Figures & data
Figure 1. MWA in in-vivo porcine kidneys with fiber optic thermal sensors inserted through the acrylic apparatus perpendicular to the microwave antenna axis plane.
![Figure 1. MWA in in-vivo porcine kidneys with fiber optic thermal sensors inserted through the acrylic apparatus perpendicular to the microwave antenna axis plane.](/cms/asset/bfca725b-c701-4148-81c9-e03a684797da/ihyt_a_1565788_f0001_c.jpg)
Figure 2. Location of the fiber optic thermal sensors relative to the MWA antenna axis (center of grid) for the (a) 902–928 MHz system and the (b) 2450 MHz system.
![Figure 2. Location of the fiber optic thermal sensors relative to the MWA antenna axis (center of grid) for the (a) 902–928 MHz system and the (b) 2450 MHz system.](/cms/asset/856f3033-f879-4a31-bdc2-b8a7fd07d96d/ihyt_a_1565788_f0002_c.jpg)
Figure 3. Example of the temperature change as a function of time during MWA in in-vivo porcine kidneys. The initial temperature rise can be described by a power equation. Following the inflection point, an exponential equation best fits the temperature changes. (Adapted from temperatures measured at 5 mm from the MWA antenna during an ablation using the Acculis 2450 MHz system).
![Figure 3. Example of the temperature change as a function of time during MWA in in-vivo porcine kidneys. The initial temperature rise can be described by a power equation. Following the inflection point, an exponential equation best fits the temperature changes. (Adapted from temperatures measured at 5 mm from the MWA antenna during an ablation using the Acculis 2450 MHz system).](/cms/asset/09fc9ab5-7980-4190-9165-47a7d1432281/ihyt_a_1565788_f0003_c.jpg)
Figure 4. Sample non-linear regression of temperature increases using the power equation (EquationEquation (1)(1)
(1) ) for the initial 10 s of MWA using the (a) 902–928 MHz system and the (b) 2450 MHz system at 5 mm from the microwave antenna axis.
![Figure 4. Sample non-linear regression of temperature increases using the power equation (EquationEquation (1)(1) ΔT(t)=atb,(1) ) for the initial 10 s of MWA using the (a) 902–928 MHz system and the (b) 2450 MHz system at 5 mm from the microwave antenna axis.](/cms/asset/0cf93488-2461-4163-9529-7bda8400833c/ihyt_a_1565788_f0004_c.jpg)
Figure 5. Non-linear regression of temperature increases at 5 mm during MWA using the (a) 902–928 MHz system and the (b) 2450 MHz system performed after the inflection point (EquationEquation (2)(2)
(2) ).
![Figure 5. Non-linear regression of temperature increases at 5 mm during MWA using the (a) 902–928 MHz system and the (b) 2450 MHz system performed after the inflection point (EquationEquation (2)(2) ΔT(t)=C1−exp−3tτ,(2) ).](/cms/asset/acf2a8b1-6aef-4043-9322-9c387d09c478/ihyt_a_1565788_f0005_c.jpg)
Table 1. Non-linear regression parameters for temperature changes during the initial 10 s of ablation at 5 mm from the antenna axis.
Table 2. Non-linear regression parameters for temperature changes following the time of inflection at 5 mm from the antenna axis.
Table 3. Time to achieve 99.99% cell damage at each thermal sensor location during MWA using a 902–928 MHz and a 2450 MHz system.
Table 4. Ablation size and circularity following MWA using a 902–928 MHz and a 2450 MHz system.