Calculator

Free RAM Latency Calculator - CAS Latency to Nanoseconds

Is DDR4 3200 CL16 faster or slower than DDR5 6000 CL30? The specs don't tell you directly — you need to convert to real nanoseconds. This calculator uses the standard formula ns = (CL × 2000) / MT/s, compares two kits side by side, and lets you reverse-solve: target a latency in ns and it tells you what CL you'd need at a given speed. Common DDR4 and DDR5 presets included.

DDR4 + DDR5 presets Side-by-side compare Reverse solve CL
RAM latency calculator - DDR memory sticks for CAS to nanoseconds conversion

Calculator

RAM Latency Calculator

Convert CAS latency (CL) plus memory speed (MT/s) into real nanoseconds so you can compare kits like DDR4 3200 CL16 vs DDR5 6000 CL30 on a fair axis. Formula: ns = (CL × 2000) / MT/s. Includes side-by-side compare, common kit presets, and the reverse direction (solve for CL given a target latency).

Kit A

True latency10.00 ns

Kit B

True latency10.00 ns

Compare

Both kits shown side by side. Lower ns = faster real-world access.
MetricKit AKit B
Memory speed (MT/s)32006000
Cycle time (ns)0.6250.333
CAS cycles1630
First-word latency (ns)10.0010.00
Peak bandwidth (GB/s, DC)25.648.0

Reverse: target latency -> required CL

Required CAS latencyCL 27
CL to ns
Standard formula
Reverse solve
Target ns -> CL
Side-by-side
Compare 2 kits
Presets
DDR4 + DDR5

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How The RAM Latency Calculator Works

The calculator converts between CAS latency (measured in clock cycles) and true access time (measured in nanoseconds) using the standard formula ns = (CL × 2000) / MT/s. The factor of 2000 comes from DDR memory's double-data-rate transfer — the real clock runs at MT/s divided by two, and each cycle takes 2000 / MT/s nanoseconds. This "first-word latency" (tCL in the datasheets) is the delay between issuing a READ command and the first 64 bits of data arriving at the memory controller. It is the single most-quoted latency number, but it is not the only one — tRCD, tRP, and tRAS also contribute to the round trip for a fully cold access.

Why DDR5 Kits Have Higher CL Numbers

A common beginner surprise when DDR5 launched: CL40 on an early DDR5 kit sounds much slower than CL16 on DDR4, and on cycle count it is. But because DDR5-5200 runs cycles 62% faster than DDR4-3200, the real ns is closer than the cycle count suggests. As DDR5 matured, CL dropped dramatically — DDR5-6000 CL30 hit the same 10 ns that DDR4-3200 CL16 did, while delivering nearly double the bandwidth. DDR5-6400 CL32 and DDR5-7200 CL36 also hit 10 ns. This is why reviewer guidance for Zen 4 and Zen 5 often recommends DDR5-6000 CL30 as the sweet spot — it matches DDR4's classic latency floor with far more bandwidth.

What The Calculator Does Not Capture

First-word latency is only part of the real story. A full random access to cold memory includes tRCD (RAS-to-CAS delay, typically similar to CL), tRP (row precharge), and potentially tRAS (minimum row-active time). Full-row-miss access on DDR5-6000 CL30-36-36 is roughly (30+36+36) × (2000/6000) = 34 ns, over three times the first-word figure. Cache-friendly workloads (which hit the same row repeatedly) feel more like first-word latency; random-access workloads (databases, graph traversal) feel more like the full tRCD + tRP + tCL figure. The calculator is meant to give you the quick apples-to-apples number, not the worst-case.

When To Choose Latency Over Bandwidth

On AMD Ryzen (especially Zen 3 and Zen 4), Infinity Fabric has a 1:1 ratio sweet spot with memory clock — pushing past it forces a half-speed mode that kills gains. For Ryzen 7000, that sweet spot is roughly DDR5-6000 to DDR5-6200. For Intel, the ring bus is less latency-sensitive and benefits more from raw bandwidth, so DDR5-7200 and DDR5-8000 are viable. For gaming specifically, lower latency is usually worth more than higher bandwidth, which is why CL30-32 DDR5-6000 kits dominate enthusiast recommendations. For productivity (Blender, Premiere, compilation), raw bandwidth wins — DDR5-7200 at CL36 will outperform DDR5-6000 CL30 in multi-threaded throughput tests despite identical first-word latency.

RAM Latency Calculator Guide

The math behind the number, and when latency vs bandwidth actually matters.

The formula

  • ns = (CL × 2000) / MT/s
  • Why 2000? A cycle on DDR memory takes 2000 / MT/s nanoseconds because DDR transfers on both edges of the clock (so MT/s = 2 × clock MHz).
  • CAS latency (CL) is the number of clock cycles between a READ command and the first word of data appearing.
  • Multiply cycles by cycle time (in ns) to get the real access time.
  • Example: DDR4 3200 CL16 → (16 × 2000) / 3200 = 10 ns.

Common conversions

  • DDR4 3200 CL16 = 10.00 ns
  • DDR4 3600 CL18 = 10.00 ns (same access time as above, more bandwidth)
  • DDR4 3600 CL16 = 8.89 ns (tightest DDR4)
  • DDR5 5200 CL40 = 15.38 ns (early DDR5 kits)
  • DDR5 6000 CL30 = 10.00 ns (sweet-spot DDR5)
  • DDR5 7200 CL36 = 10.00 ns (high-end DDR5)
  • Notice: all the popular kits land around 10 ns — that's not a coincidence, it's where manufacturers target.

Latency vs bandwidth

  • Two kits with identical ns (say 10 ns) will feel different in different workloads.
  • Bandwidth matters for: 3D rendering, video encode, compilation, large-file I/O.
  • Latency matters for: gaming (especially Ryzen with Infinity Fabric), pointer-heavy data structures, single-threaded CPU-bound work.
  • A DDR5 6000 CL30 kit at 48 GB/s bandwidth will outperform a DDR4 3200 CL16 kit at 25.6 GB/s in multi-threaded benchmarks even at matched latency.

Reverse solve

  • Want to know what CL you need at DDR5-7200 to match DDR5-6000 CL30's 10 ns?
  • Enter 10 ns and 7200 MT/s in the reverse section — you get CL 36.
  • Use this when evaluating manual timing sets: if you can hit CL 34 at 7200, you've beaten DDR5-6000 CL30 on latency.
  • Real-world tightening is limited by the IMC (integrated memory controller) and motherboard trace length — not every kit will hit the numbers the calculator suggests.

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