine.diagnostic_testbusiness.industrychemistry.chemical_elementComputed tomographyLung injurylaw.inventionXenonchemistrylawVentilation (architecture)medicineDistribution (pharmacology)RadiologybusinessElectrical impedance tomographyD31. NON-PULMONARY CRITICAL CARE AND MONITORING
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Principles of electrical impedance tomography and its clinical application

2008

This review outlines the basic principle, in addition to validated and upcoming clinical use of electrical impedance tomography (EIT). EIT generates functional tomograms of the thorax for detection of changes in regional lung aeration. These images allow an intraindividual comparison of changes in regional lung function. Specifically, EIT aims to optimize ventilation therapy in patients with acute lung failure.PubMed: National Library of Medicine and the National Institutes of Health.Studies with the key words "electrical impedance tomography" since 1983.Qualitative and quantitative results of the studies.We summarize basic principles of the technique and subsequent analyzing methods, and g…

Lung Diseasesmedicine.medical_specialtybusiness.industryCritical Care and Intensive Care MedicineSurgeryLung diseaseIntensive careMedical imagingElectric ImpedanceMedicineHumansIntraindividual comparisonTomographybusinessElectrical impedanceElectrical impedance tomographyLungTomographyBiomedical engineering
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The factorization method for electrical impedance tomography data from a new planar device.

2006

We present numerical results for two reconstruction methods for a new planar electrical impedance tomography device. This prototype allows noninvasive medical imaging techniques if only one side of a patient is accessible for electric measurements. The two reconstruction methods have different properties: one is a linearization-type method that allows quantitative reconstructions; the other one, that is, the factorization method, is a qualitative one, and is designed to detect anomalies within the body.

lcsh:Medical physics. Medical radiology. Nuclear medicinelcsh:Medical technologyArticle SubjectComputer sciencebusiness.industrylcsh:R895-920Physics::Medical Physicscomputer.software_genreReconstruction methodPlanarlcsh:R855-855.5Medical imagingRadiology Nuclear Medicine and imagingComputer visionFactorization methodArtificial intelligenceData miningbusinessElectrical impedance tomographycomputerResearch ArticleInternational journal of biomedical imaging
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Heterogeneity Of Lung Ventilation In COPD Patients And Healthy Adults Determined By Electrical Impedance Tomography

2011

medicine.medical_specialtybusiness.industryCopd patientsInternal medicinemedicineCardiologyIntensive care medicinebusinessLung ventilationElectrical impedance tomographyC44. COPD: NOVEL DIAGNOSTIC TOOLS
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Impact of Model Shape Mismatch on Reconstruction Quality in Electrical Impedance Tomography

2012

Electrical impedance tomography (EIT) is a low-cost, noninvasive and radiation free medical imaging modality for monitoring ventilation distribution in the lung. Although such information could be invaluable in preventing ventilator-induced lung injury in mechanically ventilated patients, clinical application of EIT is hindered by difficulties in interpreting the resulting images. One source of this difficulty is the frequent use of simple shapes which do not correspond to the anatomy to reconstruct EIT images. The mismatch between the true body shape and the one used for reconstruction is known to introduce errors, which to date have not been properly characterized. In the present study we…

MalereconstructionSwineComputer scienceImage processingComputed tomographyIterative reconstructionmechanical ventilationshapeLung injuryRadiationModels BiologicalArticleQuality (physics)Electrical impedance tomography (EIT)Electric ImpedanceImage Processing Computer-AssistedMedical imagingmedicineAnimalsHumansComputer visionElectrical and Electronic EngineeringLungTomographyElectrical impedance tomographymodelRadiological and Ultrasound Technologymedicine.diagnostic_testbusiness.industryMiddle AgedThoraxRespiration ArtificialComputer Science ApplicationsArtificial intelligencebusinessAlgorithmsSoftwareIEEE Transactions on Medical Imaging
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Conductivity imaging with interior potential measurements

2011

In this article, we present two reconstruction methods intended to be used for conductivity imaging with data obtained from a planar electrical impedance tomography device for breast cancer detection. The inverse problem to solve is different from the classical inverse conductivity problem. We reconstruct the electrical conductivity of a two-dimensional domain from boundary measurements of currents and interior measurements of the potential. One reconstruction algorithm is based on a discrete resistor model; the other one is an integral equation approach for smooth conductivity distributions.

PlanarApplied MathematicsMathematical analysisGeneral EngineeringInverseBoundary (topology)Reconstruction algorithmInverse problemConductivityElectrical impedance tomographyIntegral equationComputer Science ApplicationsMathematicsInverse Problems in Science and Engineering
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