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Massimo Callegari

Researcher at Marche Polytechnic University

Publications -  100
Citations -  1199

Massimo Callegari is an academic researcher from Marche Polytechnic University. The author has contributed to research in topics: Kinematics & Parallel manipulator. The author has an hindex of 16, co-authored 95 publications receiving 974 citations. Previous affiliations of Massimo Callegari include University of Genoa.

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Simple analytical models for the J-lay problem

TL;DR: This work deals with deep and ultra-deep waters installation by the so-called J-Lay method, which consists in laying submarine pipelines with a straight stinger at near-vertical angles with a novel approach for detecting the boundary layer phenomenon.
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A new class of reconfigurable parallel kinematic machines

TL;DR: In this paper, a reconfigurable modular parallel robot is presented, where the spherical joint which connects each leg to the end-effector is realized as a combination of revolute pairs; a locking system allows one to alternatively fix one of the revolute joints, giving the machine different 3-CPU kinematic configurations which correspond to different types of mobility.
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Manual guidance for industrial robot programming

TL;DR: A novel approach of robot programming can be identified with the manual guidance that permits to the operator to freely move the robot through its task; the task can then be taught using Programming by Demonstration methods or simple reproduction.
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Dynamics modelling and control of the 3-RCC translational platform

TL;DR: The article presents the inverse dynamics model of a novel translating parallel machine and proposes the structure of a force controller for the execution of tasks characterised by interaction with the environment and shows that hybrid position/force control schemes should be able to provide good performances.
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Kinematic Analysis of a Novel Translational Platform

TL;DR: In this article, a 3-RPC topology with 3-D.o.f. parallel mechanism is presented and the kinematics of the mechanism are studied. But the authors do not consider the problem of finding closed-form solutions for both inverse and direct position kinematic problems.