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SPT7820 Datasheet(PDF) 7 Page - Cadeka Microcircuits LLC. |
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SPT7820 Datasheet(HTML) 7 Page - Cadeka Microcircuits LLC. |
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7 / 11 page ![]() 7 3/11/97 SPT7820 ladder taps (VST, VRM and VSB). VST is the sense for the top of the reference ladder (+2.0 V), VRM is the midpoint of the ladder (0.0 V typ) and VSB is the sense for the bottom of the reference ladder (-2.0 V). The voltages seen at VST and VSB are the true full scale input voltages of the device when VFT and VFB are driven to the recommended voltages (+2.5 V and -2.5 V typical respectively). These points should be used to monitor the actual full scale input voltage of the device and should not be driven to the expected ideal values as is commonly done with standard flash converters. When not being used, a decoupling capacitor of .01 µF (chip cap preferred) connected to AGND from each tap is recom- mended to minimize high frequency noise injection. Figure 3 - Analog Equivalent Input Circuit VCC VEE VFT VIN An example of a reference driver circuit recommended is shown in figure 2. IC1 is REF-03, the +2.5 V reference with a tolerance of 0.6% or +/- 0.015 V. The potentiometer R1 is 10 k Ω and supports a minimum adjustable range of up to 150 mV. IC2 is recommended to be an OP-07 or equivalent device. R2 and R3 must be matched to within 0.1% with good TC tracking to maintain a 0.3 LSB matching between VFT and VFB. If 0.1% matching is not met, then potentiometer R4 can be used to adjust the VFB voltage to the desired level. VFT and VFB should be adjusted such that VST and VSB are exactly +2.0 V and -2.0 V respectively. The analog input range will scale proportionally with respect to the reference voltage if a different input range is required. The maximum scaling factor for device operation is ± 20% of the recommended reference voltages of VFT and VFB. How- ever, because the device is laser trimmed to optimize perfor- mance with ± 2.5 V references, the accuracy of the device will degrade if operated beyond a ± 2% range. The following errors are defined: +FS error = top of ladder offset voltage = ∆(+FS -VST+1 LSB) -FS error = bottom of ladder offset voltage = ∆(-FS -VSB-1 LSB) where the +FS (full scale) input voltage is defined as the output transition between 1-10 and 1-11 and the -FS input voltage is defined as the output transition between 0-00 and 0-01. ANALOG INPUT VIN is the analog input. The full scale input range will be 80% of the reference voltage or ±2 volts with VFB=-2.5 V and VFT=+2.5 V. The drive requirements for the analog inputs are minimal when compared to conventional Flash converters due to the SPT7820’s extremely low input capacitance of only 5 pF and very high input resistance of 300 k Ω. For example, for an input signal of ±2 V p-p with an input frequency of 10 MHz, the peak output current required for the driving circuit is only 628 µA. CLOCK INPUT The SPT7820 is driven from a single-ended TTL input (CLK). The CLK pulse width (tpwH) must be kept between 20 ns and 300 ns to ensure proper operation of the internal track-and- hold amplifier. (See timing diagram.) When operating the SPT7820 at sampling rates above 3 MSPS, it is recom- mended that the clock input duty cycle be kept at 50% but performance will not be degraded if kept within the range of 40-60%. The analog input signal is latched on the rising edge of the CLK. The clock input must be driven from fast TTL logic (VIH ≤4.5 V, TRISE <6 ns). In the event the clock is driven from a high current source, use a 100 Ω resistor in series to current limit to approximately 45 mA. DIGITAL OUTPUTS The format of the output data (D0-D9) is straight binary. (See table II.) The outputs are latched on the rising edge of CLK with a propagation delay of 14 ns (typ). There is a one clock cycle latency between CLK and the valid output data. (See the timing diagram.) Table II - Output Data Information ANALOG INPUT OVERRANGE OUTPUT CODE D1O D9-DO >+2.0 V + 1/2 LSB 1 11 1111 1111 +2.0 V -1 LSB O 11 1111 111Ø 0.0 V O ØØ ØØØØ ØØØØ -2.0 V +1 LSB O OO OOOO OOOØ <-2.0 V O OO OOOO OOOO (Ø indicates the flickering bit between logic 0 and 1). The rise times and fall times of the digital outputs are not symmetrical. The propagation delay of the rise time is typi- cally 14 ns and the fall time is typically 6 ns. (See figure 4.) The nonsymmetrical rise and fall times create approximately 8 ns of invalid data. |
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