Engineering topics
Publications and source records attributed to Infante, E. F..
Nonconservative elastic system involving standard double pendulum model under retarded follower load, calculating damping, time delay and parameter variations effects on stability
Thermoelastic stability as function of thermodynamic properties of elastic materials, applying invariance principle to dynamical systems on Banach space
Continuous structural systems stability under random load excitation from linear partial differential equations of motion
Cantilevered column stability under constant follower load in presence of external damping
Invariance principle on Banach space for generalized thermoelastic stability analysis
Linear elastic columns dynamic stability under time dependent axial load, investigating almost- sure asymptotic stability
Effects of damping, time delays, and parameter variations on stability of nonconservative double pendulum
Stability of linear time-varying systems via examples, comparing various techniques
Linear nonautonomous random system stability, presenting theorem, two corollaries and second order examples
Invariance method for extending Liapunov function to distributed parameter system
Exponential bounds and stability conditions for linear elastic column subjected to time varying axial load
Conditions determined for sure stability of continuous systems subjected to random excitation
Linear nonautonomous random system stability, presenting theorem, two corollaries and second order examples
Extended dynamical systems in Banach space and use of invariance principle for stability theory of partial differential equations
Nonlinear dynamical systems research on systems stability, invariance principles, Liapunov functions, and Volterra and functional integral equations
Finite time stability of system trajectory under perturbing forces and within specified regions of state space
Extended dynamical system to describe operators in study of stability
Stability of linear nonautonomous systems described by differential equations with time varying coefficients