Please create this project in Logisim only. Please add images. You can draw diagrams etc.

Scenario: Digital Binary Counter Display for Educational Purposes

For this project, I have selected a practical scenario involving a binary counter display.

Circuit Design Analysis

The design of this binary counter display involves the use of flip$-$flops arranged to create a modulo $4$ binary counter. This counter has four distinct states $(00,01,10,11),$ with each state change triggered by a clock pulse. Below is a step$-$by$-$step breakdown of the design and operation:

$1.$ Input Signal $($Clock Pulse$)$: The counter is driven by a clock signal. Each pulse of the clock triggers a state transition in the counter.

$2.$ Flip$-$Flop Configuration: Two JK flip$-$flops are used to implement the modulo $4$ counter. The outputs of these flip$-$flops represent the binary states of the counter. The first flip$-$flop $($Q$0)$ toggles on every clock pulse, while the second flip$-$flop $($Q$1)$ toggles only when Q$0$ transitions from $1$ to $0$

$3.$ State Transition: The initial state of the counter is $00($Q$1=0,$ Q$0=0).$ As the clock signal advances, the outputs follow a cyclic sequence: $00,01,10,11,$ and then back to $00.$ This sequence is repeated indefinitely as long as the clock pulses continue.

Utilization of Registers and Counters

Registers are used to hold the state of the counter, while the counters manage the state transitions based on the input clock. Specifically:

$$ Registers: The two flip$-$flops serve as registers, storing the binary state of the system at any given time. These registers update their values based on the clock input and the logic implemented within the flip$-$flops.

$$ Counters: The counter function is achieved by the state transitions of the flip$-$flops. Each flip$-$flop changes its state in response to the clock pulses, resulting in a counting operation from $0$ to $3$ in binary $(00$ to $11)$

This design illustrates how registers and counters collaborate to create predictable and repeatable outputs in response to sequential input signals.

Overview of Key Components and Functionality

The key components of the binary counter display project include the clock signal, two JK flip$-$flops, and a simple binary display. These components work together as follows:

$$ Clock Signal: Provides the input that drives the system, ensuring regular state changes.

$$ Flip$-$Flops $($Registers$)$: Store the current state of the system and update in response to clock pulses.

$$ Display: Converts the binary output of the flip$-$flops into a visual representation of the counter$$s state, allowing users to observe the binary counting sequence in real time.

The interaction of these components creates a simple yet effective binary counter that demonstrates the principles of sequential logic circuits