NUMERICAL STUDY OF THE POSSIBILITY OF USING ADHESIVE JOINTS FOR INDIRECT MEASUREMENTS FOR STRESS DISTRIBUTION

Piotr Kisała


Lublin University of Technology (Poland)

Paweł Wiśniewski

pawel.wisniewski1@pollub.edu.pl
Lublin University of Technology (Poland)
https://orcid.org/0009-0001-4291-9600

Abstract

The article covers the subject of examining adhesive joints usage in indirect stress distribution measurements, taking into account contemporary methods of stress distribution measurements, including testing with fiber optic stress sensors. Numerical methods, in particular the finite element method, were used to calculate the stress distribution. The research carried out is described taking into account the following order – firstly, preliminary assumptions regarding sample models and simulation parameters were presented, then the course of the simulation was described, and finally, an analysis of the obtained results was carried out. A control simulation was carried out on a base-glue-fiber sample, which, due to difficulties in assessing the stress characteristics, was retaken in order to calculate the strain convertible to stress. The final results, together with the coefficients defining the measure of compatibility of the characteristics, are presented in the form of graphs and a table.

 


Keywords:

fiber Bragg grating, stress distribution, numerical simulation

Bailey C.: Modelling techniques used to assess conductive adhesive properties. Alam M. O., Bailey C. (ed.): Advanced adhesives in electronics: Materials, properties and applications. Woodhead Publishing Limited, Cambridge 2011.
  Google Scholar

Chrząszcz B.: Zastosowanie modelowania metodą elementów skończonych do optymalizacji właściwości klamer do osteosyntezy. Praca doktorska. Uniwersytet Śląski, Katowice 2020.
  Google Scholar

Dahlquist G., Bjorck A.: Numerical Methods in Scientific Computing – vol. 1. Society for Industrial and Applied Mathematics, Philadelphia 2008.
  Google Scholar

Godzimirski J., Komorek A., Smal T.: Research of strength features of adhesive material. Problemy Eksploatacji 1, 2007, 157–165.
  Google Scholar

Godzimirski J., Tkaczuk S.: Assessment of utility of numerical methods for calculation of glue joint strengh. Biuletyn WAT 9, 1998, 111–120.
  Google Scholar

Kersey A. D. et. al.: Fiber Grating Sensors. Journals of Lightwave Technology 15(8), 1997, 1442–1462.
  Google Scholar

Loctite, Loctite EA 9480. Technical Data Sheet, Oct. 2014.
  Google Scholar

Loctite, Loctite EA 9497. Technical Data Sheet, Oct. 2014.
  Google Scholar

Moller S.: Reconstruction Methods for Inverse Problems. Alborg University, Denmark 2002.
  Google Scholar

Sahota J. K., Gupta N., Dhawan D.: Fiber Bragg grating sensors for monitoring of physical parameters: a comprehensive review. Optical Engineering 59(6), 2020, 060901.
  Google Scholar

Tarantola A.: Inverse Problem Theory and Methods for Model Parameter Estimation. Society for Industrial and Applied Mathematics, Philadelphia 2005.
  Google Scholar

Wójcik W., Kisała P., Cięszczyk S.: Strain distribution sensor based on the fiber Bragg grating. PAK 53(11), 2007, 10–14.
  Google Scholar

Wójcik W., Kisała P., Król K.: Determine intensity of stress by finite element method and boundary element method. Prace Instytutu Elektrotechniki 249, 2011, 47–56.
  Google Scholar

Wójcik W., Lach Z., Kisała P.: Initial evaluation of the strain profiles determination methods by using of the fiber Bragg grating. PAK 53(11), 2007, 15–19.
  Google Scholar

https://technolutions.pl/maszyny-wytrzymalosciowe/ (available: 04.02.2024).
  Google Scholar

Download


Published
2024-06-30

Cited by

Kisała, P., & Wiśniewski, P. (2024). NUMERICAL STUDY OF THE POSSIBILITY OF USING ADHESIVE JOINTS FOR INDIRECT MEASUREMENTS FOR STRESS DISTRIBUTION. Informatyka, Automatyka, Pomiary W Gospodarce I Ochronie Środowiska, 14(2), 51–55. https://doi.org/10.35784/iapgos.5987

Authors

Piotr Kisała 

Lublin University of Technology Poland

Authors

Paweł Wiśniewski 
pawel.wisniewski1@pollub.edu.pl
Lublin University of Technology Poland
https://orcid.org/0009-0001-4291-9600

Statistics

Abstract views: 87
PDF downloads: 52


License

Creative Commons License

This work is licensed under a Creative Commons Attribution 4.0 International License.