1994
DOI: 10.1016/s1474-6670(17)47394-0
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Dynamic model for excavators (and backhoes)

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Cited by 8 publications
(6 citation statements)
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“…Since the early prototype [18], numerous studies have been conducted to develop components and subsystems for remotely-controlled and teleoperated platforms such as communications protocols, kinematic and dynamic models [25], control and planning [26], soil-tool interaction models [27], simulation and navigation [28]. Apart from academic R&D activities, companies such as ASI Robots Inc. have developed platform-independent systems with controllers and sensors that can be integrated into existing vehicles for teleoperation.…”
Section: Remotely-controlled and Teleoperated Excavatorsmentioning
confidence: 99%
“…Since the early prototype [18], numerous studies have been conducted to develop components and subsystems for remotely-controlled and teleoperated platforms such as communications protocols, kinematic and dynamic models [25], control and planning [26], soil-tool interaction models [27], simulation and navigation [28]. Apart from academic R&D activities, companies such as ASI Robots Inc. have developed platform-independent systems with controllers and sensors that can be integrated into existing vehicles for teleoperation.…”
Section: Remotely-controlled and Teleoperated Excavatorsmentioning
confidence: 99%
“…Theexcavator kinematics and dynamics can be analysed and derived by assigning coordinate systems to the manipulator configuration of boom, arm and bucket, and applying the Newton-Euler formulation in the local coordinate frame for each link in succession as a free body [27]. In [28], full kinematic and dynamic models of the excavator arm regarded as a planar manipulator with three degrees of freedom (boom, dipper and bucket) are derived using the Lagrangian formulation. A virtual model for excavators was developed for an earthwork site, whose terrain geometry is continuously updated as excavation and earth-moving continue until completion, used to study the interaction between the excavator and its surrounding environment [29].…”
Section: Autonomous Excavationmentioning
confidence: 99%
“…Reference [10] fully documents this instability. For the case of a hydraulic excavator, kinematic and dynamic analyses of the machine motion were derived using Newton -Euler and Euler -Lagrange methods in reference [11][12][13][14].…”
Section: Example Systemmentioning
confidence: 99%
“…Then substituting in equations ( 8) and (11) yields These relationships were derived using straightforward transfer of velocity vector components from one point on a rigid body to another. The result is the matrix relationships in equations ( 8) to (12). For convenience, the matrices from equations ( 9) and ( 10) are written as M P2 t for equation (9) and M P2 b for equation (10).…”
Section: Kinematics and The Flow Componentsmentioning
confidence: 99%
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