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FIR TYPE DIGITAL FILTER AND ITS COEFFICIENT ARITHMETIC UNIT, DIGITAL BEAM FORMING DEVICE AND ADAPTIVE DIGITAL BEAM FORMING DEVICE

机译:FIR型数字滤波器及其有效的算术单元,数字波束形成装置和自适应数字波束形成装置

摘要

PROBLEM TO BE SOLVED: To control the side lobe characteristic of a directional pattern by calculating a one-dimensional frequency response corresponding to an impulse response, calculating a two-dimensional frequency response between the normalized time frequency and the normalized space frequency, calculating an impulse response via the inverse Fourier transform, and calculating the coefficient of an FIR type digital filter, based on the impulse response. ;SOLUTION: An FIR type digital filter coefficient computing element 13 calculates a one-dimensional frequency response based on the impulse response of a one- dimensional narrow and low bond pass digital filter of the normalized time frequency having the impulse response length M smaller than an element number N of an array antenna 100. Then a two-dimensional frequency response is calculated by performing the frequency conversion between the normalized time frequency and the normalized space frequency, and an impulse response of the two-dimensional frequency response is calculated by the inverse Fourier transform. The side lobe of the impulse response is cut at 0, based on the element number N and a tap number K to calculate the coefficient of an FIR type digital filter.;COPYRIGHT: (C)1998,JPO
机译:解决的问题:通过计算与冲激响应相对应的一维频率响应,计算归一化时间频率和归一化空间频率之间的二维频率响应,计算冲激,以控制方向性图案的旁瓣特性响应通过傅立叶逆变换,并基于脉冲响应来计算FIR型数字滤波器的系数。 ;解决方案:FIR型数字滤波器系数计算元件13基于脉冲响应长度M小于n的归一化时间频率的一维窄和低键通过数字滤波器的脉冲响应来计算一维频率响应。然后,通过在归一化的时间频率和归一化的空间频率之间进行频率转换来计算二维频率响应,并且通过逆运算来计算二维频率响应的脉冲响应。傅里叶变换。基于元件号N和抽头数K将脉冲响应的旁瓣切为0,以计算FIR型数字滤波器的系数。;版权:(C)1998,JPO

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