Triangulation grids and hierarchical structures of the models in calculation of LED modules

  • Authors

    • Baynev Vitaly
    • Fedosin Sergej
    2018-03-05
    https://doi.org/10.14419/ijet.v7i2.2.9888
  • LED, LED Module, Optical System, Lens, Reflector, Light Device, Calculation, Photometric Body, Program, Hierarchical Structure, Model-ing
  • Abstract

    The paper considers the problem of designing modern lighting devices and optical systems. Analysis of the development of lighting devices shows that the main stage in their development is the calculation of the optical system. The results of this calculation largely determine the lighting and functional characteristics of light devices. The efficiency of existing methods of calculation are not always satisfied of the development. Application and development of specialized software for the calculation and simulation of light devices significantly facilitates and speeds up the process of their design. The paper presents a mathematical model developed by the software system, described in the hierarchical structure of the simulation geometry LED modules and light devices. Light device in a hierarchical structure represented by the root element of the tree, where the housing, the optical system, a light source, protective glass, suspension assembly, and others are nodes. The affine transformation using to calculate of the absolute position of nodes. The geometry of the nodes is modeled using triangulation grids. To simulate smooth surfaces in a triangulated mesh introduced an additional element - the rib. The software package is carried out modeling of LED optical systems and luminaires based on them using surface models, ray tracing and calculation of photometric body.

  • References

    1. [1] Kushch O. K. Optical Calculation of Lighting and Irradiation Devices on the ECM. М.Energoatomizdat, 1991. 152 p.

      [2] Baynev V.V., Bayneva I. I. Optical Systems for the LEDs // Photonics. 2016. No. 2(56). P. 84-93.

      [3] Bayneva I. I., Baynev V.V. Optical Systems for the LEDs // Handbook. Engineering Log with the Application. 2017. No. 6 (243). P. 51-56.

      [4] Fournier F. R., Cassarly W. J., Rolland J. P. Fast freeform reflector generation using source-target maps // Optics Express. 2010. Vol. 18, â„– 5. P. 5295-5304.

      [5] Bayneva I. I., Baynev V.V. Application of Optical Modeling Programs in Educational and Scientific Activities // Assembly in Mechanical Engineering, Instrument Making. 2015, No. 4(28). P. 53-62.

      [6] Bayneva I. I. Concerns Of Design ofthe Energy-Efficient Fixtures // International Journal of Applied Engineering Research. 2015, Vol.10, Ñ. 3. P. 6479-6487.

      [7] Bayneva I. I. Features of optical modeling in educational and scientific activity // J. Fundam.Appl. Sci, 2017. 9(1S), 41-48.

      [8] Bainev V.V. Application of Triangulation Grids and Hierarchical Model Structures in the Calculation of LED Modules // Photonics. 2017. No. 5(65). P. 92-105.

      [9] Baynev V.V. Application of a Triangulation Grid for Modeling the LED Optical Systems // Automation. Modern Technologies. 2017. V. 71. No. 10. P. 447-451.

      [10] Baynev V.V. Triangulation Grids in Geometric Modeling of LED Modules // Semiconductor Lighting. 2017. No. 2 (46). P. 68-71.

      [11] Fedosin S.A., Baynev V.V. Geometric Models and Their Software Implementation for Computer Research and Design of Lighting Devices // Bulletin of the Computer and Information Technologies. 2016, No. 6. P. 35-40.

      [12] Baynev V.V. Computer Calculation and Modeling the LED Lighting Systems // Applied Informatics. No. 3(69) 2017. P. 40-49.

      [13] Baynev V.V. Software Implementation of the Optical System Models for the Design of Lighting Devices // Applied Informatics. No. 2(68), 2017. P. 52-59.

      [14] Mehdi Salehifar, TejaswiNanjundaswamy, and Kenneth Rose, Quantizer Design For Exploiting Common Information In Layered Coding, 978-1-4799-9988-0/16/$31.00, IEEE ICASSP 2016, 4463-4467.

      [15] Mehdi Salehifar, TejaswiNanjundaswamy, and Kenneth Rose, Joint Design of Layered Coding Quantizers to Extract and Exploit Common Information, Snowbird, UT, USA, Data Compression Conference (DCC), 2016, https://doi.org/10.1109/DCC.2016.101.

  • Downloads

  • How to Cite

    Vitaly, B., & Sergej, F. (2018). Triangulation grids and hierarchical structures of the models in calculation of LED modules. International Journal of Engineering & Technology, 7(2.2), 5-8. https://doi.org/10.14419/ijet.v7i2.2.9888

    Received date: 2018-03-05

    Accepted date: 2018-03-05

    Published date: 2018-03-05