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AD9226ARSZ Datasheet(PDF) 19 Page - Analog Devices |
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AD9226ARSZ Datasheet(HTML) 19 Page - Analog Devices |
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19 / 28 page ![]() REV. B AD9226 –19– MODE CONTROLS Clock Stabilizer The clock stabilizer is a circuit that desensitizes the ADC from clock duty cycle variations. The AD9226 eases system clock constraints by incorporating a circuit that restores the internal duty cycle to 50%, independent of the input duty cycle. Low jitter on the rising edge (sampling edge) of the clock is preserved while the noncritical falling edge is generated on-chip. It may be desirable to disable the clock stabilizer, and may be necessary when the clock frequency speed is varied or completely stopped. Once the clock frequency is changed, over 100 clock cycles may be required for the clock stabilizer to settle to a dif- ferent speed. When the stabilizer is disabled, the internal switching will be directly affected by the clock state. If the external clock is high, the SHA will be in hold. If the clock pulse is low, the SHA will be in track. TPC 16 shows the benefits of using the clock stabilizer. See Tables I and III. Data Format Select (DFS) The AD9226 may be set for binary or two’s complement data output formats. See Tables I and II. SSOP Package The SSOP mode control (Pin 22) has two functions. It enables/ disables the clock stabilizer and determines the output data format. The exact functions of the mode pin are outlined in Table I. Table I. Mode Select (SSOP) Mode DFS Clock Duty Cycle Shaping DNC Binary Clock Stabilizer Disabled AVDD Binary Clock Stabilizer Enabled GND Two’s Complement Clock Stabilizer Enabled 10 k Ω Two’s Complement Clock Stabilizer Disabled Resistor To GND LQFP Package Pin 35 of the LQFP package determines the output data format (DFS). If it is connected to AVSS, the output word will be straight binary. If it is connected to AVDD, the output data format will be two’s complement. See Table II. Pin 43 of the LQFP package controls the clock stabilizer function of the AD9226. If the pin is connected to AVSS, both clock edges will be used in the conversion architecture. When Pin 43 is connected to AVDD, the internal duty cycle will be determined by the clock stabilizer function within the ADC. See Table III. Table II. DFS Pin Controls DFS Function Pin 35 Connection Straight Binary AVSS Two’s Complement AVDD Table III. Clock Stabilizer Pin Clock Restore Function Pin 43 Connection Clock Stabilizer Enabled AVDD Clock Stabilizer Disabled AVSS DIGITAL INPUTS AND OUTPUTS Digital Outputs Table IV details the relationship among the ADC input, OTR, and straight binary output. Table IV. Output Data Format Two’s Binary Complement Input (V) Condition (V) Output Mode Mode OTR VINA–VINB < – VREF 0000 0000 0000 1000 0000 0000 1 VINA–VINB = – VREF 0000 0000 0000 1000 0000 0000 0 VINA–VINB = 0 1000 0000 0000 0000 0000 0000 0 VINA–VINB = + VREF – 1 LSB 1111 1111 1111 0111 1111 1111 0 VINA–VINB ≥ + VREF 1111 1111 1111 0111 1111 1111 1 Out of Range (OTR) An out-of-range condition exists when the analog input voltage is beyond the input range of the converter. OTR is a digital output that is updated along with the data output corresponding to the particular sampled analog input voltage. Hence, OTR has the same pipeline delay (latency) as the digital data. It is LOW when the analog input voltage is within the analog input range. It is HIGH when the analog input voltage exceeds the input range as shown in Figure 14. OTR will remain HIGH until the analog input returns within the input range and another conversion is completed. By logical ANDing OTR with the MSB and its complement, overrange high or underrange low conditions can be detected. Table V is a truth table for the over/underrange circuit in Figure 15, which uses NAND gates. Systems requiring programmable gain conditioning of the AD9226 input signal can immediately detect an out-of-range condition, thus elimi- nating gain selection iterations. Also, OTR can be used for digital offset and gain calibration. Table V. Out-of-Range Truth Table OTR MSB Analog Input Is 0 0 In Range 0 1 In Range 1 0 Underrange 1 1 Overrange 1111 1111 1111 1111 1111 1111 1111 1111 1110 OTR –FS +FS –FS +1/2 LSB +FS – 1/2 LSB –FS – 1/2 LSB +FS – 1 1/2 LSB 0000 0000 0001 0000 0000 0000 0000 0000 0000 1 0 0 0 0 1 OTR DATA OUTPUTS Figure 14. OTR Relation to Input Voltage and Output Data OVER = 1 UNDER = 1 MSB OTR MSB Figure 15. Overrange or Underrange Logic |
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