| 전자부품 데이터시트 검색엔진 |
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TSH330 데이터시트(PDF) 17 Page - STMicroelectronics |
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TSH330 데이터시트(HTML) 17 Page - STMicroelectronics |
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17 / 19 page ![]() Active Filtering TSH330 17/19 8 Active Filtering From the resistors Rfb and RG we can directly calculate the gain of the filter in a classical non-inverting amplification configuration: We assume the following expression as the response of the system: The cut-off frequency is not gain-dependent and so becomes: The damping factor is calculated by the following expression: The higher the gain, the more sensitive the damping factor is. When the gain is higher than 1, it is preferable to use some very stable resistor and capacitor values. In the case of R1=R2=R: Due to a limited selection of values of capacitors in comparison with resistors, we can fix C1=C2=C, so that: Figure 36. Low-pass active filtering, Sallen-Key + _ RG IN Rfb 100 Ω OUT R1 R2 C2 C1 + _ RG IN Rfb 100 Ω OUT R1 R2 C2 C1 A V g1 R fb R g ---------- + == T j ω Vout j ω Vin j ω ------------------- g 12 ζ jω ω c ------- j ω () 2 ω c 2 -------------- ++ --------------------------------------------- == ω c 1 R1R2C 1C2 -------------------------------------- = ζ 1 2 --- ω c C 1 R 1 C 1 R 2 C 2 R 1 C 1 R 1 g – ++ () = ζ 2C2 C1 R fb R g ---------- – 2C 1 C 2 ------------------------------------ = ζ 2R2 R1 R fb R g ---------- – 2R 1 R 2 ------------------------------------ = |
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