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Finite volume analysis of temperature effects induced by active MRI implants with cylindrical symmetry: 1. Properly working devices

Martin HJ Busch1,4 email, Wolfgang Vollmann2 email, Jörg Schnorr3 email and Dietrich HW Grönemeyer4 email

Research and Development Center for Microtherapy (EFMT), D-44799 Bochum, Germany

TFH University of Applied Sciences, D-13353 Berlin, Germany

Institut für Radiologie, Charité, Medizinische Fakultät, Humboldt-Universität zu Berlin, D-10117 Berlin, Germany

Grönemeyer Institute for Microtherapy, University of Witten/Herdecke, D-44799 Bochum, Germany

author email corresponding author email

BioMedical Engineering OnLine 2005, 4:25doi:10.1186/1475-925X-4-25

Published: 8 April 2005

Additional files

Additional File 1:

Movie with an example of a time developing temperature map This movie (animated GIF) shows the time development over a period of 900 s, which is the maximum permitted time for the imaging of the trunk with an SAR of 4 W/kg (manufacturer declaration, sequence of Table 2). At the end of the simulated time, the changes in the temperature distribution become small. For complete information, a 3D axial view as well as a 3D radial view is shown simultaneously. At the end of the movie two different simulations are shown alternately, which indicate the changes of the temperature map after 900 s due to a larger simulation volume shifting the heat sink more away from cells with power loss. One of the alternating results was calculated using a 250 × 250 matrix for a distance of 0 mm to 25 mm for r and x respectively. The second map was calculated for a 500 × 500 matrix for a distance of 50 mm for r and x respectively. Only the inner 250 × 250 points are plotted for a comparable size for both calculations. It can be seen that the temperature distribution is almost identical apart from the fact that, for x≈25 mm and r≈25 mm, the simulation with more cells shows a slight deviation from zero. The simulation with the smaller matrix shows a straight zero line, which is naturally because this is the boundary condition for this simulation. The small difference points out that the boundary condition with a heat sink works very well as long as the absolute value of the gradient at the boundary is low.

Format: GIF Size: 394KB Download file

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