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Energy Balance for Random Vibrations of Piecewise-Conservative Systems
Daniil Yurchenko, M. F. Dimentberg
School of Engineering & Physical Sciences
Institute of Mechanical, Process & Energy Engineering
Research output
:
Contribution to journal
›
Article
›
peer-review
33
Citations (Scopus)
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INIS
accuracy
33%
applications
33%
approximations
33%
asymptotic solutions
66%
calculi
33%
control
100%
differential equations
33%
energy
100%
energy balance
100%
energy losses
66%
excitation
66%
feedback
33%
friction
66%
growth
33%
inertia
33%
length
33%
losses
66%
monte carlo method
33%
nonlinear systems
33%
partial differential equations
33%
pendulums
33%
randomness
100%
range
33%
simulation
33%
solutions
66%
stochastic processes
33%
Mathematics
Applicability Range
100%
Approximation Order
100%
Asymptotic Approach
100%
Asymptotics
100%
Calculus
100%
Differential Equation
100%
Explicit Expression
100%
Monte Carlo
100%
Nonlinear System
100%
PDE
100%
Stochastics
100%
System Response
100%
Engineering
Applicability
25%
Approximation Order
25%
Conservative System
100%
Direct Application
25%
Dry Friction
50%
Energy Dissipation
50%
Energy Engineering
100%
Explicit Expression
25%
Free Vibration
25%
Friction Force
25%
Nonlinear System
25%
Random Vibration
100%
Sdof System
25%
Simulation Result
25%
System Response
25%
Vibration Problem
25%