Radiofrequency ablation (RFA) is the most widely used minimally invasive ablative therapy for liver cancer, but it is challenged by a lack of patient-specific monitoring. Inter-patient tissue variability and the presence of blood vessels make the prediction of the RFA difficult. A monitoring tool which can be personalized for a given patient during the intervention would be helpful to achieve a complete tumor ablation. However, the clinicians do not have access to such a tool, which results in incomplete treatment and a large number of recurrences. Computational models can simulate the phenomena and mechanisms governing this therapy. The temperature evolution as well as the resulted ablation can be modeled. When combined together with intraoperative measurements, computational modeling becomes an accurate and powerful tool to gain quantitative understanding and to enable improvements in the ongoing clinical settings. This paper shows how computational models of RFA can be evaluated using intra-operative measurements. First, simulations are used to demonstrate the feasibility of the method, which is then evaluated on two ex vivo datasets. RFA is simulated on a simplified geometry to generate realistic longitudinal temperature maps and the resulted necrosis. Computed temperatures are compared with the temperature evolution recorded using thermometers, and with temperatures monitored by ultrasound (US) in a 2D plane containing the ablation tip. Two ablations are performed on two cadaveric bovine livers, and we achieve error of 2.2 °C on average between the computed and the thermistors temperature and 1.4 °C and 2.7 °C on average between the temperature computed and monitored by US during the ablation at two different time points (t = 240 s and t = 900 s).
[1]
H. H. Penns.
Analysis of tissue and arterial blood temperatures in the resting human forearm
,
1948
.
[2]
Z. Sun,et al.
A multi-gate time-of-flight technique for estimation of temperature distribution in heated tissue: theory and computer simulation.
,
1999,
Ultrasonics.
[3]
W. Dewey,et al.
Thermal dose determination in cancer therapy.
,
1984,
International journal of radiation oncology, biology, physics.
[4]
Hervé Delingette,et al.
Challenges to Validate Multi-Physics Model of Liver Tumor Radiofrequency Ablation from Pre-clinical Data
,
2016
.
[5]
Emad M. Boctor,et al.
Speed of sound estimation with active PZT element for thermal monitoring during ablation therapy: feasibility study
,
2016,
SPIE Medical Imaging.
[6]
H. El‐Serag,et al.
Hepatocellular carcinoma.
,
2011,
The New England journal of medicine.
[7]
Hervé Delingette,et al.
Efficient Lattice Boltzmann Solver for Patient-Specific Radiofrequency Ablation of Hepatic Tumors
,
2015,
IEEE Transactions on Medical Imaging.
[8]
Tuomas Alhonnoro,et al.
Image-based multi-scale modelling and validation of radio-frequency ablation in liver tumours
,
2011,
Philosophical Transactions of the Royal Society A: Mathematical, Physical and Engineering Sciences.