Real‐time simulation of thin‐film interference with surface thickness variation using the shallow water equations

Thin‐film interference is a significant optical phenomenon. In this study, we employed the transfer matrix method to pre‐calculate the reflectance of thin‐films at visible light wavelengths. The reflectance is saved as a texture through color space transformation. This advancement has made real‐time...

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Published inComputer animation and virtual worlds Vol. 35; no. 4
Main Authors Gu, Mingyi, Dai, Jiajia, Chen, Jiazhou, Yan, Ke, Huang, Jing
Format Journal Article
LanguageEnglish
Published Chichester Wiley Subscription Services, Inc 01.07.2024
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Abstract Thin‐film interference is a significant optical phenomenon. In this study, we employed the transfer matrix method to pre‐calculate the reflectance of thin‐films at visible light wavelengths. The reflectance is saved as a texture through color space transformation. This advancement has made real‐time rendering of thin‐film interference feasible. Furthermore, we proposed the implementation of shallow water equations to simulate the morphological evolution of liquid thin‐films. This approach facilitates the interpretation and prediction of behaviors and thickness variations in liquid thin‐films. We also introduced a viscosity term into the shallow water equations to more accurately simulate the behavior of thin‐films, thus facilitating the creation of authentic interference patterns. The graphical image is in the attachment. We employed the transfer matrix method to pre‐calculate the reflectance of thin‐films at visible light wavelengths and saved as a texture through color space transformation. Furthermore, we proposed the implementation of shallow water equations to simulate the morphological evolution of liquid thin‐films. This approach facilitates the interpretation and prediction of behaviors and thickness variations in liquid thin‐films. Thus facilitating the creation of authentic interference patterns.
AbstractList Thin‐film interference is a significant optical phenomenon. In this study, we employed the transfer matrix method to pre‐calculate the reflectance of thin‐films at visible light wavelengths. The reflectance is saved as a texture through color space transformation. This advancement has made real‐time rendering of thin‐film interference feasible. Furthermore, we proposed the implementation of shallow water equations to simulate the morphological evolution of liquid thin‐films. This approach facilitates the interpretation and prediction of behaviors and thickness variations in liquid thin‐films. We also introduced a viscosity term into the shallow water equations to more accurately simulate the behavior of thin‐films, thus facilitating the creation of authentic interference patterns.
Thin‐film interference is a significant optical phenomenon. In this study, we employed the transfer matrix method to pre‐calculate the reflectance of thin‐films at visible light wavelengths. The reflectance is saved as a texture through color space transformation. This advancement has made real‐time rendering of thin‐film interference feasible. Furthermore, we proposed the implementation of shallow water equations to simulate the morphological evolution of liquid thin‐films. This approach facilitates the interpretation and prediction of behaviors and thickness variations in liquid thin‐films. We also introduced a viscosity term into the shallow water equations to more accurately simulate the behavior of thin‐films, thus facilitating the creation of authentic interference patterns. The graphical image is in the attachment. We employed the transfer matrix method to pre‐calculate the reflectance of thin‐films at visible light wavelengths and saved as a texture through color space transformation. Furthermore, we proposed the implementation of shallow water equations to simulate the morphological evolution of liquid thin‐films. This approach facilitates the interpretation and prediction of behaviors and thickness variations in liquid thin‐films. Thus facilitating the creation of authentic interference patterns.
Author Dai, Jiajia
Chen, Jiazhou
Huang, Jing
Gu, Mingyi
Yan, Ke
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– ident: e_1_2_10_3_1
  doi: 10.1145/3272127.3275086
– year: 2017
  ident: e_1_2_10_41_1
  article-title: Ultra‐black: Towards a materialist theory of oil
  publication-title: E‐Flux J
– start-page: 229
  volume-title: Proceedings of the 2007 ACM SIGGRAPH/Eurographics symposium on computer animation
  year: 2007
  ident: e_1_2_10_20_1
– ident: e_1_2_10_43_1
  doi: 10.1364/JOSA.57.001105
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Snippet Thin‐film interference is a significant optical phenomenon. In this study, we employed the transfer matrix method to pre‐calculate the reflectance of...
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wiley
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SubjectTerms Matrix methods
Reflectance
Shallow water equations
Thickness
thickness variation
Thin films
thin‐film interference
Transfer matrices
transfer matrix method
Title Real‐time simulation of thin‐film interference with surface thickness variation using the shallow water equations
URI https://onlinelibrary.wiley.com/doi/abs/10.1002%2Fcav.2289
https://www.proquest.com/docview/3095890549
Volume 35
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