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ABRACON
ABRACON
A. OCL: 100 mVRMS @ 10 KHz with appropriate IDC
B. THD: 6 Vp-p @ 5 KHz with 135Ω
C. Longitudinal Balance: frequency range specified with 135Ω
D. DWV: 1,500 VRMS, greater voltage isolation available
EP13 THRU HOLE
LINE:CHIP 2 3 4 5CHIP:LINE 4: LINE:CHIP
CHIP:LINE
1
CHIP:LINE
EP13 SMD 23x11
ABRACON
ABRACON IS
ISO 9001 / QS 9000
CERTIFIED
30332
Esperanza, Rancho Santa Margarita, California
92688
tel 949-546-8000 | fax 949-546-8001 | www.abracon.com
DATA COMMUNICATION TRANSFORMER
DATA COMMUNICATION TRANSFORMER
DATA COMMUNICATION TRANSFORMER
HDSL SERIES
|||||||||||||||
TEST CONDITIONS:
NOTES:
PHYSICAL CHARACTERISTICS:
* P/Ns with "S" as suffix are configured for surface mountable applications meeting standard industry reflow criteria
**"CT" indicates a center-tapped winding, otherwise readings are intended to be across entire winding segment
1. Supports Level One SK70704/20/21 with DCR
≤
3.2/6.0 Ω IDC @ 75 mA
2. Supports Conexant BT8921/70 with DCR
≤
2.0/2.0 Ω, IDC @ 70 mA
3. Supports Conexant BT8952 with DCR
≤
2.2/4.4 Ω, IDC @ 160 mA
4. Supports Conexant BT8952 with DCR
≤
2.2/4.4 Ω, IDC @ 160 mA
5. Supports Level One SK70740/70741/70742 with DCR
≤
2.2/2.2 Ω, IDC @ 70mA
6. Supports Level One SK70704 with DCR
≤
3.2/2.0 Ω, IDC @ 75 mA, assumes pins 7-9 shorted externally
7. Supports Broadcom BCM6010 and Conexant BT8921/70, assumes pins 2 - 3, 7 - 9 are tied externally
8. Supports Conexant BT8960
9. Supports Conexant BT8970/RS8973
10. Supports M/SHDSL Globespan chip set
11. Dimensions: inches / mm; see spec sheet for tolerance limits
12. Specifications subject to change without notice
rev1.1-8/04