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LMP8602QMM Datasheet(PDF) 15 Page - Texas Instruments |
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LMP8602QMM Datasheet(HTML) 15 Page - Texas Instruments |
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15 / 33 page ![]() Q = R1C1 + R2C1 + (1 - K2) * R1C2 R1R2C1C2 1 R1R2C1C2 Zo = K2 QZo jZ Zo 2 (jZ) 2 + 1 + G(jZ) = K1 * H(s) = s 2 + s * R1R2C1C2 1 1 R1C2 + R2C2 + + K1 * K2 (1 - K2) R2C1 1 R1R2C1C2 1 OUT + - Preamplifier +IN -IN Output Buffer Gain = K2 A1 A2 Gain = K1 OFFSET Internal R1 100 k: C2 C1 R2 8 1 3 4 5 7 Level shift LMP8602, LMP8602Q, LMP8603, LMP8603Q www.ti.com SNOSB36D – JULY 2009 – REVISED MARCH 2013 ADDITIONAL SECOND ORDER LOW PASS FILTER The LMP8602/LMP8602Q/LMP8603/LMP8603Q has a third order Butterworth low-pass characteristic with a typical bandwidth of 60 kHz integrated in the preamplifier stage of the part. The bandwidth of the output buffer can be reduced by adding a capacitor on the A1 pin to create a first order low pass filter with a time constant determined by the 100 k Ω internal resistor and the external filter capacitor. It is also possible to create an additional second order Sallen-Key low pass filter as shown in Figure 43 by adding external components R2, C1 and C2. Together with the internal 100 kΩ resistor R1, this circuit creates a second order low-pass filter characteristic. K1 = 10, K2 = 5 for LMP8602, K2 = 10 for LMP8603 Figure 43. Second Order Low Pass Filter When the corner frequency of the additional filter is much lower than 60 kHz, the transfer function of the described amplifier can be written as: where • K1 equals the gain of the preamplifier • K2 that of the buffer amplifier (1) The above equation can be written in the normalized frequency response for a 2nd order low pass filter: (2) The Cutt-off frequency ωo in rad/sec (divide by 2π to get the cut-off frequency in Hz) is given by: (3) And the quality factor of the filter is given by: (4) Copyright © 2009–2013, Texas Instruments Incorporated Submit Documentation Feedback 15 Product Folder Links: LMP8602 LMP8602Q LMP8603 LMP8603Q |
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