This paper introduces and investigates a compliant spherical 3R open chain that is obtained by the in-series connection of three identical circularly-curved beam flexures with coincident centers of curvature and mutually orthogonal axes of maximum rotational compliance. The considered open chain is intended to be used directly as a spherical mechanism in pointing devices or as a complex spherical flexure for the development of spatial parallel manipulators. The compliance matrix of the proposed chain is first determined via an analytical procedure. After finite element validation, the obtained equations are used in a parametric study to assess the influence of circularly-curved beam flexure geometric parameters on the overall stiffness perf...
This paper proposes dozens of One Rotational Constraint orientated Compliant Mechanisms (ORC-CMs), m...
In this chapter, the closed-form compliance equations for Circularly Curved-Beam Flexures are derive...
In this chapter, the closed-form compliance equations for Circularly Curved-Beam Flexures are derive...
This paper introduces and investigates a compliant spherical 3R open chain that is obtained by the i...
This chapter introduces and investigates a fully compliant spherical chain that is obtained by the i...
This paper introduces the design of a fully-compliant Spherical Joint (SJ), obtained by the in-paral...
This paper introduces the design of a fully-compliant Spherical Joint (SJ), obtained by the in-paral...
This paper introduces and investigates a novel Spherical Flexure (SF), specifically conceived for ap...
Compliant mechanisms and decoupled parallel mechanisms are topics of high interest. The combination ...
In this article, a novel fully compliant spherical four-bar mechanism is introduced and its generali...
In this paper, the closed-form compliance equations for spherical flexures are derived. Each element...
Compliant mechanism theory permits a procedure called rigidbody replacement, in which two or more ri...
This thesis improves a previous kinematic analysis and develops the elastic portion of the analysis ...
Compliant Mechanisms (CMs) present several desired properties for mechanical designs. Conventional r...
A flexure hinge is a flexible connector that can provide a limited rotational motion between two rig...
This paper proposes dozens of One Rotational Constraint orientated Compliant Mechanisms (ORC-CMs), m...
In this chapter, the closed-form compliance equations for Circularly Curved-Beam Flexures are derive...
In this chapter, the closed-form compliance equations for Circularly Curved-Beam Flexures are derive...
This paper introduces and investigates a compliant spherical 3R open chain that is obtained by the i...
This chapter introduces and investigates a fully compliant spherical chain that is obtained by the i...
This paper introduces the design of a fully-compliant Spherical Joint (SJ), obtained by the in-paral...
This paper introduces the design of a fully-compliant Spherical Joint (SJ), obtained by the in-paral...
This paper introduces and investigates a novel Spherical Flexure (SF), specifically conceived for ap...
Compliant mechanisms and decoupled parallel mechanisms are topics of high interest. The combination ...
In this article, a novel fully compliant spherical four-bar mechanism is introduced and its generali...
In this paper, the closed-form compliance equations for spherical flexures are derived. Each element...
Compliant mechanism theory permits a procedure called rigidbody replacement, in which two or more ri...
This thesis improves a previous kinematic analysis and develops the elastic portion of the analysis ...
Compliant Mechanisms (CMs) present several desired properties for mechanical designs. Conventional r...
A flexure hinge is a flexible connector that can provide a limited rotational motion between two rig...
This paper proposes dozens of One Rotational Constraint orientated Compliant Mechanisms (ORC-CMs), m...
In this chapter, the closed-form compliance equations for Circularly Curved-Beam Flexures are derive...
In this chapter, the closed-form compliance equations for Circularly Curved-Beam Flexures are derive...