In this episode, we design two simple state machines (one 2-bit and one 3-bit) that generate simple integer sequences. It helps if you have seen the use of D flip-flops and Karnaugh maps, but it's not necessary.

Timestamps
00:04 | Intro
01:52 | Design of a 2-Bit Sequence Generator
02:38 | Determining Number of Bits Required for 4 Integer Sequence
02:58 | Basic Configuration of 2-Bit Sequence Generator
04:39 | Constructing Truth Table for 2-Bit Sequence Generator
05:47 | Final Logic Circuit for 2-Bit Sequence Generator
08:05 | Design of a 3-Bit Sequence Generator
08:48 | Determining Number of Bits Required for 6 Integer Sequence
09:37 | Constructing Truth Table for 3-Bit Sequence Generator
11:31 | Using Karnaugh Maps to Determine Logic Expressions for 3-Bit Sequence Generator
14:36 | Final Logic Circuit for 3-Bit Sequence Generator
16:21 | What's Next?

Hashtags
#statemachines #logic #design #sequences