L波段光端机使用操作说明书(型号:MZ-T2600)
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目 录
1、产品概要…………………………………………………………………… 2
2、产品结构框图……………………………………………………………… 3
3、主要技术指标……………………………………………………………… 4
产品光端机设备包含清单及签收验货说明
1、产品概述
1.1产品概述
有线电视与卫星中频激光发送机是工作于5~2600MHz的带宽,可选独立工作于950~2600MHz卫星中频频率光发射机,可以将CATV信号与卫星天线高频头LNB接收的全部L-Band卫星信号(SAT-IF),转换成光信号,通过光纤实现全透明,高质量、长距离的传输。是CATV与卫星L-Band光纤链路产品的高科技的体现。为网络运营商提供了运当今市场最低成本的解决方案。主要器件采用 ORTEL、AOI等国际知名品牌的DFB低噪声、窄线宽、连续波同洲激光器。由于关键部件采用了国际品牌及我公司系统优化控制技术、使整机的技术性能指标完全达到同类进口设备的标准,为有线电视及卫星通信,提供优质的图象、数字或压缩数字信号长距离传输。
1.2.1)高品质:独创的系统优化控制技术、RF预失真技术在保证性能优异CNR的情况下系统获得最大的CTB、CSO和SBS指标。
1.2.2)灵活性:该机体积小,用户可多台灵活组网,占用空间少。
1.2.3)可靠性:采用优质铝合金,外置高性能的开关电源,可在85∽265Vac市网电压中工作;机箱散热良好,延长使用寿命。
1.2.4)直观性:机器内设微处理器对RF电平与激光器的工作状态进行监控,工作参数由面板LED窗口显示。
2、产品结构框图
2.1 电原理框图
![](data:image/png;base64,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)
2.2 发射机结构
3.1、主要技术指标
![](/uploads/allimg/240329/240331/1-240331111431W4.png)
目 录
1、产品概要…………………………………………………………………… 2
2、产品结构框图……………………………………………………………… 3
3、主要技术指标……………………………………………………………… 4
产品光端机设备包含清单及签收验货说明
1、产品概述
1.1产品概述
有线电视与卫星中频激光发送机是工作于5~2600MHz的带宽,可选独立工作于950~2600MHz卫星中频频率光发射机,可以将CATV信号与卫星天线高频头LNB接收的全部L-Band卫星信号(SAT-IF),转换成光信号,通过光纤实现全透明,高质量、长距离的传输。是CATV与卫星L-Band光纤链路产品的高科技的体现。为网络运营商提供了运当今市场最低成本的解决方案。主要器件采用 ORTEL、AOI等国际知名品牌的DFB低噪声、窄线宽、连续波同洲激光器。由于关键部件采用了国际品牌及我公司系统优化控制技术、使整机的技术性能指标完全达到同类进口设备的标准,为有线电视及卫星通信,提供优质的图象、数字或压缩数字信号长距离传输。
1.2.1)高品质:独创的系统优化控制技术、RF预失真技术在保证性能优异CNR的情况下系统获得最大的CTB、CSO和SBS指标。
1.2.2)灵活性:该机体积小,用户可多台灵活组网,占用空间少。
1.2.3)可靠性:采用优质铝合金,外置高性能的开关电源,可在85∽265Vac市网电压中工作;机箱散热良好,延长使用寿命。
1.2.4)直观性:机器内设微处理器对RF电平与激光器的工作状态进行监控,工作参数由面板LED窗口显示。
2、产品结构框图
2.1 电原理框图
2.2 发射机结构
![](/uploads/allimg/240329/240329/1-240329162930E1.png)
3.1、主要技术指标
性能 |
指标 |
备注 |
||||||||
最小 |
典型 |
最大 |
||||||||
光学性能 |
性能 |
nm |
1300 |
1310 |
1320 |
![]() |
||||
1540 |
1550 |
![]() |
||||||||
波长稳定度 |
(Pm/c) |
-1 |
0 |
TC=20-70 |
||||||
等效噪声温度 |
DB/HZ |
-155 |
||||||||
边模抑制比 |
(dB) |
35 | ||||||||
光隔离度 |
(dB) |
30 |
||||||||
关断比 |
(dB) |
10 |
||||||||
光输出功率 |
(mW) |
8 |
30 |
1310nm |
||||||
1 |
10 |
1550nm |
||||||||
反射损耗 |
(dB) |
50 |
||||||||
光连接器 |
SC/APC FC/AP |
|||||||||
C A T V 射频参数 |
工作带宽 |
(MHZ) |
47 |
862 |
||||||
输入范围 |
(dBmV) |
15 |
25 |
AGC |
||||||
平坦度 |
(dB) |
-0.75 |
+0.75 |
47-862MHZ |
||||||
反射损耗 |
|
14 |
||||||||
射频端口 |
F型 |
|||||||||
输入阻抗 |
Ω |
75 |
||||||||
![]() |
(dB) |
![]() |
![]() ![]() |
|||||||
![]() |
![]() ![]() ![]() |
|||||||||
![]() |
(dB) |
-65 |
1310 |
|||||||
-63 |
1550 |
|||||||||
![]() |
(dB) |
-63 |
1310 |
|||||||
-58 |
![]() |
|||||||||
-53 |
|
|||||||||
卫星中频 |
工作带宽 |
(MHZ) |
950 |
2600 |
||||||
输入范围 |
(dBm) |
-40 |
-25 |
|
||||||
-8 |
|
|||||||||
带内平坦度 |
(dB) |
0.5 |
40MHZ |
|||||||
-2.0 |
+2.0 |
950-2600MHZ |
||||||||
反射损耗 |
(dB) |
12 |
||||||||
输入阻抗 |
Ω |
75 |
||||||||
射频连接端口 |
F型 |
|||||||||
![]() |
(dB) |
28 |
||||||||
![]() |
(dB) |
36 |
||||||||
![]() |
(dB) |
36 |
||||||||
LNB供电电压 |
(V) |
13/18 |
||||||||
LNB最大供电电流 |
(mA) |
300 |
||||||||
工作电压 |
(V) |
90 |
220 |
265 |
||||||
功耗 |
(W) |
30 |
||||||||
工作温度 |
(℃) |
0 |
+50 |
|||||||
储存温度 |
(℃) |
-4 |
+85 |
|||||||
工作相对湿度 |
% |
5 |
95 |
|||||||
外形尺寸 |
(mm) |
486X220X258 |
||||||||
10M |
输出频率 | MHz | 10 | |||||||
输出功率 | DBM | 13 | ||||||||
接口类型 | Ω |
F型 |