I found some relevant info in TI's app note Understanding and Interpreting Standard-Logic Data Sheets, SZZA036B.
Under the Propagation Delay Time explanation on page 57:
A common misconception about logic devices is that the maximum data-signaling rate (or maximum frequency, as it is commonly misnamed) is equal to the inverse of the propagation delay. The maximum data rate on buffers is dependent on several factors, such as propagation delay matching, input sensitivity, and output edge rates. A device can have a high maximum signaling rate if the propagation delays from low-to-high and high-to-low are matched, the input is fast enough to respond to the fast data rate, and the output edge rate does not interfere with the low and high-level steady states. Clocked devices behave in the same manner, but now the set-up and hold times must be taken into account
I can't find anything else about input sensitivity in this app note. That's probably part what I need. If my question was easy to answer, TI would probably do it here.
If input sensitivity is hard to find, and a small factor compared to the propagation delay, maybe the loosey-goosey method I've been using (invert Tpd and include a margin for error) isn't so bad at approximating the max frequency.
Anyway, I think I'll be incommunicado for the holiday weekend. Any additional responses are appreciated, but don't expect them from me. Thanks for everything so far.
Under the Propagation Delay Time explanation on page 57:
A common misconception about logic devices is that the maximum data-signaling rate (or maximum frequency, as it is commonly misnamed) is equal to the inverse of the propagation delay. The maximum data rate on buffers is dependent on several factors, such as propagation delay matching, input sensitivity, and output edge rates. A device can have a high maximum signaling rate if the propagation delays from low-to-high and high-to-low are matched, the input is fast enough to respond to the fast data rate, and the output edge rate does not interfere with the low and high-level steady states. Clocked devices behave in the same manner, but now the set-up and hold times must be taken into account
I can't find anything else about input sensitivity in this app note. That's probably part what I need. If my question was easy to answer, TI would probably do it here.
If input sensitivity is hard to find, and a small factor compared to the propagation delay, maybe the loosey-goosey method I've been using (invert Tpd and include a margin for error) isn't so bad at approximating the max frequency.
Anyway, I think I'll be incommunicado for the holiday weekend. Any additional responses are appreciated, but don't expect them from me. Thanks for everything so far.
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