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( A ) The temperature on the artery side wall during 40 seconds stimulation. Insert: zoom-in on the temperature behavior on the artery during the <t>electrical</t> pulses. ( B ) Temperature color-map on the whole geometry at the end of 40 seconds simulation.
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( A ) The temperature on the artery side wall during 40 seconds stimulation. Insert: zoom-in on the temperature behavior on the artery during the <t>electrical</t> pulses. ( B ) Temperature color-map on the whole geometry at the end of 40 seconds simulation.
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( A ) The temperature on the artery side wall during 40 seconds stimulation. Insert: zoom-in on the temperature behavior on the artery during the <t>electrical</t> pulses. ( B ) Temperature color-map on the whole geometry at the end of 40 seconds simulation.
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( A ) The temperature on the artery side wall during 40 seconds stimulation. Insert: zoom-in on the temperature behavior on the artery during the <t>electrical</t> pulses. ( B ) Temperature color-map on the whole geometry at the end of 40 seconds simulation.
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( A ) The temperature on the artery side wall during 40 seconds stimulation. Insert: zoom-in on the temperature behavior on the artery during the <t>electrical</t> pulses. ( B ) Temperature color-map on the whole geometry at the end of 40 seconds simulation.
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( A ) The temperature on the artery side wall during 40 seconds stimulation. Insert: zoom-in on the temperature behavior on the artery during the electrical pulses. ( B ) Temperature color-map on the whole geometry at the end of 40 seconds simulation.

Journal: Scientific Reports

Article Title: Endovascular Electrodes for Electrical Stimulation of Blood Vessels for Vasoconstriction – a Finite Element Simulation Study

doi: 10.1038/srep31507

Figure Lengend Snippet: ( A ) The temperature on the artery side wall during 40 seconds stimulation. Insert: zoom-in on the temperature behavior on the artery during the electrical pulses. ( B ) Temperature color-map on the whole geometry at the end of 40 seconds simulation.

Article Snippet: The electrical potential and electric field for each spatial point in the model were calculated using COMSOL’s electrical current physics model by solving the electric field equation: where σ is the electrical conductivity and ∅ is the potential at a specific location.

Techniques: