L-3.10: Set Associative Mapping with Examples in Hindi | Cache Mapping | Computer Organisation
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28 days ago
Published on Jan 26, 2026
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Table of Contents
Introduction
This tutorial explains set associative mapping, an important concept in computer organization related to cache memory. Set associative mapping combines features of both direct and associative cache mapping techniques, allowing efficient data retrieval and storage. Understanding this concept can enhance your knowledge of cache systems and improve performance in computing tasks.
Step 1: Understanding Cache Memory
- Cache memory is a smaller, faster type of volatile memory that provides high-speed data access to the CPU.
- It stores copies of frequently accessed data from the main memory, reducing the time it takes to access data.
- Cache is organized into lines or slots, each of which can hold a block of data.
Step 2: Exploring Direct Mapping
- In direct mapping, each block of main memory is mapped to exactly one cache line.
- This leads to potential conflicts if multiple blocks compete for the same cache line, causing cache misses.
- Benefits of direct mapping:
- Simple and easy to implement.
- Fast data retrieval.
Step 3: Understanding Fully Associative Mapping
- Fully associative mapping allows any block of main memory to be stored in any cache line.
- It eliminates conflicts but requires more complex circuitry to search the entire cache.
- Benefits of fully associative mapping:
- Minimizes cache misses.
- Flexible storage.
Step 4: Introduction to Set Associative Mapping
- Set associative mapping is a hybrid approach that combines direct and fully associative mapping.
- Each cache line can store multiple blocks of data (e.g., 2 or 4 blocks), leading to a set of lines for each index.
- The number of lines in a set determines the degree of associativity (e.g., 2-way or 4-way set associative).
Step 5: Advantages of Set Associative Mapping
- Reduces the likelihood of cache misses compared to direct mapping.
- Provides a balance between complexity and performance.
- Allows for more flexible data storage, improving cache efficiency.
Step 6: Example of Set Associative Mapping
- Assume a cache with 4 sets and each set can hold 2 blocks.
- Map the main memory addresses to cache sets:
- Calculate the cache index using the formula:
Index = (Memory Address) mod (Number of Sets).
- Calculate the cache index using the formula:
- When a memory address is accessed:
- Check the corresponding set.
- If the block is present, it is a cache hit.
- If not, replace an existing block in the set (using a replacement policy like LRU or FIFO).
Step 7: Common Pitfalls to Avoid
- Ensure that you understand the differences between direct, fully associative, and set associative mappings.
- Be aware of the replacement policies when a cache miss occurs.
- Consider the trade-off between complexity and performance; higher associativity can lead to longer access times.
Conclusion
Set associative mapping provides a practical solution to cache memory management by balancing efficiency and complexity. By understanding its mechanisms and advantages, you can better optimize cache performance in various computing environments. For further study, explore related topics such as cache replacement policies and the impact of cache size on performance.