DETERMINAZIONE DELLA DURATA A FATICA DI COMPONENTI SOGGETTI A SOLLECITAZIONI SCHEMATIZZABILI COME PROCESSI ALEATORI A BANDA STRETTA

Giovanni Petrucci

DETERMINAZIONE DELLA DURATA A FATICA DI COMPONENTI SOGGETTI A SOLLECITAZIONI SCHEMATIZZABILI COME PROCESSI ALEATORI A BANDA STRETTA

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Risultato della ricerca: Other › peer review

Abstract

In this paper the analytical equations for the determination of the fatigue life of components subjected to various types of narrowband random processes of stress (having irregularity parameter 0.9<aX≤1) have been developed, in particular: separable non stationary processes, normal uniaxial stress with constant mean stress, biaxial in-phase normal stresses, in-phase normal and shear stresses, crack propagation.

Lingua originale	Italian
Numero di pagine	10
Stato di pubblicazione	Published - 2016

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title = "DETERMINAZIONE DELLA DURATA A FATICA DI COMPONENTI SOGGETTI A SOLLECITAZIONI SCHEMATIZZABILI COME PROCESSI ALEATORI A BANDA STRETTA",

abstract = "In this paper the analytical equations for the determination of the fatigue life of components subjected to various types of narrowband random processes of stress (having irregularity parameter 0.9<aX≤1) have been developed, in particular: separable non stationary processes, normal uniaxial stress with constant mean stress, biaxial in-phase normal stresses, in-phase normal and shear stresses, crack propagation.",

author = "Giovanni Petrucci",

year = "2016",

language = "Italian",

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TY - CONF

T1 - DETERMINAZIONE DELLA DURATA A FATICA DI COMPONENTI SOGGETTI A SOLLECITAZIONI SCHEMATIZZABILI COME PROCESSI ALEATORI A BANDA STRETTA

AU - Petrucci, Giovanni

PY - 2016

Y1 - 2016

N2 - In this paper the analytical equations for the determination of the fatigue life of components subjected to various types of narrowband random processes of stress (having irregularity parameter 0.9<aX≤1) have been developed, in particular: separable non stationary processes, normal uniaxial stress with constant mean stress, biaxial in-phase normal stresses, in-phase normal and shear stresses, crack propagation.

AB - In this paper the analytical equations for the determination of the fatigue life of components subjected to various types of narrowband random processes of stress (having irregularity parameter 0.9<aX≤1) have been developed, in particular: separable non stationary processes, normal uniaxial stress with constant mean stress, biaxial in-phase normal stresses, in-phase normal and shear stresses, crack propagation.

UR - http://hdl.handle.net/10447/247729

M3 - Other

ER -