Paper
18 November 2014 Influence trend of temperature distribution in skin tissue generated by different exposure dose pulse laser
Ning Shan, Zhijing Wang, Xia Liu
Author Affiliations +
Abstract
Laser is widely applied in military and medicine fields because of its excellent capability. In order to effectively defend excess damage by laser, the thermal processing theory of skin tissue generated by laser should be carried out. The heating rate and thermal damage area should be studied. The mathematics model of bio-tissue heat transfer that is irradiated by laser is analyzed. And boundary conditions of bio-tissue are discussed. Three layer FEM grid model of bio-tissue is established. The temperature rising inducing by pulse laser in the tissue is modeled numerically by adopting ANSYS software. The changing trend of temperature in the tissue is imitated and studied under the conditions of different exposure dose pulse laser. The results show that temperature rising in the tissue depends on the parameters of pulse laser largely. In the same conditions, the pulse width of laser is smaller and its instant power is higher. And temperature rising effect in the tissue is very clear. On the contrary, temperature rising effect in the tissue is lower. The cooling time inducing by temperature rising effect in the tissue is longer along with pulse separation of laser is bigger. And the temperature difference is bigger in the pulse period.
© (2014) COPYRIGHT Society of Photo-Optical Instrumentation Engineers (SPIE). Downloading of the abstract is permitted for personal use only.
Ning Shan, Zhijing Wang, and Xia Liu "Influence trend of temperature distribution in skin tissue generated by different exposure dose pulse laser", Proc. SPIE 9266, High-Power Lasers and Applications VII, 92661A (18 November 2014); https://doi.org/10.1117/12.2070696
Advertisement
Advertisement
RIGHTS & PERMISSIONS
Get copyright permission  Get copyright permission on Copyright Marketplace
KEYWORDS
Laser tissue interaction

Pulsed laser operation

Skin

Tissues

Mathematical modeling

Temperature metrology

Finite element methods

Back to Top