| PARAMETER | SYMBOL | CONDITIONS | MIN | TYP | MAX | UNITS |
|---|---|---|---|---|---|---|
| POWER SUPPLY VOLTAGE | ||||||
| VDD Supply Voltage Range | VDD | Guaranteed by PSRR specification | 1.7 | 5.5 | V | |
| VDD Supply Current | IDD | No output or reference load current, TA = -40°C to +125°C | 1.35 | 2.55 | μA | |
| Power-Up Time | 5 | μs | ||||
| COMPARATOR | ||||||
| Input Common-Mode Voltage Range | VCM | TA = +25°C | -0.2 | VDD + 0.2 | V | |
| TA = -40°C to +125°C | 0 | VDD | ||||
| Input Offset Voltage | VOS | VCM = 0V to VDD -1V (Note 2) | 8 | mV | ||
| VCM = VDD -1V to VDD, TA = 0°C to +85°C (Note 2) | 10 | |||||
| VCM = VDD -1V to VDD, TA = -40°C to +125°C (Note 2) | 14 | |||||
| Input Offset Drift | 27 | μV/°C | ||||
| Input Hysteresis | VHYS | (Note 3) | 2.5 | mV | ||
| Input Bias Current | VCM = -0.2V to VDD +0.2V, TA = +25°C | 2 | 5 | nA | ||
| VCM = 0V to VDD, TA = -40°C to +85°C | 5 | |||||
| VCM = 0.2V to VDD, TA = -40°C to +125°C | 5 | |||||
| Input Offset Current | 5 | nA | ||||
| Input Capacitance | Either input, over VCM range | 2 | pF | |||
| Power-Supply Rejection Ratio | PSRR | DC, over the entire common-mode input voltage range | 50 | dB | ||
| Common-Mode Rejection Ratio | CMRR | DC, over the entire common-mode input voltage range | 46 | dB | ||
| Output Voltage Swing Low | VOL | Sinking 2mA output current, VOUT - VGND | 0.4 | V | ||
| Output Voltage Swing High | VOH | Sourcing 2mA output current, VDD - VOUT | 0.4 | V | ||
| Propagation Delay (Note 4) | tPD | 100mV overdrive, output low-to-high | 9.6 | μs | ||
| 100mV overdrive, output high-to-low | 3.2 | |||||
| 20mV overdrive, output low-to-high | 9.9 | |||||
| 20mV overdrive, output high-to-low | 5.2 | |||||
| Rise Time | tR | 25% to 75%, CL = 15pF | 300 | ns | ||
| Fall Time | tF | 75% to 25%, CL = 15pF | 52 | ns | ||
| INTERNAL REFERENCE VOLTAGE | ||||||
| Reference Voltage | VREF | TA = -40°C to +125°C | 1.21875 | 1.25 | 1.28125 | V |
| TA = +25°C | 1.2375 | 1.25 | 1.2625 | |||
| Reference Thermal Drift | VREF-TEMPCO | Over extended temperature range, TA = -40°C to +125°C | 15 | ppm/°C | ||
| Line Regulation | 1200 | ppm/V | ||||
| Load Regulation | IVREFOUT = ±100nA | 0.01 | mV/nA | |||
| Output Current (Note 5) | 0.1 | μA | ||||
| Voltage Noise | 0.1Hz to 10Hz | 82 | μVP-P | |||
| 10Hz to 10kHz | 100 | μVRMS | ||||
| Note 1: | All specifications are 100% production tested at TA = +25°C. Specification limits over temperature (TA = TMIN to TMAX) are guaranteed by design, not production tested. |
| Note 2: | Input offset voltage; VOS is defined as the center of the hysteresis band or average of the threshold trip points. |
| Note 3: | The hysteresis-related trip points are defined as the edges of the hysteresis band, measured with respect to the center of the band (i.e., VOS) (Figure 1). |
| Note 4: | Specified with an input overdrive (VOVERDRIVE) of 100mV and 20mV, and load capacitance of CL = 15pF. VOVERDRIVE is defined above the offset voltage and hysteresis of the comparator input. The reference voltage error should also be added. |
| Note 5: | Guaranteed by load regulation. |
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'/\u003e\n\t\t\t\t\t\t\u003c/g\u003e\n\t\t\t\t\t\u003c/g\u003e\n\t\t\t\t\u003c/svg\u003e\n\t\t\t\u003c/switch\u003e\n\t\t\t\u003crect height='141.358' style='fill: none; stroke: none; stroke-linecap: round; stroke-linejoin: round; stroke-width: 0.75;' v:rectContext='foreign' width='234' x='0' y='16.1425'/\u003e\n\t\t\u003c/g\u003e\n\t\u003c/g\u003e\n\u003c/svg\u003e\u003c/div\u003e\n\u003cfigcaption\u003eFigure 1. Hysteresis Band\u003c/figcaption\u003e\n\u003c/figure\u003e\u003c/div\u003e","data-container":"body"}