Part Number: SN74AUC1GU04
Thinking about a fast ring oscillator and related functions I did a comparison of propagation delays for some AUC inverters, tpd max @Vcc=2.5V and Cl=15pF:
AUC1GU04: 2ns
AUC2GU04: 1.4ns
AUC1G04: 1.6ns
AUC2G04: 1.2ns
AUC1G14: 1.6ns
AUCU04: 1.2ns
AUC04: 1ns
AUC14: 1.8ns
AUC1G86: 1.2/1.3ns
AUC2G86: 1.3ns
1. It would be common sense to assume that an unbuffered inverter is fastest (as it is with other logic families), but that seems not to be the case.
The buffered inverter 04 is consistently faster than the unbuffered U04.
This begs disbelief, what could be a possible explanation for this puzzle?
I do understand that input capacitance is higher for the unbuffered, but that would then be a measurement artefact IMHO (output drive rating is the same).
2. AUC1GU04 apparently is an outlier.
I thought about using it as a rudimentary fast integrator (unbuffered inverters are good for linear applications) but this minimalist device has unexplained bad performance.
Dual appears consistently faster than single, no idea why.
3. I do like the performance of the EXOR (86), it is faster than AND/OR/NAND/NOR; even a slight internal asymmetry shows up in the 1G86.
With A=1 it beats the other dedicated tiny inverters - if true.
With 1A=1 and 2A=0 the AUC2G86 ought to give the fastest ring oscillator now. Not sure if that really pans out.
In total: Are all these parameters still valid or is e.g. the AUC1GU04 the oldest and specified too conservatively?
I do understand that different layouts may have an influence for the same functionality, but the variation seen here (factor 2) is nevertheless quite remarkable.