Tesi etd-09102019-110533 |
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Tipo di tesi
Tesi di laurea magistrale
Autore
CANCEMI, SALVATORE ANGELO
URN
etd-09102019-110533
Titolo
Inverse heat conduction problem in estimating a NPP pipeline performance
Dipartimento
INGEGNERIA CIVILE E INDUSTRIALE
Corso di studi
INGEGNERIA NUCLEARE
Relatori
relatore Prof.ssa Lo Frano, Rosa
tutor Dott. Stefanini, Lorenzo
tutor Dott. Stefanini, Lorenzo
Parole chiave
- Inverse Method
- NPP
- piping
- safety
- Temperature
Data inizio appello
30/09/2019
Consultabilità
Non consultabile
Data di rilascio
30/09/2089
Riassunto
Measuring the temperature on an accessible boundary it’s possible to determine the temperatures on an inaccessible surface of a wall, in this way al loads can be obtained. This class of problems fall under so-called inverse heat transfer problems (IHTP), which rely on measurements for the estimation of unknown thermal quantities.
This approach to evaluate the unknowns from the indirect measurement is more efficient when the direct measurement is not possible due to technical obstacles or high experimental cost. The nuclear power plant considered in this work is a 2nd generation typical PWR.
Matlab’s script based on finite volume method for reconstructing the bulk temperature from the temperature measured on the outer surface of a pipe is investigated.
For validating the results of the inverse method an explicit finite difference method which solves the one dimensional direct problem of heat conduction method is used. Finally, signals suitable as an input in assessment of fatigue analysis will be obtained.
This approach to evaluate the unknowns from the indirect measurement is more efficient when the direct measurement is not possible due to technical obstacles or high experimental cost. The nuclear power plant considered in this work is a 2nd generation typical PWR.
Matlab’s script based on finite volume method for reconstructing the bulk temperature from the temperature measured on the outer surface of a pipe is investigated.
For validating the results of the inverse method an explicit finite difference method which solves the one dimensional direct problem of heat conduction method is used. Finally, signals suitable as an input in assessment of fatigue analysis will be obtained.
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