Notes for Week 1
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Topics
- Intro to logic design using Verilog HDL
- Logic elements
- Expressions
- Modules and ports
Topics Deep Dive
Gate-Level Modeling
Introduction:
- Introduction to SystemVerilog and its benefits for hardware description.
- Basic syntax, data types (e.g.,
wire
, reg
, logic
), and operators.
- Simple gate primitives (e.g., and, or, not, xor).
- Modeling combinational logic circuits using gate primitives.
- Hands-on lab: Implement basic gates and simple combinational circuits (e.g., half-adder, full-adder).
SystemVerilog for testbench development:
- Generating input stimuli using random variables.
- Monitoring and checking output signals.
- Using scoreboards for data comparison.
- Hands-on lab: Develop a basic testbench for a design
What is bit swizzling?
- Bit swizzling is a technique for rearranging the order of bits within a binary data structure, such as a byte, word, or vector.
- It involves extracting specific bits from their original positions and placing them into new positions within another data structure.
Here’s a breakdown of bit swizzling:
Purpose:
- Data Reorganization: Bit swizzling is often used to reorganize data to match specific hardware requirements or to optimize data structures for certain algorithms.
- Endianness Conversion: Converting between big-endian and little-endian representations of data involves swizzling bits.
- Cryptography: Swizzling bits can be used in cryptographic operations to obscure data patterns.
- Image Processing: Manipulating individual bits in image data for tasks like color transformations or image filtering.
- Error Correction: Rearranging bits for error detection and correction codes.
Techniques:
- Shifting: Shifting bits left or right («, ») to move them to new positions.
- Masking: Using bitwise AND (&) to isolate specific bits.
- Concatenation: Combining bits from different sources using concatenation operators ({ }).
- Replication: Repeating specific bits or patterns.
For Example:
Let’s say you have a 4-bit data structure 1011
and you want to swap the two middle bits.
You could achieve this through swizzling:
- Isolate the middle bits:
- Mask the first and last bits with
0011
to get 0011
.
- Swap the middle bits:
- Shift the isolated bits left by one (
0110
) and right by one (0011
).
- Combine the shifted results using OR (
|
) to get 0111
.
- Combine with the original outer bits:
- Mask the original data with
1001
to get 1001
.
- Combine this with the swapped middle bits using OR (
|
) to get the final result 1111
.
SystemVerilog Support:
SystemVerilog provides powerful bit swizzling capabilities:
- Concatenation: Use the concatenation operator { and } to combine bits in any desired order.
- Replication: Specify the number of times to repeat a bit or pattern within the concatenation.
- Indexed Part-Select: Extract a specific range of bits using indexed part-select (
[start_bit:end_bit]
).
Example in SystemVerilog:
logic [7:0] data = 8'b10110100;
logic [7:0] swizzled_data;
swizzled_data = {data[6:7], data[2:3], data[4:5], data[0:1]}; // Swizzle specific bits
Bit swizzling is a fundamental technique in computer architecture and digital design, enabling efficient data manipulation and optimization at the bit level.
More complex gate-level modeling:
- Using assign statements for continuous assignments.
- Hierarchical design and module instantiation.
- Introduction to testbenches and basic verification concepts.
- Hands-on lab: Build a more complex combinational circuit (e.g., multiplexer, decoder) using hierarchy.
Introduction to sequential logic:
- Flip-flops (e.g., DFF, JKFF) and latches.
- Modeling simple sequential circuits (e.g., counters, shift registers).
- Understanding the concept of clocking and timing in simulations.
- Hands-on lab: Implement a simple counter or shift register.
Advanced gate-level modeling:
- User-defined primitives (UDPs) for custom gate definitions.
- Delays in gate-level modeling (#delay).
- Introduction to always blocks for procedural assignments.
- Hands-on lab: Design a sequential circuit with custom gate delays and verify its behavior.
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