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Angular displacement

About: Angular displacement is a research topic. Over the lifetime, 5102 publications have been published within this topic receiving 46081 citations. The topic is also known as: rotational displacement.


Papers
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Patent
Feng Liang1
04 Jun 2003
TL;DR: In this paper, a permanent magnet motor to reduce torque ripple includes a rotor having at least three segments and each of the three segments is formed sequentially adjacent and aligned along an axis of the rotor.
Abstract: A permanent magnet motor to reduce torque ripple includes a rotor having at least three segments. Each of the three segments is formed sequentially adjacent and aligned along an axis of the rotor. Each segment has at least one pair of permanent magnets disposed at a substantially equal interval in a peripheral direction of the rotor. First and second segments are skewed relative to each other by a first angular displacement, and the first and third segments are skewed relative to each other by a second angular displacement. The first and second angular displacements are selected to cause a net sum of torque ripple produced by each of the segments to be substantially equal to zero during an operation of the motor.

43 citations

Patent
Shigeo Enomoto1
16 Feb 2007
TL;DR: An anti-shake apparatus of a photographing apparatus consisting of a hand-shake quantity detector and a controller is described in this article, where a first detector having angular velocity sensor and a second detector having an angular displacement sensor are used.
Abstract: An anti-shake apparatus of a photographing apparatus comprises a hand-shake quantity detector and a controller. The hand-shake quantity detector has a first detector having an angular velocity sensor and has a second detector having an angular displacement sensor. The controller performs an anti-shake operation based on a first angular signal from the first detector and a second angular signal from the second detector.

43 citations

Journal ArticleDOI
TL;DR: It is demonstrated that a single beam with a rapidly rotating linear polarization can be utilized to apply a constant controllable torque to a trapped particle without active feedback, while simultaneously measuring the particle angular position.
Abstract: The recent advent of angular optical trapping techniques has allowed for rotational control and direct torque measurement on biological substrates Here we present a method that increases the versatility and flexibility of these techniques We demonstrate that a single beam with a rapidly rotating linear polarization can be utilized to apply a constant controllable torque to a trapped particle without active feedback, while simultaneously measuring the particle angular position In addition, this device can rapidly switch between a torque wrench and an angular trap These features should make possible torsional measurements across a wide range of biological systems

42 citations

Journal ArticleDOI
TL;DR: In this paper, the magnetic vector potential and the tangential component of the magnetic field strength at a sliding interface in the air gap of a two-dimensional finite-element machine model using harmonic weighting functions which enable the use of fast Fourier transforms in combination with a simple, diagonal operator to account for the angular displacement between stator and rotor.
Abstract: The formulation presented in this paper couples the magnetic vector potential and the tangential component of the magnetic field strength at a sliding interface in the air gap of a two-dimensional finite-element machine model using harmonic weighting functions which enable the use of fast Fourier transforms in combination with a simple, diagonal operator to account for the angular displacement between stator and rotor. The method applies to models where the stator and rotor meshes are nonequidistant and nonmatching at the interface. The approach substantially reduces the cost of system assembly and preconditioner setup during a transient simulation and offers convenient ways for dealing with skewing and for torque computation.

42 citations


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Performance
Metrics
No. of papers in the topic in previous years
YearPapers
202339
202282
2021106
2020164
2019224
2018212