Can a PROM and Shift Register Recognize Specific Number Sequences?

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SUMMARY

The discussion centers on implementing a sequential circuit using a Programmable Read-Only Memory (PROM) and a shift register to recognize specific number sequences: 1, 4, 5, 9 for the first output and 12, 13, 14, 15 for the second output. The user expresses difficulty in constructing a situation table with flip-flops due to the complexity of a 4-bit number, indicating a need for a more efficient solution. The consensus suggests leveraging the capabilities of PROMs for state storage and using shift registers for sequential input processing.

PREREQUISITES
  • Understanding of Programmable Read-Only Memory (PROM) functionality
  • Knowledge of shift register operation and clock pulse mechanisms
  • Familiarity with sequential circuit design principles
  • Basic concepts of binary number representation and state machines
NEXT STEPS
  • Research how to design state machines using PROMs for specific output sequences
  • Learn about shift register configurations and their applications in sequential circuits
  • Explore techniques for simplifying situation tables in digital circuit design
  • Investigate the use of simulation tools for testing sequential circuit designs
USEFUL FOR

Electronics engineers, digital circuit designers, and students studying sequential logic who are looking to implement complex number sequence recognition using PROMs and shift registers.

some_one
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i need to implement a sequential circuit that has two outputs
the first recognizes 1,4,5,9
the second one recognizes 12,13,14,15
i need build this one using a PROM and a shift register
 
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what should i do...

i think that a shift register is just a slow input line
it proceeds in each Clock pulse were in normal line they data comes straight away.i was required to use it in the question

i don't have any idea of how to build this thing

when i tried to build the situation table
i came to the conclusion that building it in the normal way with flip flops
its impossible.its a 4 bit number
there are lots of possibilities
it would take me hours to write each one

i think they intended for some other solution

what should i do??
 
Last edited:

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