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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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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Petrucci, G. (2016). DETERMINAZIONE DELLA DURATA A FATICA DI COMPONENTI SOGGETTI A SOLLECITAZIONI SCHEMATIZZABILI COME PROCESSI ALEATORI A BANDA STRETTA.

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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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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

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