SAFEB942MFL0F00 Datasheet, Filters, MuRata

PDF File Details

Part number:

SAFEB942MFL0F00

Manufacturer:

MuRata

File Size:

52.28kb

Download:

📄 Datasheet

Description:

Filters.

TAGS

SAFEB942MFL0F00

MuRata

📁 Related Datasheet

SAFEB911MAL0F00 - Filters (MuRata)
Filters for Communication Equipment o GSM1900 Dot Marking (ø0.3) 1.35±0.05 ∗ (0.20) Dot Marking (ø0.3) 2.0±0.1 ∗ (0.20) 0.6 max. 1.4±0.1 0.6 .

SAFEB1G57FL0F00 - SAW Filters (MuRata)
Filters for Communication Equipment Part Number Nominal Center Bandwidth Frequency (fo) (BW) (MHz) (MHz) Insertion Loss in BW (dB) Balance Impe.

SAFEB1G57FM0F00 - SAW Filters (MuRata)
Filters for Communication Equipment Part Number Nominal Center Bandwidth Frequency (fo) (BW) (MHz) (MHz) Insertion Loss in BW (dB) Balance Impe.

SAFEB1G57KA0F00 - SAW Filters (MuRata)
Filters for Communication Equipment Part Number Nominal Center Bandwidth Frequency (fo) (BW) (MHz) (MHz) Insertion Loss in BW (dB) Balance Impe.

SAFEB1G57KB0F00 - SAW Filters (MuRata)
Filters for Communication Equipment Part Number Nominal Center Bandwidth Frequency (fo) (BW) (MHz) (MHz) Insertion Loss in BW (dB) Balance Impe.

SAFEB1G57KE0F00 - SAW FILTER (Murata Manufacturing)
SAW FILTER FOR GPS Murata part number :SAFEB1G57KE0F00 Package Dimensions Specification Item Nominal Center Frequency(f c) 1.35±0.05 1.05±0.05 Specif.

SAFEB1G84FA0F00 - Filters (MuRata)
o GSM1800 Filters for Communication Equipment Dot Marking (ø0.3) 1.35±0.05 ∗ (0.20) Dot Marking (ø0.3) 2.0±0.1 ∗ (0.20) 0.6 max. 1.4±0.1 0.6 .

SAFEB1G88KA0F00 - SAW FILTER (Murata)
SAW FILTER FOR CDMA1900/UMTS BC2 Rx Murata part number : SAFEB1G88KA0F00 Package Dimensions Specification Item Nominal Center Frequency(f c) 1.35±0.05.

SAFEB1G95FL0F00 - Filters (MuRata)
Filters for Communication Equipment o GSM1900 Dot Marking (ø0.3) 1.35±0.05 ∗ (0.20) Dot Marking (ø0.3) 2.0±0.1 ∗ (0.20) 0.6 max. 1.4±0.1 0.6 .

SAFEB1G95KA0F00 - Filters (MuRata)
Filters for Communication Equipment o GSM1900 Dot Marking (ø0.3) 1.35±0.05 ∗ (0.20) Dot Marking (ø0.3) 2.0±0.1 ∗ (0.20) 0.6 max. 1.4±0.1 0.6 .