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Paul Toasa

Dr.-Ing. Dipl.-Math. Paul Dario Toasa Caiza, M.Sc.
Sprechstunden: nach Vereinbarung
Raum: 419-2 Geb. 10.81
Tel.: +49 721 608-44079
paul toasaDdk5∂kit edu

Forschungsschwerpunkte:

  • Statistische Auswertung von Ermüdungsversuchen
  • Berücksichtigung von Durchläufern bei der Erstellung der Wöhler Kurven
  • Zuverlässigkeitsanalyse und Lebensdauer alter Stahlkonstruktionen
  • Mathematische Modellierung optimaler Strukturen

 

Forschungsprojekte:

 

Publikationen:

  • Paul Dario Toasa Caiza, Thomas Ummenhofer, A probabilistic Stüssi function for modelling the S-N curves and its application on specimens made of steel S355J2+N (-> Science Direct)
  • Paul Dario Toasa Caiza, Thomas Ummenhofer, General probability weighted moments for the three-parameter Weibull Distribution and their application in S–N curves modelling, International Journal of Fatigue, Volume 33, Issue 12, December 2011, Pages 1533-1538. (-> Science Direct)
  • Paul Dario Toasa Caiza. A la luz y a la sombra de Yachay Tech. Agosto 2015. [Open]
  • Paul Dario Toasa Caiza, Thomas Ummenhofer, Consideration of the runouts and their subsequent retests into S-N curves modelling based on a three-parameter Weibull distribution, In International Journal of Fatigue, Volume 106, 2018, Pages 70-80, ISSN 0142-1123 (-> Science Direct)

Publikationsliste


A probabilistic Stüssi function for modelling the S-N curves and its application on specimens made of steel S355J2+N.
Toasa Caiza, P. D.; Ummenhofer, T.
2018. International journal of fatigue, 117, 121–134. doi:10.1016/j.ijfatigue.2018.07.041
Consideration of the runouts and their subsequent retests into S-N curves modelling based on a three-parameter Weibull distribution.
Toasa Caiza, P. D.; Ummenhofer, T.
2018. International journal of fatigue, 106, 70–80. doi:10.1016/j.ijfatigue.2017.09.010
General probability weighted moments for the three-parameter Weibull Distribution and their application in S-N curves modelling.
Toasa Caiza, P. D.; Ummenhofer, T.
2011. International journal of fatigue, 33 (12), 1533–1538