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LMV772MA/NOPB 데이터시트(PDF) 20 Page - Texas Instruments |
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LMV772MA/NOPB 데이터시트(HTML) 20 Page - Texas Instruments |
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20 / 34 page ![]() C2R2 1 R1 + R4 R1 VO2 VIN s 2 + s 1 C2R2 R5 + R6 R5 R1 R1 + R4 C2C3R2R3 1 + = s R6 R5 + R6 R1 + R4 R1 R5 + R6 R6 VO1 VIN s 2 + s 1 C2R2 R5 + R6 R5 R1 R1 + R4 C2C3R2R3 1 + = s 2 R1 + R4 R1 R5 + R6 R6 C2C3R2R3 1 VO VIN s 2 + s 1 C2R2 R5 + R6 R5 R1 R1 + R4 C2C3R2R3 1 + = VO = VO2 -1 s C3R3 VO2 = VO1 -1 s C2R2 VO1 = -R4 R1 V0 + R5 + R6 R6 R1 + R4 R1 VO2 R5 + R6 R5 R1 + R4 R1 VIN + VO1 VO2 + - R2 A2 V O + - C3 A3 VO2 C2 R3 LMV771, LMV772, LMV774 SNOSA04F – MAY 2004 – REVISED SEPTEMBER 2010 www.ti.com For A1 the relationship between input and output is: (20) This relationship depends on the output of all the filters. The input-output relationship for A2 can be expressed as: (21) And finally this relationship for A3 is as follows: (22) Re-arranging these equations, one can find the relationship between VO and VIN (transfer function of the lowpass filter), VO1 and VIN (transfer function of the highpass filter), and VO2 and VIN (transfer function of the bandpass filter) These relationships are as follows: Lowpass Filter (23) Highpass Filter (24) Bandpass Filter (25) The center frequency and Quality Factor for all of these filters is the same. The values can be calculated in the following manner: 20 Submit Documentation Feedback Copyright © 2004–2010, Texas Instruments Incorporated Product Folder Links: LMV771 LMV772 LMV774 |
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