This paper studies the solution of stochastic linear vibration under random initial conditions and random excitation. This solution becomes a random process characterized by the statistical moments. The statistical moments can be obtained directly from the deterministic solution when the excitation force is expressed as a product of deterministic function and a pure function of random variable. The case of harmonic excitation force is studied which is very important in base excitation problems and other applications.
(2000). Stochastic Linear Vibration Under Randomization Of Excitation and Initial Conditions. The Egyptian Statistical Journal, 44(1), 81-90. doi: 10.21608/esju.2000.313826
MLA
. "Stochastic Linear Vibration Under Randomization Of Excitation and Initial Conditions", The Egyptian Statistical Journal, 44, 1, 2000, 81-90. doi: 10.21608/esju.2000.313826
HARVARD
(2000). 'Stochastic Linear Vibration Under Randomization Of Excitation and Initial Conditions', The Egyptian Statistical Journal, 44(1), pp. 81-90. doi: 10.21608/esju.2000.313826
VANCOUVER
Stochastic Linear Vibration Under Randomization Of Excitation and Initial Conditions. The Egyptian Statistical Journal, 2000; 44(1): 81-90. doi: 10.21608/esju.2000.313826
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