lamdu 发表于 2013-11-18 12:17:49

挑战SX1212的勇士 A7139

   三表市场一直都是RF IC厂家竞争最激烈的市场,在中国其实应该是四表,因为北方还有个暖气表,经过几年的市场沉淀和技术的更新换代,无线抄表(电表)市场也有了明确的标准,由于标准的局限性很多模块厂家退出了电表市场的行列,而其他表的市场还没有开始,因为功耗一直气表,水表,暖气表都最关心的问题,他们供电都需要电池供电,和产品本身的结构必须保证产品的长久使用寿命。
    前几年市场出来一颗sx1212,接收电流在3-4mA,由于功率只能达到12.5db,很多客户不是很满意,今天向大家推荐一款公司可以达到20db,接收电流又可以达到3-4mA的芯片,A7139,产品的基本性能如下:封装:QFN 4×4,24pins
支持频率:315、433、470、510、868、915MHz
支持调频模式:FSK GFSK
波特率:2-250Kbps
供电电压:1.9-3.6V
睡眠电流:1.5uA
超低功耗电流
   接收电流(AGC off)434MHz:3.8mA
   接收电流(AGC off)868MHz:4.5mA
   发射电流 434MHz:31.5mA / 12.5db
   发射电流 490MHz:81Ma / 19db
PLL快速设置时间:120us
支持低成本晶体:12.8/16/19.2MHz)
TX RX FIFO: 64bytes
先我们提供一些免费的样品和RF模块供大家测试,有兴趣的模块厂家和终端客户可以前来咨询。欢迎大家参与!也可以加我QQ:79915703,或者技术QQ群:91378473

rf_smart 发表于 2013-11-18 12:32:24

其实SEMTECH也没有闲着.
SI1272
data:image/png;base64,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
SI1276
data:image/png;base64,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

hhxb 发表于 2013-11-18 12:58:28

我觉得楼房那么多堵墙无线通讯靠谱吗?

sky_walker 发表于 2013-11-18 13:20:40

这个行业挺激烈的

zhiyuan1106 发表于 2013-11-18 14:37:51

rf_smart 发表于 2013-11-18 12:32 static/image/common/back.gif
其实SEMTECH也没有闲着.
SI1272



定位不一样你这接收电流是人家2-3倍了

lamdu 发表于 2013-11-18 15:39:29

确实市场定位不同,取舍是大家根据自己的系统而定的,大家的性能都比较好!

wkman 发表于 2013-11-18 16:27:54

三表行业,是寡头市场吧{:titter:}{:sweat:}

lamdu 发表于 2013-11-19 14:57:18

小弟是刚入行,以为三表是最大的市场呢,指点指点!

mdj-fish 发表于 2013-11-19 19:44:03

A7129和A7139有什么不同?价格?

lamdu 发表于 2013-11-20 00:24:50

71295.5左右,7139 6.5左右具体数量具体说!

zhl_tc 发表于 2014-4-28 16:55:51

有没有A7139的代码参考一下啊?

lamdu 发表于 2014-4-28 17:09:16

留个邮箱,谢谢!发给你!

callhxw 发表于 2014-6-10 22:36:02

A7139 出来一段时间了。
美国佬发明,台湾佬过渡。哪天国产的也能做出来呀。

人人 发表于 2014-7-21 10:46:08

7139首次听说,功耗,距离都能兼顾,不一般啊

njchenmin 发表于 2014-7-22 06:49:00

感觉在高速率下还比较有优势呢

19711972f 发表于 2014-9-12 16:27:08

笙科的芯片,有通病,接收频点有些要避开,信道间隔也不能设的太小。A7139可以设成0中频,这点比A7108好。A7139的实际输出功率和A7108都能到20dbm,但是,A7108的电流要比A7139小@20dbm。

caoxuedong 发表于 2014-9-13 16:07:34

比较关注A7129内置POR,内置低功耗RC振荡器,有了这个CPU就可以彻底休眠,然后用中断输出引脚间歇唤醒CPU,这一点特别适合电池供电,通信不频繁的场合使用。

芽芽小宝 发表于 2014-11-4 17:20:15

什么厂家的产品?

芽芽小宝 发表于 2014-11-4 17:22:14

加群了。

芽芽小宝 发表于 2014-11-4 17:22:44

rf_smart 发表于 2013-11-18 12:32
其实SEMTECH也没有闲着.
SI1272



sx吧,si是silicon的

xly2014 发表于 2014-11-5 15:59:15

挑战SX1212A7139

hfjydq 发表于 2015-8-19 17:10:39

caoxuedong 发表于 2014-9-13 16:07
比较关注A7129内置POR,内置低功耗RC振荡器,有了这个CPU就可以彻底休眠,然后用中断输出引脚间歇唤醒CPU, ...

7139有这功能吗?MCU待机+无线待机,无线接收到信号(4mA接收电流不错),然后无线模块唤醒MCU,这种方式使得通信稳定可靠,不会出现拥堵现象,还大大降低了功耗
请教下:
1.请问7139有这功能吗?
2.7139有多少个通道
3.频段相同,会互相干扰吗?

hfjydq 发表于 2015-8-19 17:25:13

lamdu 发表于 2013-11-20 00:24
71295.5左右,7139 6.5左右具体数量具体说!

价钱也挺公道的

jie5313 发表于 2015-10-22 13:46:01

lamdu 发表于 2013-11-20 00:24
71295.5左右,7139 6.5左右具体数量具体说!

楼主,你好,我想用STM32去驱动A7139,但是不知道驱动程序如何编写,有相关资料吗?麻烦给发一份,QQ邮箱:1132227228@qq.com。谢谢!

zwh1985 发表于 2015-11-2 11:52:19

嗯不错。现在SX1278更看好

longforljy 发表于 2016-1-9 10:21:10

在这里有个很大的忧虑,为毛苼科电子官网的资料不能下载??
一个做芯片方案的不给手册??

qtv0532 发表于 2019-7-5 12:14:58

你好,我想用STM32去驱动A7139,但是不知道驱动程序如何编写,有相关资料吗?麻烦给发一份12887536@qq.com
页: [1]
查看完整版本: 挑战SX1212的勇士 A7139