Product comparison · 2 cpus

HP AMD Opteron 2378 DL365 G5 RMKT Kit vs HP Intel Celeron E3300

Key differences

Processor family
- AMD Opteron 2378 DL365 G5 RMKT Kit:AMD Opteron
- Intel Celeron E3300:Intel® Celeron®
Processor model
- AMD Opteron 2378 DL365 G5 RMKT Kit:2378
- Intel Celeron E3300:E3300
Processor base frequency
- AMD Opteron 2378 DL365 G5 RMKT Kit:2.4 GHz
- Intel Celeron E3300:2.5 GHz
Processor cores
- AMD Opteron 2378 DL365 G5 RMKT Kit:4
- Intel Celeron E3300:2
Processor socket
- AMD Opteron 2378 DL365 G5 RMKT Kit:Socket F (1207)
- Intel Celeron E3300:LGA 775 (Socket T)
Processor operating modes
- AMD Opteron 2378 DL365 G5 RMKT Kit:64-bit
- Intel Celeron E3300:32-bit
Processor cache
- AMD Opteron 2378 DL365 G5 RMKT Kit:6 MB
- Intel Celeron E3300:1 MB
Processor cache type
- AMD Opteron 2378 DL365 G5 RMKT Kit:L3
- Intel Celeron E3300:L2

Differences highlightedShow differences only

Comparison of AMD Opteron 2378 DL365 G5 RMKT Kit, Intel Celeron E3300
17 specifications	A HP AMD Opteron 2378 DL365 G5 RMKT Kit View product	B HP Intel Celeron E3300 View product
Processor10 differ
Processor familyDiffers	AMD Opteron	Intel® Celeron®
Processor modelDiffers	2378	E3300
Processor base frequencyDiffers	2.4 GHz	2.5 GHz
Processor coresDiffers	4	2
Processor socketDiffers	Socket F (1207)	LGA 775 (Socket T)
Processor operating modesDiffers	64-bit	32-bit
Processor cacheDiffers	6 MB	1 MB
Processor cache typeDiffers	L3	L2
Processor front side busDiffers	1000 MHz	800 MHz
Thermal Design Power (TDP)Differs	75 W	65 W
Processor core voltage (AC)Known for one	1.35 V	Unknown — not stated by the source
VID Voltage RangeKnown for one	Unknown — not stated by the source	0.85 - 1.3625 V
CPU multiplier (bus/core ratio)Known for one	Unknown — not stated by the source	12.5
Operational conditionsidentical
Maximum operating temperatureKnown for one	77 °C	Unknown — not stated by the source
Other featuresidentical
L1 cacheKnown for one	0.128 MB	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.