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SSM2018TP 数据表(PDF) 12 Page - Analog Devices |
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SSM2018TP 数据表(HTML) 12 Page - Analog Devices |
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12 / 16 page ![]() REV. B –12– SSM2018T If a symmetry trim is to be performed, it should precede the control feedthrough trim and be done as follows: 1. Apply a 1 kHz sine wave of 10 dBu to the input with the control voltage set for unity gain. 2. Adjust the symmetry trim potentiometer to minimize distor- tion of the output signal. Next the control feedthrough trim is done as follows: 1. Ground the input signal port and apply a 60 Hz sine wave to the control port. The sine wave should have its high and low peaks correspond to the highest gain to be used in the application and 30 dB of attenuation, respectively. For example, a range of 20 dB gain to 30 dB attenuation requires that the sine wave amplitude ranges between –560 mV and +840 mV on Pin 11. 2. Adjust the control feedthrough potentiometer to null the signal seen at the output. VIN VC VG V1–G Figure 7. OVCE Follower/VCA Connection 18k 50pF 470k 500k V+ 100k 10M CONTROL FEEDTHROUGH TRIM V+ V– V1–G VG INPUTS 220pF NC V– 1 F 1k 3k VCONTROL RB: 30k FOR CLASS A 150k FOR CLASS AB NC = NO CONNECT SYMMETRY TRIM V+ RB 1 2 3 4 5 6 7 8 16 15 14 13 12 11 10 9 SSM2018T 18k 50pF Figure 8. OVCE Application Circuit Voltage Controlled Panner An interesting circuit that is built with the OVCE building block is a voltage controlled panner. Figure 9 shows the feed- back connection for the circuit. Notice that the average of both outputs is fed back to the input. Thus, the average must be equal to the input voltage. When the control voltage is set for gain at VG, this causes V1–G to attenuate (to keep the average the same). On the other hand, when VG is attenuated, V1–G is ampli- fied. The result is that the control voltage causes the input to “pan” from one output to the other. The following expressions show how this circuit works mathematically: V G = 2 K ¥ V IN and V I –G = 2(1 – K ) ¥ V IN (4) where K varies between 0 and 1 as the control voltage is changed from full attenuation to full gain, respectively. When VC = 0, then K = 0.5 and VG = V1–G = VIN. Again, trimming is required for best performance. Pin 9 must be grounded. This is possible because the feedback is constant and the adaptive network is not needed. The VCP is the only application shown in this data sheet where Pin 9 is grounded. VIN VC VG V1–G 18k 18k Figure 9. Basic VCP Connection |
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