Pages that link to "Item:Q503851"
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The following pages link to Mathematical 3D modelling and sensitivity analysis of multipolar radiofrequency ablation in the spine (Q503851):
Displaying 8 items.
- Mathematics helps assessing the risks of esophageal thermal lesions in pulmonary veins isolation by means of cryoablation (Q467379) (← links)
- Mathematical modelling of thermal and electrical processes during electrosurgical resection of colorectal polyps (Q784986) (← links)
- Two-compartment mathematical modeling in RF tumor ablation: new insight when irreversible changes in electrical conductivity are considered (Q1979646) (← links)
- The effects of the no-touch gap on the no-touch bipolar radiofrequency ablation treatment of liver cancer: a numerical study using a two compartment model (Q1988851) (← links)
- A fundamental solution for radiofrequency heating due to a point electrical current in an infinite spatial domain: numerical proofs with MATHEMATICA and ANSYS (Q2223967) (← links)
- Image-based multi-scale modelling and validation of radio-frequency ablation in liver tumours (Q2889082) (← links)
- Model-based optimal planning of hepatic radiofrequency ablation (Q4968252) (← links)
- Mathematical modeling and prediction of the effectiveness of surgical treatment in surgery of the spine and pelvic complex (Q5216710) (← links)
