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PBL38610/2QNS 参数 Datasheet PDF下载

PBL38610/2QNS图片预览
型号: PBL38610/2QNS
PDF下载: 下载PDF文件 查看货源
内容描述: [SLIC, Bipolar, PQCC28, PLASTIC, LCC-28]
分类和应用: 电信电信集成电路
文件页数/大小: 18 页 / 113 K
品牌: ERICSSON [ ERICSSON ]
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PBL 386 10/2
Notes
1.
The overload level is automatically expanded when the
signal level > 2.5 V
Peak
and is specified at the two-wire port
with the signal source at the four-wire receive port.
The two-wire impedance is programmable by selection of
external component values according to:
Z
TR
= Z
T
/|G
2-4S
α
RSN
| where:
Z
TR
= impedance between the TIPX and RINGX
terminals
Z
T
= programming network between the V
TX
and RSN
terminals
G
2-4S
= transmit gain, nominally = -0.5
α
RSN
= receive current gain, nominally = 400 (current
defined as positive flowing into the receivesumm-
ing node, RSN, and when flowing from tip to ring).
Higher return loss values can be achieved by adding a
reactive component to R
T
, the two-wire terminating
impedance programming resistance, e.g. by dividing R
T
into two equal halves and connecting a capacitor from the
common point to ground.
4.
The overload level is automatically expanded as needed
up to 2.5 V
Peak
when the signal level >1.25 V
Peak
and is
specified at the four-wire transmit port, VTX, with the
signal source at the two-wire port. Note that the gain from
the two-wire port to the four-wire transmit port is
G
2-4S
= -0.5.
Secondary protection resistors R
F
impact the insertion
loss. The specified insertion loss is for R
F
= 0.
The specified insertion loss tolerance does not include
errors caused by external components.
The level is specified at the four-wire receive port and
referenced to a 600
programmed two-wire impedance
level.
The two-wire idle noise is specified with the four-wire
receive port grounded (E
RX
= 0; see figure 6).
The four-wire idle noise at VTX is the two-wire value -6 dB
and is specified with the two-wire port terminated in 600
(R
L
). The noise specification is referenced to a 600
programmed two-wire impedance level at VTX. The four-
wire receive port is grounded (E
RX
= 0).
2.
5.
6.
7.
8.
3.
7