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AD8370 Datasheet(PDF) 24 Page - Analog Devices |
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AD8370 Datasheet(HTML) 24 Page - Analog Devices |
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24 / 28 page ![]() AD8370 Rev. 0 | Page 24 of 28 APPENDIX CHARACTERIZATION EQUIPMENT An Agilent N4441A Balanced Measurement System was used to obtain the gain, phase, group delay, reverse isolation, CMRR, and s-parameter information contained in this data sheet. With the exception for the s-parameter information, T-attenuator pads were used to match the 50 Ω impedance of this instrument’s ports to the AD8370. An Agilent 4795A Spectrum Analyzer was used to obtain nonlinear measurements IMD, IP3, and P1dB through matching baluns and/or attenuator networks. Various other measurements were taken with setups shown in this section. COMPOSITE WAVEFORM ASSUMPTION The nonlinear two-tone measurements made for this data sheet, i.e., IMD and IP3, are based on the assumption of a fixed value composite waveform at the output, generally 1 V p-p. The fre- quencies of interest dictate the use of RF test equipment, and because this equipment is generally not designed to work in units of volts, but rather watts and dBm, an assumption was made to facilitate equipment setup and operation. Two sinusoidal tones can be represented as V1 = V sin (2∏f1t) V2 = V sin (2∏f2t) The RMS average voltage of one tone is 2 1 ) ( 1 2 0 = ∫ dt V T T 1 where T is the period of the waveform. The RMS average voltage of the two-tone composite signal is 1 ) ( 1 2 0 = + ∫ dt V V T 2 T 1 It can be shown that the average power of this composite waveform is twice (3 dB) that of the single tone. This also means that the composite peak-to-peak voltage is twice (6 dB) that of a single tone. This principle can be used to set correct input amplitudes from generators scaled in dBm and is correct if the two tones are of equal amplitude and are reasonably close in frequency. DEFINITIONS OF SELECTED PARAMETERS Common-mode rejection ratio (Figure 26) has been defined for this characterization effort as Gain Mode Common Gain Mode al Differenti where the numerator is the gain into a differential load at the output due to a differential source at the input, and the denominator is the gain into a differential-mode load at the output due to a common-mode source at the input. In terms of mixed-mode s-parameters, this equates to SDC21 SDD21 More information on mixed-mode s-parameters can be obtained in a reference by Bockelman, D.E. and Eisenstadt, W.R., Combined Differential and Common-Mode Scattering Parameters: Theory and Simulation. IEEE Transactions on Microwave Theory and Techniques, v 43, n 7, 1530 (July 1995). Reverse isolation (Figure 24) is defined as SDD12. Power supply rejection ratio (PSRR) has been defined as s dm A A where Adm is the differential mode forward gain (SDD21), and As is the gain from the power supply pins (VCCI and VCCO, taken together) to the output (OPLO and OPHI, taken differen- tially), corrected for impedance mismatch. The following reference provides more information: Gray, P.R., Hurst, P.J., Lewis, S.H. and Meyer, R.G., Analysis and Design of Analog Integrated Circuits, 4th Edition, John Wiley & Sons, Inc., page 422. |
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