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Leap-frog circuit compensating influence of GB product and secondpole of operational amplifier

机译:跳跃式电路补偿GB乘积和运算放大器第二极的影响

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The paper describes a method by which a high frequency leap-frognfilter which simulates an LC filter is designed. First, taking accountnof the finite gain bandwidth product and the second pole of annoperational amplifier, we analyse the frequency characteristics of anconventional inverting integrator. Second, we analyse the frequencyncharacteristic of a phase-lead noninverting integrator and show thendesign formulas which give the element values to compensate phase lag ofnthe inverting integrator. Finally, a fifth-order Chebyshev filter havingna 1 dB pass-band ripple is designed. The operational amplifiers whichnhave a gain-bandwidth product of f=5.33 MHz are used, and the cut-offnfrequency is set to 533 kHz (a tenth of the value of the GB product). Itnis shown that the measured response shows a good agreement with thentheoretical value
机译:本文描述了一种设计模拟LC滤波器的高频跳蛙式滤波器的方法。首先,考虑到有限增益带宽积和运算放大器的第二极点,我们分析了常规反相积分器的频率特性。其次,我们分析了相位超前型同相积分器的频率特性,并给出了设计公式,给出了补偿反相积分器相位滞后的元素值。最后,设计了具有1 dB通带纹波的五阶Chebyshev滤波器。使用增益带宽乘积为f = 5.33 MHz的运算放大器,并且将截止频率设置为533 kHz(GB乘积值的十分之一)。 Itnis表明测得的响应与理论值具有良好的一致性

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