With the collaboration between Brookhaven National Lab. (BNL) and RIKEN, the helical dipole magnets is under construction for RHIC spin project.[1] It is required that the deflection of beam is negligible in the helical dipoles.[2] The relation between the rotation angle in the helical dipole

rotation angle and tested with samples from other rotation angles, demonstrate that good discrimination can be achieved with the occurrence statistics of simple rotation invariant local binary patterns. These operators characterize the spatial configuration of local image texture and the performance can

coordinate-system axes to their new position. In this paper we present a novel way for representing angular orientation. We define the Simultaneous Orthogonal Rotations Angle (SORA) vector with components equal to the angles of three simultaneous rotations around the coordinate-system axes. The problem

of honey contain heightened content of maltose. Therefore it is possible to use this criteria for identification several honey sorts. Each carbohydrate has a specific angle of rotation of polarized light (specific rotation). It depends on relations and content of carbohydrates in honey. The aim

A two-step procedure for zoom-factor and rotation angle estimation, based on the use of Zernike moments, is proposed in this paper, according to which the zoom-factor is estimated in the first step as a precondition for the estimation of the rotation angle in the second step. The experimental

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● Tested on 81 objects from MIT DIDSON [4] forward looking sonar database. ● Median absolute error = 6o ● Z-test for estimator was significant (p-value=0.9762)H 0:=0

Rotations in the discrete plane are important for many applications such as image matching or construction of mosaic images. We suppose that a digital image A is transformed to another digital image B by a rotation. In the discrete plane, there are many angles giving the rotation from A to B, which

is to take advantage of the phase information in the comparison process while still preserving the invariance to rotation. This new Zernike comparator provides a more accurate similarity measure, together with the optimal rotation angle between the patterns, while keeping the same complexity as the classical