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LMV232 Datasheet(PDF) 9 Page - Texas Instruments |
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LMV232 Datasheet(HTML) 9 Page - Texas Instruments |
9 / 20 page PA1 ANTENNA RFIN1 LMV232 RF INPUT OUT R1 6.2 k: RFIN2 PA2 RF INPUT FB BS SD VDD GND A3 B3 C1 B1 A1 C3 C2 A2 R3 50: C1 1.5 nF COUPLER COUPLER TO BASEBAND R2 50: LMV232 www.ti.com SNWS017C – DECEMBER 2004 – REVISED MARCH 2013 Figure 21. Typical Application The detection curves of Figure 22 show the detector response to RF input power. To show the complete dynamic range on a logarithmic scale, the pedestal voltage (VPEDESTAL) is subtracted from the output. The pedestal voltage is defined as the output voltage in the absence of an RF input signal (at 25°C). The best-fit ideal mean square response is represented by the fitted curve in Figure 22. The input referred error of the detection curves with respect to this best-fit mean square response is determined as follows: • Determine the best-fit mean square response. • Determine the output referred error between the actual detector response and the ideal mean square response. • Translate the output referred error to an input referred error. Figure 22. Detection Curve The best-fit linear curve is obtained from the detector response by means of linear regression. The output referred error is calculated with the formula: ErrordBV = 20*log[ (VOUT-VPEDESTAL)/(KDET*PIN) ] Where, Conversion gain of the ideal fitted curve KDET is in V/mW and the RF input power PIN in mW. To translate this output referred error (in dB) to an input referred error, it has to be divided by a factor of 2. This is due to the mean square characteristic of the device. The response of a mean square detector changes by 2 dB for every dB change of the input power. Figure 23 depicts the resulting curve. Copyright © 2004–2013, Texas Instruments Incorporated Submit Documentation Feedback 9 Product Folder Links: LMV232 |
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Similar Description - LMV232_16 |
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