[Solved]:Timed Lab 1: Arithmetic Logic Units

1.1    General Rules

    1. You are allowed to submit this timed lab starting from the moment the assignment is released, until 75 minutes after your lab period|no more and no less (unless you have accommodations or special circumstances that have already been discussed with your professor). Gradescope submissions will remain open but you are not allowed to submit after the 75 minute period is over.

        ◦ You may submit to Gradescope as many times as you wish within your allotted test time period. We will grade your last submission.

        ◦ Submitting or resubmitting the assignment after this is a violation of the honor code|doing so will automatically incur a zero on the assignment and might be re-ferred to the O ce of Student Integrity.

    2. Although you may ask TAs for clari cation, you are ultimately responsible for what you submit. The information provided in this Timed Lab pdf takes precedence. If in doubt, please make sure to indicate any con icting information to your TAs.

    3. Resources you are allowed to use during the timed lab:

        ◦ Assignment  les

        ◦ Previous homework and lab submissions (this includes homework PDFs)

        ◦ Class Notes (Open Net, Open Book)

        ◦ Your mind!

    4. Resources you are NOT allowed to use:

        ◦ Email/messaging

        ◦ Contact in any form with any other person besides TAs

1.2    Submission Rules

    1. Follow the guidelines under the Deliverables section.

    2. You are also responsible for ensuring that what you turned in is what you meant to turn in. After submitting you should be sure to download your submission into a brand new folder and test if it works. No excuses if you submit the wrong les, what you turn in is what we grade. In addition, your assignment must be turned in via Gradescope. Under no circumstances whatsoever will we accept any email submission of an assignment. Note: if you were granted an extension you will still turn in the assignment over Gradescope.

    3. Do not submit links to les. We will not grade assignments submitted this way as it is easy to change the les after the submission period ends.

1.3    Is collaboration allowed?

Absolutely NOT. No collaboration is allowed for timed labs.








2
    • Overview

In this timed lab, you will be creating an ALU with four operations. This ALU will take in two 8-bit inputs and one 2-bit op code. It will output one 8-bit output.

2.1    Tasks and Strategy

    • Set up your MUX for the ALU output.

    • Build your  rst operation circuit, and connect it to the MUX. Then submit it to Gradescope.

    • Build your second operation circuit and connect it to the MUX. Submit it to Gradescope.

    • Rinse and repeat (do operations 3 and 4).

    • Hint: After you complete each operation, you may want to save a local copy of your le as a backup. That way, if you have a problem later on, you can revert to the prior working version quickly.

2.2    Allowed Components

When building this ALU, you may only use:

    1. basic logic gates (AND, OR, NOT),

    2. decoders,

    3. multiplexers,

    4. the built-in Circuitsim adders (NOT the built-in subtractors),

    5. splitters,

    6. wires,

    7. tunnels,

    8. constants,

    9. input pins,

    10. output pins

IMPORTANT NOTE 1: YOU DO NOT NEED TO BUILD THE GATES OUT OF TRANSISTORS.

PLEASE, FOR YOUR OWN SAKE, DON’T DO IT. USE THE BUILT IN GATES.

IMPORTANT NOTE 2: You’re allowed to use CircuitSim’s default, built-in adders (in the Arithmetic tab). So please don’t try to make your own adders, just use that one. You’re not allowed to use anything else from the Arithmetic tab (don’t try to use a subtractor; if you need a subtractor, you will need to create your own using the above-mentioned components).












3
    • Instructions

3.1    CircuitSim Information

For this assignment, you will be using CircuitSim. The version is the exact same as the one used in Homework 2 and 3, and can be found on the Docker image provided for this class. To ensure you are on the correct version, check to see if the title bar says "CircuitSim v1.8.2 2110 edition". If your le does not open in this version of CircuitSim you will receive a 0. All changes should be made in the tl1.sim le. Do not move or rename any or the input or output pins.

3.2    ALU Components

You will create an 8-bit ALU with the following operations, using any of the gates listed above. All numbers should be interpreted as 2’s complement.

00.
A / 4
[A/4]
01.
absOf(A + B)
[(A + B) < 0, return -(A + B), (A + B) >= 0, return (A + B)]
10.
XNOR
[A XNOR B]
11.
oddAndEven
[Ex. A = 10111011, B = 01011010, output = 10111010]


see below for details

Below are descriptions to elaborate more on the problems above. If you’re still having trouble comprehending exactly what the question is asking after reading below, please ask one of your TAs for clari cation.

    • In the A / 4 operation, note that if A is not divisible by 4, round down. For example, -1/4 = -1 and 10/4 = 2.

    • Notice that A / 4 depends solely on the A input. It should NOT rely on B being a particular value.

    • For the absOf(A + B) operation, you need to return the absolute value of A + B. That is, if A + B < 0, as in A + B is negative, return -(A + B). If A + B >= 0, as in A + B is positive or zero, simply return A + B.

    • HINT: The truth table for the XNOR operation is as follows:
















    • oddAndEven should return an output where the even bits of the output correspond to the AND of the even bits of A and B. The odd bits correspond to the OR of the odd bits of A and B. For example, if A = 10111011 and B = 01011010, the output should be 10111010. In the output, the bits at the even positions (at positions 6(0), 4(1), 2(0) and 0(0) respectively) are from 0101 & 1100, and the bits at the odd positions (at positions 7(1), 5(1), 3(1) and 1(1) respectively) are from 1111 + 0011.

4

    • This ALU has two 8-bit inputs for A and B and one 2-bit input for OP, the op-code for the operation in the list above. It has one 8-bit output named out.

    • The provided autograder will check the op-codes according to the order listed above A / 4 (00), absOf(A + B) (01), etc. and thus it is important that the operations are in this exact order.


    • Checking your work

You can locally check your grade by navigating to the directory containing tl1.sim and running

java -jar tl1-tester.jar


    • Deliverables

Please upload the following    les onto the assignment on Gradescope:

    1. tl1.sim











































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