In a recent paper leit one of the authors noted, without presenting aproof, that appropriate variation of the stiffness coefficient in amass-spring-damper system leads to increase of the system energy during acycle of the motion. Some have expressed doubt concerning the validity ofthis claim which implies that a damped simple oscillator can be destabilizedby varying the spring constant. It is the purpose of this note to present aproof
Abstract. Novel empirical relationships are introduced to estimate the median, mean and dis-persion ...
The typical model of the damped mechanical oscillator is the simple spring, fixed at one end, with a...
We remarked that when motors are attached to structures that need excitation power levels similar to...
Background and aims. Mass-Spring systems are second order linear differential equations that have va...
The essential goal of this investigation was to break down the free oscillatory motion of dynamic sy...
The term damping is used to describe the means by which oscillation amplitudes are reduced through i...
In recent decades, semi-Active control strategies have been investigated for vibration reduction. In...
Technology advancements feed the need for ever faster and more accurate industrial machines. Vibrati...
A vibration isolation system using zero-power magnetic suspension can provide an infinite supporting...
This paper presents a consistent and concise analysis of the free and forced vibration of a mass sup...
The application of mechanical springs connected in parallel and/or in series with active springs can...
Analysis of mentioned interaction proved that it introduces strong damping into vibrating system, wh...
In this work, the energies dissipated by the spring mass damper system with three degrees of freedom...
Vibrations in mechanical systems are often undesirable. They could lead to failure and/or disruption...
Vibrations in mechanical systems are often undesirable. They could lead to failure and/or disruption...
Abstract. Novel empirical relationships are introduced to estimate the median, mean and dis-persion ...
The typical model of the damped mechanical oscillator is the simple spring, fixed at one end, with a...
We remarked that when motors are attached to structures that need excitation power levels similar to...
Background and aims. Mass-Spring systems are second order linear differential equations that have va...
The essential goal of this investigation was to break down the free oscillatory motion of dynamic sy...
The term damping is used to describe the means by which oscillation amplitudes are reduced through i...
In recent decades, semi-Active control strategies have been investigated for vibration reduction. In...
Technology advancements feed the need for ever faster and more accurate industrial machines. Vibrati...
A vibration isolation system using zero-power magnetic suspension can provide an infinite supporting...
This paper presents a consistent and concise analysis of the free and forced vibration of a mass sup...
The application of mechanical springs connected in parallel and/or in series with active springs can...
Analysis of mentioned interaction proved that it introduces strong damping into vibrating system, wh...
In this work, the energies dissipated by the spring mass damper system with three degrees of freedom...
Vibrations in mechanical systems are often undesirable. They could lead to failure and/or disruption...
Vibrations in mechanical systems are often undesirable. They could lead to failure and/or disruption...
Abstract. Novel empirical relationships are introduced to estimate the median, mean and dis-persion ...
The typical model of the damped mechanical oscillator is the simple spring, fixed at one end, with a...
We remarked that when motors are attached to structures that need excitation power levels similar to...