Abstract:In this paper, we describe a novel self-assembling, self-reconfiguring cubic robot that uses pivoting motions to change its intended geometry. Each individual module can pivot to move linearly on a substrate of stationary modules. The modules can use the same operation to perform convex and concave transitions to change planes. Each module can also move independently to traverse planar unstructured environments. The modules achieve these movements by quickly transferring angular momentum accumulated in a self-… Show more
“…Alternatively, continuous shape deformation can be achieved through, e.g., pneumatic or hydraulic actuation [17,78], or shape-memory alloys [58]. Microrobotics can also be used to position multiple physical objects on a 2D plane [21,45,57], while free 3D positioning through levitation is currently being researched [39,61]. Physical geometry encoding can be complemented with color encoding through the use of deformable visual displays [47,65], sets of actuated visual displays [1], or projection mapping [5].…”
Figure 1: Examples of data physicalizations: (left) population density map of Mexico City co-created by Richard Burdett and exhibited at the Tate Modern (photo by Stefan Geens), (center) similar data shown on an actuated display from the MIT Media Lab [70], and (right) spherical particles suspended by acoustic levitation [61]. All images are copyright to their respective owners.
ABSTRACTPhysical representations of data have existed for thousands of years. Yet it is now that advances in digital fabrication, actuated tangible interfaces, and shape-changing displays are spurring an emerging area of research that we call Data Physicalization. It aims to help people explore, understand, and communicate data using computer-supported physical data representations. We call these representations physicalizations, analogously to visualizations -their purely visual counterpart. In this article, we go beyond the focused research questions addressed so far by delineating the research area, synthesizing its open challenges, and laying out a research agenda.
“…Alternatively, continuous shape deformation can be achieved through, e.g., pneumatic or hydraulic actuation [17,78], or shape-memory alloys [58]. Microrobotics can also be used to position multiple physical objects on a 2D plane [21,45,57], while free 3D positioning through levitation is currently being researched [39,61]. Physical geometry encoding can be complemented with color encoding through the use of deformable visual displays [47,65], sets of actuated visual displays [1], or projection mapping [5].…”
Figure 1: Examples of data physicalizations: (left) population density map of Mexico City co-created by Richard Burdett and exhibited at the Tate Modern (photo by Stefan Geens), (center) similar data shown on an actuated display from the MIT Media Lab [70], and (right) spherical particles suspended by acoustic levitation [61]. All images are copyright to their respective owners.
ABSTRACTPhysical representations of data have existed for thousands of years. Yet it is now that advances in digital fabrication, actuated tangible interfaces, and shape-changing displays are spurring an emerging area of research that we call Data Physicalization. It aims to help people explore, understand, and communicate data using computer-supported physical data representations. We call these representations physicalizations, analogously to visualizations -their purely visual counterpart. In this article, we go beyond the focused research questions addressed so far by delineating the research area, synthesizing its open challenges, and laying out a research agenda.
“…Modular robots use motorized hinges or internal flywheels [23] to selfarrange spatially into their target shape. At present, however, the complexity, speed, and power requirements of modular robots prohibit their use as building blocks for an actuated construction kit.…”
Section: Modular Robotics/self Assemblymentioning
confidence: 99%
“…In most programmable matter research, the building blocks are self contained units that can actuate themselves to the their target position [23], whereas our approach uses outside actuation to transport the blocks. This allows the building blocks to be simple, cheap, and robust and allows a user to directly manipulate the building blocks without the fear of breaking them.…”
Section: Programmable Mattermentioning
confidence: 99%
“…Using active blocks in combination with the shape display opens another interesting realm. Active blocks could provide electromagnetic connections [23]. The shape display's pins could have conductive connectors providing external electrical power to the blocks.…”
Pin-based shape displays not only give physical form to digital information, they have the inherent ability to accurately move and manipulate objects placed on top of them. In this paper we focus on such object manipulation: we present ideas and techniques that use the underlying shape change to give kinetic ability to otherwise inanimate objects. First, we describe the shape display's ability to assemble, disassemble, and reassemble structures from simple passive building blocks through stacking, scaffolding, and catapulting. A technical evaluation demonstrates the reliability of the presented techniques. Second, we introduce special kinematic blocks that are actuated and sensed through the underlying pins. These blocks translate vertical pin movements into other degrees of freedom like rotation or horizontal movement. This interplay of the shape display with objects on its surface allows us to render otherwise inaccessible forms, like overhangs, and enables richer input and output.
“…They can be classified into two kinds. One of them have a very good metamorphism and reconfiguration performance with the help of the other modules, such as M-TRAIN [5] , PolyBot [6] , Conro [7] , Roombot [8] , Superbot [9] , M-Blocks [10] . M-cube [11] etc.…”
This paper introduces our newly designed self-reconfigurable modular robot named Larva-Bot, which has two DOFs with intersecting rotation axis normal to each other. Each module has autonomous mobility, and can assemble with other modules to form various configurations. In this study, a typical 6-DOF structure, composed of Larva-Bots, is proposed to analyze the kinematic characteristics of the modular robot. The common kinematics model of the robot is based on the Denavit-Hartenberg (D-H) parameter method, while its inverse kinematics has inefficient calculation and complicated solutions. To solve the problems, the screw theory method is applied in this paper. The forward kinematics model is constructed by using the product of exponentials (POEs) formula, while the inverse kinematics analysis is based on Paden-Kahan Sub-problems. Finally, the reliability of the method has been proved by computations and simulation.
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