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首页> 外文期刊>Proceedings of the IEE - Part A: Power Engineering >Circuit calculations for rectifier locomotives and motor-coaches
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Circuit calculations for rectifier locomotives and motor-coaches

机译:整流机车和电动机教练的电路计算

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摘要

The increasing use of rectifier locomotives and motor-coaches has focused attention on the limitations of accepted rectifier theory in the calculation of performance of bi-phase and single-phase bridge-connected rectifier circuits. Most industrial rectifier installations exceeding a few kilowatts in rating are supplied from a 3-phase system, and are designed to operate with 6- or 12-phase output on the d.c. side, while sometimes in very large installations it is necessary to operate with up to 72-phase output. In these conventional multi-phase equipments the ripple current, which is associated with undulations in the output voltage, is superimposed on the output direct current, but is sufficiently small to permit, for the purpose of calculation, the assumption of a d.c. circuit of infinite inductance. This assumption leads to considerable simplification of the theory. Unfortunately it is not tenable in the circuits discussed in the paper, as it is found that the presence of the ripple current in the d.c. circuit has a profound effect on the operation of the whole equipment. The paper outlines the calculations for bi-phase and bridge circuits, based on the accepted ?infinite inductance? theory, and derives the direct voltage at the motor, ripple current in the motor circuit, power factor in the a.c. supply, harmonic currents in the a.c. supply and other related quantities. The inaccuracies in the results of these calculations are pointed out. A description follows of a new approach to rectifier problems, by means of which solutions to both transient and steady-state problems can be obtained, taking proper account of resistances, inductances and capacitances in all parts of the circuit. The problems are treated as circuit problems, the equilibrium equations being established in terms of mesh currents and expressed as simultaneous first-order differential equations. These are solved by means of a digital electronic computer, Deuce, whose logical facilities are used to -ntake account of the valve action of the rectifying elements. Results of calculations are supported by tests which were carried out in conjunction with British Railways on the Lancaster-Morecambe-Heysham section. A description of this electrification has appeared elsewhere.12 The operation of rectifier locomotives is discussed in the light of further calculations based on variations of a typical design.
机译:在双相和单相桥式整流电路的性能计算中,越来越多地使用整流器机车和电动机教练已将注意力集中在已接受的整流器理论的局限性上。大多数额定功率超过几千瓦的工业整流器装置都是由三相系统供电的,并且设计为可在直流电上以6相或12相输出运行。有时在非常大的安装中,必须以高达72相的输出功率运行。在这些常规的多相设备中,与输出电压的波动相关的纹波电流被叠加在输出直流电上,但是足够小以允许出于计算目的假设d.c。无限电感电路。该假设导致该理论的极大简化。不幸的是,在本文所讨论的电路中,它是站不住脚的,因为发现直流中存在纹波电流。电路对整个设备的运行有深远的影响。本文基于公认的“无限电感”概述了双相和桥式电路的计算。从理论上讲,得出电动机的直流电压,电动机电路的纹波电流,交流电的功率因数。交流电源中的谐波电流供应和其他相关数量。指出了这些计算结果中的不准确性。下面描述一种解决整流器问题的新方法,通过该方法,可以在适当考虑电路所有部分的电阻,电感和电容的情况下,获得瞬态和稳态问题的解决方案。这些问题被视为电路问题,根据网状电流建立平衡方程,并表示为同时一阶微分方程。这些可以通过数字电子计算机Deuce来解决,该数字计算机的逻辑功能用于-考虑整流元件的阀作用。计算结果得到了与英国铁路公司在兰开斯特-莫克姆-海瑟姆部分的联合测试的支持。有关电气化的说明已在其他地方发表。12根据典型设计的变化,根据进一步的计算,对整流机车的运行进行了讨论。

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