LEGEND
Explanation of electric characteristics and operating conditions
CONVENTIONS.
With GATE is meant the inverting circuit included the capacitive load CLOAD of 15 pF.
With LOAD is meant another GATE identical to the driver one.
With TRANSITION is meant the voltage flow referred to from a logic level to the other.
Regarding the measures of td, ts, tr, tf, tON and tOFF the rise and fall times of the input signal have been reduced from 1 ns to 1 ps.
STATIC CHARACTERISTICS
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SIMBOLS |
TERMS |
DEFINITIONS |
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V IL |
Low-level input voltage |
Measure without load. Input voltage such that the derivative of the output voltage is equal to -1, as soon as the latter leaves the high logic level (fig.1). |
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V IH |
High-level input voltage |
Measure without load. Input voltage such that the derivative of the output voltage is equal to -1, as soon as the latter leaves the low logic level (fig.1). |
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V OLmin |
Low-level output voltage |
Measure without load. Output voltage value for VIN =Vcc (fig.1). |
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V OL |
Maximum low-level output voltage |
Measure without load. Output voltage value for VIN=VIH (fig.1). |
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V OHmax |
High-level output voltage |
Measure without load. Output voltage value for VIN=0 (fig.1). |
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V OH |
Minimum high-level output voltage |
Measure without load. Output voltage value for VIN=VIL (fig.1). |
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NML |
Low noise margin |
The maximum positive increase of the output voltage at low logic level so that the latter is recognized as such again: NML = VIL - VOL. |
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NMH |
High noise margin |
The maximum negative increase of the output voltage at high logic level so that the latter is recognized as such again: NMH = VOH - VIH. |
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ZT |
Relative transition region |
Transition region valued as percentage of minimum swing: ZT = ( VIH - VIL ) / (VOH - VOL) %. |
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I IH |
High-level input current |
Measure with load. The current into the input of the load when a high-level voltage is established at the output of the driver. |
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I IL |
Low-level input current |
Measure with load. The current into the input of the load when a low-level voltage is established at the output of the driver. |
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I OH |
Maximum high-level output current |
Measure without load. The current delivered by a current source connected to the output such that VOUT=VOH. |
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I OL |
Maximum low-level output current |
Measure without load. The current delivered by a current source connected to the output such that VOUT=VOL. |
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I OS |
Short-circuit output current |
Measure without load. The output current when the output voltage is null with input conditions applied to establish the output logic level farthest from ground potential. |
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Pcc(OH) |
Power absorbed to high-level output |
Measure with load. Power absorbed from supply by the driver gate when its output voltage is high. The power of the driver gate yielded to input voltage source is replaced with the power of the load gate yielded to driver gate when the latter has a low output voltage. |
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Pcc(OL) |
Power absorbed to low-level output |
Measure with load. Power absorbed from supply by the driver gate when its output voltage is low. |
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Pcc |
Average power absorbed |
Average power absorbed from the supply by the gate for both output logic states: Pcc = [ Pcc(OH) + Pcc(OL) ] / 2. |
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DYNAMIC CHARACTERISTICS
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control Y |
Commutation control |
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t PLH |
Propagation delay time output Low- to-High transition |
Measure without load. The time between the 50 % of the input H® L transition and the 50 % of the output L® H transition (fig.2). |
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t PHL |
Propagation delay time output High- to-Low transition |
Measure without load. The time between the 50 % of the input L® H transition and the 50 % of the output H® L transition (fig.2). |
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t P |
Propagation delay time |
Average propagation delay time of a transition: tP = ( tPLH + tPHL ) / 2. |
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DP |
Power-Delay product |
Product of the average power absorbed Pcc and the average propagation delay time: DP= Pcc × tP. |
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Pav |
Average dynamic power absorbed |
Measure with load. Pav is valued as average power absorbed from the supply on 10 periods of the 10 MHz input waveform, in total T= 1m s. From the last oscillation of the average temporal power curve, we have estimated the excursion levels (Pm and PM in fig.3) and valued Pav as: Pav = ( Pm + PM ) / 2. |
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D |
Relative error on the average dynamic power absorbed |
In the same operative conditions above, we estimate the relative error as half-width of the last oscillation of the average temporal power curve and we report it as percentage of Pav (fig.3): D = [ ( PM - Pm ) / 2 Pav ] % = [ ( PM-Pm) / (PM+Pm) ] %. |
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td |
Delay time |
Measure without load. The time between the 50 % of the input H® L transition and the 10 % VOH point of the output L® H transition (fig.4). |
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ts |
Storage time |
Measure without load. The time between the 50 % of the input L® H transition and the 90 % VOH point of the output H® L transition (fig.4). |
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tr |
Rise time |
Measure without load. The time between the 10 % and the 90 % VOH points of the output L® H transition (fig.4). |
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tf |
Fall time |
Measure without load. The time between the 90 % and the 10 % VOH points of the output H® L transition (fig.4). |
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t ON |
Turn on time |
The time between the 50 % of the input H® L transition and the 90 % VOH point of the output L® H transition (fig.4). It is obvious that: tON = td + tr. |
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t OFF |
Turn off time |
The time between the 50 % of the input L® H transition and the 10 % VOH point of the output H® L transition (fig.4). It is obvious that: tOFF = ts + tf. |
