| 전자부품 데이터시트 검색엔진 |
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LT1568IGN 데이터시트(PDF) 11 Page - Linear Technology |
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LT1568IGN 데이터시트(HTML) 11 Page - Linear Technology |
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11 / 16 page ![]() LT1568 11 1568f The following filter examples are provided to make it easy to design a variety of filter stages. Both 2nd and 4th order filters are shown. For each filer, a table of external resistor values (standard 1% tolerance) is provided. These resistor values have been adjusted to compensate for the finite gain bandwidth product of the LT1568 amplifiers. To implement a filter, simply connect the resistor values shown in the table for the cutoff frequency desired. If the desired cutoff frequency is not shown in the table of values, use interpolation as recommended in the next section. DESIGNING FOR ANY CUTOFF FREQUENCY To implement a lowpass filter with a cutoff frequency not included in the design table, resistor values can be inter- polated in the following manner: For a Cutoff Frequency, fC, Less Than 1MHz Start with the resistor values for fC = 1MHz and then scale them up by the ratio of (1MHz/fC). APPLICATIO S I FOR ATIO Example: Implement a 2nd order lowpass Chebyshev filter with an fC of 256kHz. From Table 2 the values for fC of 1MHz are R11 = R21 = 976 Ω and R31 825Ω. Scaling for fC = 256kHz: R11 = R21 = 976 Ω • (1MHz/256kHz) ≈ 3.83k R31 = 825 Ω • (1MHz/256kHz) ≈ 3.24k For a Cutoff Frequency, fC, Between Values Given in a Design Table Start with the resistor values for the cutoff frequency closest to the desired one and scale the values up or down accordingly. Example: Implement a 2nd order lowpass Chebyshev filter with an fC of 3.2MHz. From Table 2 the closest values are for fC of 3MHz and are R11 = R21 = 316Ω and R31 = 274Ω. Scaling for fC = 3.2MHz: R11 = R21 = 316 Ω • (3MHz/3.2MHz) ≈ 294Ω R31 = 274 Ω • (3MHz/3.2MHz) ≈ 255Ω |
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