For conservative linear chain-structured mass-spring vibration systems with n degrees of freedom, the conjecture of Mikota [1] on the natural frequencies is verified. In addition, the eigenvalue/eigenvector problem of a related square root matrix is solved. (C) 2007 WILEY-VCH Verlag GmbH & Co. KGaA, Weinheim
The solution of vibration problems of continuous systems by means of discrete models is examined wit...
The linearized equations of motion of finite dimensional autonomous mechanical systems are normally ...
The natural frequencies determined by using finite element or finite difference models of order n ar...
For conservative linear chain-structured mass-spring vibration systems with n degrees of freedom, th...
This paper studies the problem of natural frequency assignment for mass-chain systems with inerters....
This paper presents and proves an algorithm for determining the natural undamped frequencies of vibr...
The undamped natural vibrations of a constrained linear structure are given by the solutions to a ge...
Abstract. In this paper, an inverse eigenvalue problem of constructing the mass and spring matrices ...
One of the most fundamental results in classical mechanics is that linear systems with n degrees of ...
This paper proposes a novel method for the robust partial assignment of natural frequencies and anti...
A regular chain of N rigid bodies is under consideration. Each body has one degree of freedom: rotat...
In structural analysis, and related, the computation of natural frequencies of vibrating systems giv...
Natural vibration frequencies and modes of repetitive structures, including symmetric, periodic, lin...
AbstractIn this paper, an inverse problem of constructing a linear n degree of freedom mass-spring s...
The linearized equations of motion of finite dimensional autonomous mechanical systems are normally ...
The solution of vibration problems of continuous systems by means of discrete models is examined wit...
The linearized equations of motion of finite dimensional autonomous mechanical systems are normally ...
The natural frequencies determined by using finite element or finite difference models of order n ar...
For conservative linear chain-structured mass-spring vibration systems with n degrees of freedom, th...
This paper studies the problem of natural frequency assignment for mass-chain systems with inerters....
This paper presents and proves an algorithm for determining the natural undamped frequencies of vibr...
The undamped natural vibrations of a constrained linear structure are given by the solutions to a ge...
Abstract. In this paper, an inverse eigenvalue problem of constructing the mass and spring matrices ...
One of the most fundamental results in classical mechanics is that linear systems with n degrees of ...
This paper proposes a novel method for the robust partial assignment of natural frequencies and anti...
A regular chain of N rigid bodies is under consideration. Each body has one degree of freedom: rotat...
In structural analysis, and related, the computation of natural frequencies of vibrating systems giv...
Natural vibration frequencies and modes of repetitive structures, including symmetric, periodic, lin...
AbstractIn this paper, an inverse problem of constructing a linear n degree of freedom mass-spring s...
The linearized equations of motion of finite dimensional autonomous mechanical systems are normally ...
The solution of vibration problems of continuous systems by means of discrete models is examined wit...
The linearized equations of motion of finite dimensional autonomous mechanical systems are normally ...
The natural frequencies determined by using finite element or finite difference models of order n ar...