Product comparison · 2 interface cards/adapters

Axagon PCIA-P1 interface cards/adapter Parallel vs Buffalo IFC-PCIE2U3 interface cards/adapter USB 3.2 Gen 1 (3.1 Gen 1)

Key differences

Host interface
- PCIA-P1 interface cards/adapter Parallel:PCI
- IFC-PCIE2U3 interface cards/adapter USB 3.2 Gen 1 (3.1 Gen 1):PCIe
Output interface
- PCIA-P1 interface cards/adapter Parallel:Parallel
- IFC-PCIE2U3 interface cards/adapter USB 3.2 Gen 1 (3.1 Gen 1):USB 3.2 Gen 1 (3.1 Gen 1)
Data transfer rate
- PCIA-P1 interface cards/adapter Parallel:1.5 Mbit/s
- IFC-PCIE2U3 interface cards/adapter USB 3.2 Gen 1 (3.1 Gen 1):5000 Mbit/s
Mac compatibility
- PCIA-P1 interface cards/adapter Parallel:Yes
- IFC-PCIE2U3 interface cards/adapter USB 3.2 Gen 1 (3.1 Gen 1):No

Differences highlightedShow differences only

Comparison of PCIA-P1, IFC-PCIE2U3
12 specifications	A Axagon PCIA-P1 interface cards/adapter Parallel Model PCIA-P1 View product	B Buffalo IFC-PCIE2U3 interface cards/adapter USB 3.2 Gen 1 (3.1 Gen 1) Model IFC-PCIE2U3 View product
Ports & interfaces2 differ
Host interfaceDiffers	PCI	PCIe
Output interfaceDiffers	Parallel	USB 3.2 Gen 1 (3.1 Gen 1)
Parallel ports quantityKnown for one	1	Unknown — not stated by the source
Connector(s)Known for one	25 pin	Unknown — not stated by the source
Operational conditionsidentical
Operating temperature (T-T)Known for one	0 - 40 °C	Unknown — not stated by the source
Storage temperature (T-T)Known for one	-10 - 85 °C	Unknown — not stated by the source
Technical detailsidentical
Warranty periodKnown for one	3 year(s)	Unknown — not stated by the source
Other features3 differ
Data transfer rateDiffers	1.5 Mbit/s	5000 Mbit/s
Connectivity technologyKnown for one	Wired	Unknown — not stated by the source
Compatible operating systemsDiffers	Windows 2000/XP/Vista/7/2003 Server/2008 Server, DOS 6.22, Linux, Mac OS 10.4+	Windows 7, Vista and XP
Mac compatibilityDiffers	Yes	No
Ports quantityKnown for one	Unknown — not stated by the source	2

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.