Search results for "Holonomic constraints"

showing 3 items of 3 documents

Modeling of Offshore Crane and Marine Craft in Wave Motion

2020

Safe handling of heavy payloads in an offshore environment requires careful planning and depends on the interaction between a crane and a vessel. This paper investigates the coupled dynamics between a multipurpose crane with payload, and an offshore carrying vessel. A classical multi-body model is derived using holonomic constraints and Newton-Euler kinetics. The resulting index-3 system of differential-algebraic equation (DAE) is transformed into an index-1 system and solved using commonly used numerical ode solvers. Numerical simulations are carried out to show that the proposed models behave in a physically realistic manner. © 2020 IEEE. Personal use of this material is permitted. Permis…

PayloadComputer science020208 electrical & electronic engineering0202 electrical engineering electronic engineering information engineeringOdeSubmarine pipelineHolonomic constraints02 engineering and technologyMultibody systemWave motionMarine engineering2020 15th IEEE Conference on Industrial Electronics and Applications (ICIEA)
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Relativistic holonomic fluids

1989

The notion of holonomic fluid in relativity is reconsidered. An intrinsic characterization of holonomic fluids, involving only the unit velocity, is given, showing that in spite of its dynamical appearance the notion of holonomic fluid is a kinematical notion. The relations between holonomic and thermodynamic perfect fluids are studied.

Physics::Fluid DynamicsPhysicsClassical mechanicsTheory of relativityPhysics and Astronomy (miscellaneous)Differential geometryGeodesicConformal symmetryGeneral relativityHolonomicComputer Science::Symbolic ComputationPerfect fluidHolonomic constraintsGeneral Relativity and Gravitation
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Tractional Motion Machines extend GPAC-generable functions

2012

In late 17th century there appeared the Tractional Motion instruments, mechanical devices which plot the curves solving differential equations by the management of the tangent. In early 20th century Vannevar Bush’s Differential Analyzer got the same aim: in this paper we’ll compare the Differential Analyzer mathematical model (the Shannon’s General Purpose Analog Computer, or GPAC) with the Tractional Motion Machine potentials. Even if we will not arrive in defining the class of the functions generated by Tractional Motion Machines, we’ll see how this class will strictly extend the GPAC-generable functions.

tractional motionlinkagesAnalog computationGPACnonholonomic constraintsAnalog computation; tractional motion; GPAC; computable functions; planar mechanisms; linkages; nonholonomic constraintscomputable functionsplanar mechanismsAnalog computation tractional motion GPAC computable functions planar mechanisms linkages nonholonomic constraints
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