2020
DOI: 10.1002/lsm.23213
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Wound Healing Process After Thermomechanical Skin Ablation

Abstract: Background and Objectives Energy‐based devices have been widely applied for skin ablation. A novel ablation technique based on thermomechanical principles (Tixel©) has been recently developed. The aim of this study was to examine the wound‐healing process and clinical aspects after thermomechanical skin ablation. Study Design/Materials and Methods Six female participants were treated with Tixel© on healthy skin of the dorsal side of the right forearm in a single session with a 600 µm protrusion and 12 millisec… Show more

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Cited by 17 publications
(24 citation statements)
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“…Compared with lasers, mainly CO 2 lasers, the effect of TMA is more superficial [17,18]. However, pre-treatment with low-energy TMA was shown to increase the percutaneous permeation of compounded 20% ALA gel linearly over the first 5 hours from application, resulting in higher average PpIX fluorescence intensity measurements compared with only topical ALA application [17].…”
Section: Discussionmentioning
confidence: 99%
“…Compared with lasers, mainly CO 2 lasers, the effect of TMA is more superficial [17,18]. However, pre-treatment with low-energy TMA was shown to increase the percutaneous permeation of compounded 20% ALA gel linearly over the first 5 hours from application, resulting in higher average PpIX fluorescence intensity measurements compared with only topical ALA application [17].…”
Section: Discussionmentioning
confidence: 99%
“…With the current settings, TMFI produced nonablative coagulation zones with low trauma to the skin barrier, resulting in enhanced PpIX accumulation in superficial skin layers, which is consistent with PDT's current Food and Drug Administration (FDA) indication for superficial AK. However, offering high tolerability and minimal downtime posttreatment [22], TMFI holds potential as a novel tool to enhance ALA-induced PpIX accumulation.…”
Section: Discussionmentioning
confidence: 99%
“…= (0); (15) = * (0); (13) = 6 ∫ ℜ ()ℜ ()∞ 0 ; (14) = ℌ ˎ (0); (15) = ℌ * ˎ (0); (9) = 7 ∫ ℜ ()ℑ (); (10) = (0…”
Section: Methodsunclassified
“…(3) − 3 ( 11 (4) 11 (6) + 11 ( 7) 11 (9) ); ℳ 11 (6) = 11 ( 7) 11 (8) + 3 11 ( 12) 11 (14) ; ℳ 11 (7) = 11 ( 9) 11 (10) + 2 11 ( 12) 11 (14) ; ℳ 11 (8) = 1 11 ( 9) 11 (11) + 11 ( 12) 11 (13) ; 11 (6) = 11 ( 7) 11 (8) + 3 11 ( 12) 11 (14) ; 11 (7) = 11 ( 9) 11 (10) + 2 11 ( 12) 11 (14) ; 11 (8) = 11 (12) 11 (13) + 1 11 ( 9) 11 (11) ; Ӄ (7) = 11…”
Section: Methodsunclassified
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