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MPY100SM Datasheet(PDF) 10 Page - Burr-Brown (TI) |
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MPY100SM Datasheet(HTML) 10 Page - Burr-Brown (TI) |
10 / 12 page ® MPY100 10 applied to the unused X-input (see Optional Trim Configu- ration). To trim, apply a ramp of +100mV to +1V at 100Hz to both X1 and Z1 if X2 is used for offset adjustment, otherwise reverse the signal polarity and adjust the trim voltage to minimize the variation in the output. An alterna- tive to this procedure would be to use the Burr-Brown DIV100, a precision log-antilog divider. FIGURE 9. Squarer Connection. SQUARING MPY100 Y 2 Y 1 X 2 X 1 Z 1 Z 2 Out V O = ±10V, FS (X 1 – X2) 2 V O = + Z 2 10 Optional Summing Input, ±10V, FS V X ±10V, FS MPY100 Y 2 Y 1 X 2 X 1 Z 1 Z 2 Out V O 1k Ω +0.2V ≤ V 1 ≤ +10V V 1 V 2 9k Ω (V 2 – V1) V O = 100 V 1 1% per volt SQUARE ROOT Figure 10 shows the connection for taking the square root of the voltage VZ. The diode prevents a latching condition which could occur if the input momentarily changed polar- ity. This latching condition is not a design flaw in the MPY100, but occurs when a multiplier is connected in the feedback loop of an operational amplifier to perform square root functions. The load resistance, RL, must be in the range of 10k Ω ≤ R L ≤ 1MΩ. This resistance must be in the circuit as it provides the current necessary to operate the diode. PERCENTAGE COMPUTATION The circuit of Figure 11 has a sensitivity of 1V/% and is capable of measuring 10% deviations. Wider deviation can be measured by decreasing the ratio of R2/R1. BRIDGE LINEARIZATION The use of the MPY100 to linearize the output from a bridge circuit makes the output VO independent of the bridge supply voltage. See Figure 12. TRUE RMS-TO-DC CONVERSION The rms-to-DC conversion circuit of Figure 13 gives greater accuracy and bandwidth but with less dynamic range than most rms-to-DC converters. SINE FUNCTION GENERATOR The circuit in Figure 14 uses implicit feedback to implement the following sine function approximation: VO = (1.5715V1 – 0.004317V13)/(1 + 0.001398V12) = 10 sin (9V1) MORE CIRCUITS The theory and procedures for developing virtually any function generator or linearization circuit can be found in the Burr-Brown/McGraw Hill book “FUNCTION CIRCUITS - Design and Applications.” MPY100 Y 2 Y 1 X 2 X 1 Z 1 Z 2 Out V O V O = + 10(Z 2 – Z1) +X2 (a) Circuit for positive V Z. Optional Summing Input, ±10V, FS V Z R L +0.2V ≤ (Z 2 – Z1) ≤ +10V MPY100 Y 2 Y 1 X 2 X 1 Z 1 Z 2 Out V O V O = – 10(Z 2 – Z1) +X2 (b) Circuit for negative V Z. Optional Summing Input, ±10V, FS V Z R L +0.2V ≤ (Z 2 – Z1) ≤ +10V FIGURE 10. Square Root Connection. FIGURE 11. Percentage Computation. |
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