The response and stability of a flexible rod, rigid crank quick return mechanism is investigated without a small crank restriction. A Galerkin's approach was found to be too computationally intensive, due to the moving boundary and complex mode shapes, and thus unsuitable for monodromy based parametric resonance stability investigations. A simple set of polynomial modes were developed. Although requiring more modes than the Galerkin method to obtain the same accuracy, polynomial modes require less computation time for stability investigations. A free-free (time independent) mode method was used to obtain non-linear dynamical and constraint equations. The method was found to be the most accurate and least computationally expensive for respon...
This thesis addresses the kineto-elastodynamic analysis of a four-bar mechanism running at high-spee...
In recent years, an ever-increasing demand has been placed on manufacturing for increased productivi...
This paper develops and applies the energy-momentum method to the problem of nonlinear stability of ...
This study deals with the analysis of a quick return mechanism, with the crank regarded as rigid and...
A quick return mechanism is analyzed for deflection and stability when the rod is considered an Eule...
An analytical and computer simulation investigation of the dynamic behavior associated with the flex...
This thesis presents a study of parametric stability of mechanisms with flexible members. Mathematic...
The transverse vibrations of a flexible connecting rod in an otherwise rigid slider-crank mechanism ...
An analytical model for investigating parametric vibration stability of slider-crank mechanisms with...
This paper investigates the dynamic response of the cracked and flexible connecting rod in a slider-...
Effort to increase productivity calls for increasingly higher operating speed. Consequently, many pa...
Effort to increase productivity calls for increasingly higher operating speed. Consequently, many pa...
Vibration analysis of a new type of compliant parallel mechanism with flexible intermediate links is...
A simple Cosserat model is used to explore the coupled planar flemural and arial vibrations of a sle...
ABSTRACT A new method is developed for determining the steady state response of mechanical systems w...
This thesis addresses the kineto-elastodynamic analysis of a four-bar mechanism running at high-spee...
In recent years, an ever-increasing demand has been placed on manufacturing for increased productivi...
This paper develops and applies the energy-momentum method to the problem of nonlinear stability of ...
This study deals with the analysis of a quick return mechanism, with the crank regarded as rigid and...
A quick return mechanism is analyzed for deflection and stability when the rod is considered an Eule...
An analytical and computer simulation investigation of the dynamic behavior associated with the flex...
This thesis presents a study of parametric stability of mechanisms with flexible members. Mathematic...
The transverse vibrations of a flexible connecting rod in an otherwise rigid slider-crank mechanism ...
An analytical model for investigating parametric vibration stability of slider-crank mechanisms with...
This paper investigates the dynamic response of the cracked and flexible connecting rod in a slider-...
Effort to increase productivity calls for increasingly higher operating speed. Consequently, many pa...
Effort to increase productivity calls for increasingly higher operating speed. Consequently, many pa...
Vibration analysis of a new type of compliant parallel mechanism with flexible intermediate links is...
A simple Cosserat model is used to explore the coupled planar flemural and arial vibrations of a sle...
ABSTRACT A new method is developed for determining the steady state response of mechanical systems w...
This thesis addresses the kineto-elastodynamic analysis of a four-bar mechanism running at high-spee...
In recent years, an ever-increasing demand has been placed on manufacturing for increased productivi...
This paper develops and applies the energy-momentum method to the problem of nonlinear stability of ...