Product comparison · 2 internal hard drives

HP 1TB 7200rpm SATA (NCQ/Smart IV) 6Gbp/s Hard Drive vs HP MSA 146GB 6G SAS 15K SFF(2.5-inch) Dual Port Ent 3yr Warranty Hard Drive

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  • 6specifications compared
  • 4differ
  • 2identical
  • 1known for one product only

Key differences

The HP MSA 146GB 6G SAS 15K SFF(2.5-inch) Dual Port Ent 3yr Warranty Hard Drive has 7,800 RPM more HDD speed than the HP 1TB 7200rpm SATA (NCQ/Smart IV) 6Gbp/s Hard Drive (15000 RPM vs 7200 RPM). The HP MSA 146GB 6G SAS 15K SFF(2.5-inch) Dual Port Ent 3yr Warranty Hard Drive has 1.5" more HDD size than the HP 1TB 7200rpm SATA (NCQ/Smart IV) 6Gbp/s Hard Drive (2.5" vs 1"). HDD capacity: 1 TB on the HP 1TB 7200rpm SATA (NCQ/Smart IV) 6Gbp/s Hard Drive, 146 GB on the HP MSA 146GB 6G SAS 15K SFF(2.5-inch) Dual Port Ent 3yr Warranty Hard Drive. Interface: Serial ATA on the HP 1TB 7200rpm SATA (NCQ/Smart IV) 6Gbp/s Hard Drive, SAS on the HP MSA 146GB 6G SAS 15K SFF(2.5-inch) Dual Port Ent 3yr Warranty Hard Drive.

  • HDD capacity
    • 1TB 7200rpm SATA (NCQ/Smart IV) 6Gbp/s Hard Drive:1 TB
    • MSA 146GB 6G SAS 15K SFF(2.5-inch) Dual Port Ent 3yr Warranty Hard Drive:146 GB
  • HDD speed
    • 1TB 7200rpm SATA (NCQ/Smart IV) 6Gbp/s Hard Drive:7200 RPM
    • MSA 146GB 6G SAS 15K SFF(2.5-inch) Dual Port Ent 3yr Warranty Hard Drive:15000 RPM
  • HDD size
    • 1TB 7200rpm SATA (NCQ/Smart IV) 6Gbp/s Hard Drive:1"
    • MSA 146GB 6G SAS 15K SFF(2.5-inch) Dual Port Ent 3yr Warranty Hard Drive:2.5"
  • Interface
    • 1TB 7200rpm SATA (NCQ/Smart IV) 6Gbp/s Hard Drive:Serial ATA
    • MSA 146GB 6G SAS 15K SFF(2.5-inch) Dual Port Ent 3yr Warranty Hard Drive:SAS

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Comparison of 1TB 7200rpm SATA (NCQ/Smart IV) 6Gbp/s Hard Drive, MSA 146GB 6G SAS 15K SFF(2.5-inch) Dual Port Ent 3yr Warranty Hard Drive
7 specifications
Features4 differ
HDD capacityDiffers1 TB146 GB
HDD speedDiffers7200 RPM15000 RPM
HDD sizeDiffers1"2.5"
InterfaceDiffersSerial ATASAS
Poweridentical
Operating voltageKnown for oneUnknown — not stated by the source5 V

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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