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Sum of squares root calculation means of IQ data

机译:IQ数据的平方根求和方法

摘要

P To overcome the problem that methods using, for example, a ROM to obtain a value of a square root have a disadvantage of requiring a memory resource and methods using a simple approximate expression only for sums of squares and to obtain a value of a square root have low precision and are used in a demodulation circuit of a communication device or the like to possibly lead to the occurrence of errors. PSOLUTION: When a square root of the sum of the square of I and the square of Q, wherein I am a real part and Q is an imaginary part of a base band obtained by an I/Q demodulator, is obtained in demodulation processing or the like of a communication device, a means for calculating the square root of the square sum of IQ data includes a first divider for dividing the sum of the square of I and the square of Q by X wherein X is the sum of I and Q, an adder for adding X to the calculation results of the divider and a second divider for dividing the calculation results of the adder by 2 and takes the calculation results of the second divider as new X to repeat the calculations in the first divider, the adder and the second divider. PCOPYRIGHT: (C)2011 and JPO& INPIT
机译:

为了克服这样的问题,例如,使用ROM来获得平方根的值的方法的缺点是需要存储资源,而仅对平方和使用简单的近似表达式并获得值的方法具有缺点。平方根的精度低,并且被用于通信设备等的解调电路中可能导致错误的发生。

解决方案:当I的平方和Q的平方之和的平方根(其中I是实部,Q是由I / Q解调器获得的基带的虚部)获得时,在通信设备的解调处理等中,用于计算IQ数据的平方和的平方根的装置包括用于将I的平方和Q的平方除以X的第一除法器,其中,X是I和Q,用于将X加到除法器的计算结果的加法器,以及用于将加法器的计算结果除以2的第二除法器,并将第二除法器的计算结果作为新的X重复在第一除法器中的计算,加法器和第二个除法器。

版权:(C)2011和JPO&INPIT

著录项

  • 公开/公告号JP5305392B2

    专利类型

  • 公开/公告日2013-10-02

    原文格式PDF

  • 申请/专利权人 日本無線株式会社;

    申请/专利号JP20090115904

  • 发明设计人 野嶌 孝文;

    申请日2009-05-12

  • 分类号H04L27/38;H04L27/22;G06F7/552;

  • 国家 JP

  • 入库时间 2022-08-21 16:56:01

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