G
guille
Guest
Hi all,
I have a signal that originates at a given device with known timing
with respect to the rising edge of a clock: 2 ns min, 8 ns typ, 20
ns max.
This signal goes through a Xilinx XCR3256XL-10 CPLD and is delayed
by the internal CPLD logic. So the timing after going through the
CPLD relative to clock (clock does not go through the CPLD) would
be like this:
tmin = 2 + min(CPLD prop. delay)
ttyp = 8 + typ(CPLD prop. delay)
tmax = 20 + max(CPLD prop. delay)
The Xilinx datasheet specifies propagation delay in this case and
for this device to be 10 ns maximum in total, including input and
output buffer delays. However no minimum or typical times are given.
I do understand typical times are of limited usefulness but minimum
I'd need to know. Right now I can only take 0 ns as minimum but I
assume there must be a better way.
Does anyone know whether this data is available in any of Xilinx's
white papers or ANs (haven't found anything so far) or available on
demand, or can anyone suggest what's the best way to handle this
case?
Thanks,
Guillermo Rodriguez
I have a signal that originates at a given device with known timing
with respect to the rising edge of a clock: 2 ns min, 8 ns typ, 20
ns max.
This signal goes through a Xilinx XCR3256XL-10 CPLD and is delayed
by the internal CPLD logic. So the timing after going through the
CPLD relative to clock (clock does not go through the CPLD) would
be like this:
tmin = 2 + min(CPLD prop. delay)
ttyp = 8 + typ(CPLD prop. delay)
tmax = 20 + max(CPLD prop. delay)
The Xilinx datasheet specifies propagation delay in this case and
for this device to be 10 ns maximum in total, including input and
output buffer delays. However no minimum or typical times are given.
I do understand typical times are of limited usefulness but minimum
I'd need to know. Right now I can only take 0 ns as minimum but I
assume there must be a better way.
Does anyone know whether this data is available in any of Xilinx's
white papers or ANs (haven't found anything so far) or available on
demand, or can anyone suggest what's the best way to handle this
case?
Thanks,
Guillermo Rodriguez