AD624–14030160G = 500–VS = –15V dc+–1201401V p-p SINEWAVEG = 100dBG = 500–V p-p –120–10020G = 1100dB–80–G = 1, 100G = 50080G = 100–60CMRR6010–40G = 100 - G = 100040G = 1–20FULL-POWER RESPONSEPOWER SUPPLY REJECTION20BANDWIDTH LIMITED0001101001k10k 100k1M10M1k10k100k1M101001k10k100kFREQUENCY – HzFREQUENCY – HzFREQUENCY – Hz Figure 10. CMRR vs. Frequency RTI, Figure 11. Large Signal Frequency Figure 12. Positive PSRR vs. Zero to 1k Source Imbalance Response Frequency 1000160100kHz–VS = –15V dc+1401V p-p SINEWAVEfA/dBG = 500––100120HzG = 110k100nV/G = 10–10801000G = 100G = 100, 100060VOLT NSDG = 1000401100G = 1POWER SUPPLY REJECTION200.1010101001k10k100k1101001k10k100kCURRENT NOISE SPECTRAL DENSITY0.111010010k100kFREQUENCY – HzFREQUENCY – HzFREQUENCY – Hz Figure 13. Negative PSRR vs. Figure 14. RTI Noise Spectral Figure 15. Input Current Noise Frequency Density vs. Gain –12 TO 121%0.1%0.01%–8 TO 8–4 TO 4OUTPUT STEP –V4 TO –48 TO –81%0.1%0.01%12 TO –1205101520SETTLING TIME – s Figure 16. Low Frequency Voltage Figure 17. Low Frequency Voltage Figure 18. Settling Time, Gain = 1 Noise, G = 1 (System Gain = 1000) Noise, G = 1000 (System Gain = 100,000) REV. C –5–