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Hi everyone. I have a quick question to ask about 74hc160. Pin 2 (CP) is the clock input rite? and about the data input D0 to D3 (Pin3,4,5,6), we would input binary digit here right? My questions are:
1) where will the output frequency measured from? Flipflop output Q0-Q3?
2) since the data input is BCD, this is the divide ratio value rite? Means there will only be up to divide by 9 ratio?
Mode = 4.
Max Decade 1 preset = 3,
max decade 2 preset = 15,
max decade 3 preset = 15,
max decade 4 preset = 15,
max decade 5 preset = 3
so n = 4(1000x3 + 100x15 + 10x15 + 1x15) + 3 = 18663. Why am i not getting 15999? Or the datasheet just indicates that the IC is not capable of going beyond 15999? I do realise that under "binary Max" they indicate as 18663. What does this mean?
This IC is fascinating. I realised that I made a mistake. The max preset for decade 2, 3, and 4 ought to be 9 instead of 15, since it is a BCD counter. Now it makes sense since n = 4(1000x3 + 100x9 + 10x9 + 1x9) + 3 = 15999![]()
Im flattered. Full credit goes to you. By the way, I am going to order a microcontroller along with CD4059. My groupmate happen to own a PIC microcontroller burner, so we are planning to buy a PIC microcontroller to program the data inputs to the divider. Can u suggest us a basic PIC microcontroller that is sufficient to control our CD4059? I need your advice in terms of Flash memory size, RAM size and I/O lines...
Thanks again for your time..
I'm looking in various places.
It may be obvious to you, but you can consider 74HCT4059 as well.
There are many ICs which implement all of the logic needed in a frequency synthesizer. These ICs are too complex for your application though, so I am not going to recommend any of them.
After some effort, I have not succeeded in finding something similar except for the same part with different prefixes, like CD, HEF and so on. I think you are already aware of those ones.
The other way to solve the problem is to go back to using 4 bit or 8 bit decade or binary counter ICs and wire them up to do your Divide-by-N function, but this is definitely more complex than using the 4059.