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TSU111ICT датащи(PDF) 18 Page - STMicroelectronics |
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TSU111ICT датащи(HTML) 18 Page - STMicroelectronics |
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18 / 30 page ![]() Application information TSU111 18/30 DocID029790 Rev 2 5.2 Rail-to-rail input The TSU111 is built with two complementary PMOS and NMOS input differential pairs. Thus, the device has a rail-to-rail input, and the input common mode range is extended from (VCC-) - 0.1 V to (VCC+) + 0.1 V. The TSU111 has been designed to prevent phase reversal behavior. 5.3 Input offset voltage drift over temperature The maximum input voltage drift variation over temperature is defined as the offset variation related to the offset value measured at 25 °C. The operational amplifier is one of the main circuits of the signal conditioning chain, and the amplifier input offset is a major contributor to the chain accuracy. The signal chain accuracy at 25 °C can be compensated during production at application level. The maximum input voltage drift over temperature enables the system designer to anticipate the effect of temperature variations. The maximum input voltage drift over temperature is computed using Equation 1. Equation 1 Where T = -40 °C and 85 °C. The TSU111 datasheet maximum values are guaranteed by measurements on a representative sample size ensuring a Cpk (process capability index) greater than 1.3. 5.4 Long term input offset voltage drift To evaluate product reliability, two types of stress acceleration are used: Voltage acceleration, by changing the applied voltage Temperature acceleration, by changing the die temperature (below the maximum junction temperature allowed by the technology) with the ambient temperature. The voltage acceleration has been defined based on JEDEC results, and is defined using Equation 2. Equation 2 Where: AFV is the voltage acceleration factor β is the voltage acceleration constant in 1/V, constant technology parameter (β = 1) VS is the stress voltage used for the accelerated test VU is the voltage used for the application The temperature acceleration is driven by the Arrhenius model, and is defined in Equation 3. ∆V io ∆T ma x V io T V io 25 – T 25 °C – = °C A FV e β V S V U – . = |
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