From my observations, it takes 93usec for a signal to travel through a Bourns debounce filter and a 74HC14 Schmitt Trigger.
(my eyes just gloss over when I try to figure this out from a datasheet)
From my observations, it takes 93usec for a signal to travel through a Bourns debounce filter and a 74HC14 Schmitt Trigger.
(my eyes just gloss over when I try to figure this out from a datasheet)
My Creality Ender 3 S1 Plus is a giant paperweight that can't even be used as a boat anchor, cause I'd be fined for polluting our waterways with electronic devices.
Not as dumb as yesterday, but stupider than tomorrow!
tor = RC [rc time constant]
falling tor = 10k*0.1uF = 1mS
smit trigger will definitely be triggered @ tor*2 = 2 mS
rising tor = 20k*0.1uF = 2mS
smit trigger will definitely be triggered @ tor*2 = 4 mS
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Warning I'm not a teacher
I'm using 10K - 0.01uF, exactly like here:
Along with Toshiba's TC74HC14AP Schmitt trigger (I'm guessing I'm supposed to look at propagation delay ? ):
https://mm.digikey.com/Volume0/opasd...4/TC74HC14.pdf
My math uses fuzzy logic at the best of times.![]()
My Creality Ender 3 S1 Plus is a giant paperweight that can't even be used as a boat anchor, cause I'd be fined for polluting our waterways with electronic devices.
Not as dumb as yesterday, but stupider than tomorrow!
\I'm guessing I'm supposed to look at propagation delay ?
propagation delay has virtually zero impact on the debounce time
tor = RC [rc time constant] is the most significant factor by 3 orders of magnitude
falling tor = 10k*0.01uF = 100uS
propagation delay 0.021 uS
debounce time is the time taken for the st input voltage to fall from vcc to the
Negative threshold voltage for the SCHMITT trigger ie 2*tor
rising tor = 20k*0.01uF = 200uS
debounce time is the time taken for the st input voltage to rise from ground to the Positive threshold voltage for the SCHMITT trigger ie 2*tor
Warning I'm not a teacher
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