Product comparison · 2 memory modules

ADATA AD1S400A1G3-R memory module vs Kingston Technology 2GB 240-pin DDR3

5specifications compared
5differ
0identical
5known for one product only

Key differences

The Kingston Technology 2GB 240-pin DDR3 has 1 GB more internal memory than the ADATA AD1S400A1G3-R memory module (2 GB vs 1 GB). Only the Kingston Technology 2GB 240-pin DDR3 has ECC. Memory layout (modules x size): 1 x 1 GB on the ADATA AD1S400A1G3-R memory module, 1 x 2 GB on the Kingston Technology 2GB 240-pin DDR3. Internal memory type: DDR on the ADATA AD1S400A1G3-R memory module, DDR3 on the Kingston Technology 2GB 240-pin DDR3. Memory form factor: 200-pin SO-DIMM on the ADATA AD1S400A1G3-R memory module, 240-pin DIMM on the Kingston Technology 2GB 240-pin DDR3.

Internal memory
- AD1S400A1G3-R memory module:1 GB
- 2GB 240-pin DDR3:2 GB
Memory layout (modules x size)
- AD1S400A1G3-R memory module:1 x 1 GB
- 2GB 240-pin DDR3:1 x 2 GB
Internal memory type
- AD1S400A1G3-R memory module:DDR
- 2GB 240-pin DDR3:DDR3
Memory form factor
- AD1S400A1G3-R memory module:200-pin SO-DIMM
- 2GB 240-pin DDR3:240-pin DIMM
ECC
- AD1S400A1G3-R memory module:No
- 2GB 240-pin DDR3:Yes

Side by side

Differences highlightedShow differences only

Comparison of AD1S400A1G3-R, 2GB 240-pin DDR3
10 specifications	A ADATA AD1S400A1G3-R memory module Model AD1S400A1G3-R View product	B Kingston Technology 2GB 240-pin DDR3 View product
Features5 differ
Internal memoryDiffers	1 GB	2 GB
Memory layout (modules x size)Differs	1 x 1 GB	1 x 2 GB
Internal memory typeDiffers	DDR	DDR3
Memory form factorDiffers	200-pin SO-DIMM	240-pin DIMM
ECCDiffers	No	Yes
Memory clock speedKnown for one	400 MHz	Unknown — not stated by the source
Memory voltageKnown for one	2.5 V	Unknown — not stated by the source
Component forKnown for one	Unknown — not stated by the source	PC/Server
CAS latencyKnown for one	Unknown — not stated by the source	7
Other featuresidentical
Chips organisationKnown for one	64X8	Unknown — not stated by the source

A dash means the value is not stated by the source. Unknown values are never counted for or against a product, and there is no overall score.

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