2017
DOI: 10.1063/1.5005828
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An evaluation of irreversible electroporation thresholds in human prostate cancer and potential correlations to physiological measurements

Abstract: Irreversible electroporation (IRE) is an emerging cancer treatment that utilizes non-thermal electric pulses for tumor ablation. The pulses are delivered through minimally invasive needle electrodes inserted into the target tissue and lead to cell death through the creation of nanoscale membrane defects. IRE has been shown to be safe and effective when performed on tumors in the brain, liver, kidneys, pancreas, and prostate that are located near critical blood vessels and nerves. Accurate treatment planning an… Show more

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Cited by 22 publications
(25 citation statements)
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“…The isolines 650 V.cm −1 and 300 V.cm −1 are the theoretical threshold EF magnitudes needed for irreversible reversible electroporation, however since the total number of pulses at the end of the procedure is high (200 pulses are delivered), the irreversible magnitude might be lower. For instance Campelo et al found that a electric field magnitude of 500 V.cm −1 could be sufficient for clinical IRE of prostate tumors [2]. Figure 7(b) shows the isolines 650, 500 and 300 V.cm −1 registered on the CBCT.…”
Section: 24mentioning
confidence: 96%
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“…The isolines 650 V.cm −1 and 300 V.cm −1 are the theoretical threshold EF magnitudes needed for irreversible reversible electroporation, however since the total number of pulses at the end of the procedure is high (200 pulses are delivered), the irreversible magnitude might be lower. For instance Campelo et al found that a electric field magnitude of 500 V.cm −1 could be sufficient for clinical IRE of prostate tumors [2]. Figure 7(b) shows the isolines 650, 500 and 300 V.cm −1 registered on the CBCT.…”
Section: 24mentioning
confidence: 96%
“…IRENA: a C++ finite difference method based software for IRE numerical assessment. Model (2) has been implemented in the C++ software IRENA [11] developed by O. Gallinato and C. Poignard within the Inria team Monc. The code is based on the finite difference method on Cartesian grid [9].…”
Section: 4mentioning
confidence: 99%
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