In this article the description of some types of spatial gear constraints (spur gears, bevel gears, etc.) in absolute coordinates is considered. Instead of the numerical expensive calculation of constraint Jacobian matrix we propose to use the transformed Jacobian matrix, which can be calculated

Abstract—In the present paper, the concept of the float-ing frame of reference is transformed to a description based on absolute coordinates. The equations are linearized for a certain configuration of the body based on a corotational strain tensor. Because of the transformation to absolute

Summary The present work contributes to the field of multibody systems with respect to the absolute coordinate formulation (ACF) with a reduced expression of the strain energy. The ACF is known to be advantageous with respect to the description of constraint equations and the constant mass matrix

is based on relative coordinates that are simply the distances from a host to some special network nodes. We propose the second mechanism, called Global Network Positioning (GNP), which is based on absolute coordinates computed from modeling the Internet as a geometric space. Since end hosts maintain

Finding the relationship between two coordinate systems using pairs of measurements of the coordinates of a number of points in both systems is a classic photogrammetric task. It finds applications in stereophotogrammetry and in robotics. I present here a closed-form solution to the least

An agent who is interested in reading [Ago01a] may also be asked for looking at alternative paradigms of cooperation but "contextual coordination" of [Ago01a, Sec. 3]. We do it in this paper by introducing some paradigms of "absolute," model-theoretic coordination. We argue

the measurement error caused by the gamma distortion. By applying an appropriate pre-coding value to the projected patterns, the gamma distortion effect is attenuated and the accuracy is enhanced. The linear least square is compensated the absolute coordinate residuals still existing after gamma correction

/vertical alignment, and twist) are refer to the measuring point vs. it’s adjacent point and their reference relationship in between, but can not assure the deviation between the measuring point and it’s absolute coordinates. Recently the accuracy of trackworks pavement works had been more stringent than ever before

luff ’ ~ iIIII ~ HM~ o.~ MIC~OCOP’Y RESOLUT)ON TEST CI-L~~T

for dissemination. We show how this framework can be used to address three commonly encountered problems, namely, closest node discovery, central leader election, and locating nodes that satisfy target latency constraints in large-scale distributed systems without having to compute absolute coordinates. We show