In many real-life environments, certain mechanical and electronic components may be subjected to Sine-on-Random vibrations, i.e. excitations composed of random vibrations superimposed on deterministic (sinusoidal) contributions, in particular sine tones due to some rotating parts of the system (e.g. helicopters, engine-mounted components,...). These components must be designed to withstand the fatigue damage induced by the "composed" vibration environment, and qualification tests are advisable for the most critical ones. In the case of an accelerated qualification test, a proper test tailoring which starts from the real environment (measured vibration signals) and which preserves not only the accumulated fatigue damage but also the "nature" of the excitation (i.e. sinusoidal components plus random process) is important to obtain reliable results. In this paper, the classic time domain approach is taken as a reference for the comparison of different methods for the Fatigue Damage Spectrum (FDS) calculation in case of Sine-on-Random vibration environments. Then, a methodology to compute a Sine-on-Random specification based on a mission FDS is proposed.
[1]
W. D. Mark,et al.
Random Vibration in Mechanical Systems
,
1963
.
[2]
C. W. Clenshaw,et al.
The special functions and their approximations
,
1972
.
[3]
S. Rice.
Mathematical analysis of random noise
,
1944
.
[4]
Herman Van der Auweraer,et al.
REMOVING DISTURBING HARMONICS IN OPERATIONAL MODAL ANALYSIS
,
2007
.
[5]
Frédéric Kihm,et al.
Fatigue life from sine-on-random excitations
,
2015
.
[6]
Yung-Li Lee,et al.
Metal Fatigue Analysis Handbook: Practical Problem-solving Techniques for Computer-aided Engineering
,
2011
.