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Original Articles

Comparison of temperature change and resulting ablation size induced by a 902–928 MHz and a 2450 MHz microwave ablation system in in-vivo porcine kidneys

ORCID Icon, , , &
Pages 312-320 | Received 20 Mar 2018, Accepted 09 Dec 2018, Published online: 05 Mar 2019

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.

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.

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).

Figure 4. Sample non-linear regression of temperature increases using the power equation (EquationEquation (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.

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)).

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) ).

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.