Speed Difference Formula:
Where:
ΔS: Speed difference (bytes per second)
S1, S2: Speeds of RAM modules (bytes per second)
From: | To: |
Definition: This calculator computes the performance difference between two RAM modules based on their speeds in bytes per second.
Purpose: It helps computer builders and upgraders compare RAM module performance to make informed purchasing decisions.
The calculator uses the formula:
Where:
Explanation: The calculator subtracts the slower RAM speed from the faster one to show the performance difference.
Details: Comparing RAM speeds helps identify performance bottlenecks and ensures optimal system configuration.
Tips: Enter the speeds of both RAM modules in bytes per second. Positive results indicate the first module is faster, negative means the second is faster.
Q1: How do I convert MHz to bytes per second?
A: Multiply MHz by 8 (for 64-bit systems) and then by 1,000,000. Example: 3200 MHz = 3200 × 8 × 1,000,000 = 25,600,000,000 bytes/s.
Q2: What's a significant speed difference?
A: Differences less than 5% (∼1.25GB/s for DDR4) are usually negligible in real-world performance.
Q3: Does this account for latency timings?
A: No, this compares only theoretical bandwidth. For complete comparison, consider CAS latency as well.
Q4: Can I mix different speed RAM modules?
A: Yes, but all modules will run at the speed of the slowest one (unless using XMP profiles).
Q5: How does speed affect real-world performance?
A: Faster RAM benefits CPU-intensive tasks and integrated graphics, with diminishing returns beyond certain thresholds.