希而科工业控制设备(上海)有限公司,即Silkroad24,是德国HONSBERG(豪斯派克)公司中国大陆的总代理商,自2008年以来一直负责中国地区的honsberg流量开关,流量计的销售,以及市场推广。
目前公司已具有业务员50多位,年销售额将近3亿人民币,并设立有技术组,专门负责代理品牌的技术支持(包括选型,技术解答和售后服务)以及代理品牌的市场推广,市场评价高,客户体验好。
同时,我公司还具有其他贸易公司无法企及的以下平台优势,和价格优势:
1、总部位于德国,享受德国本土企业的价格折扣。
2、德国公司集中采购,统一清关。
3、每周四从德国发货,次周四可完成清关。
4、产品可修或换,由我司跟厂家沟通。
5、不易寻找品牌、小金额,我们同样为您采购。
6、只要是欧洲的产品我们都可以为您询到价格并采购!
onsberg品牌历史
在工业生产中,计量是工业生产的眼睛,流量计量是计量科学技术的组成部分之一,它与国民经济、国防建设、科学研究有密切的关系。而Honsberg则致力于为客户打造工业生产的“眼睛”。
(2)honsberg品牌现状
Honsberg的产品被广泛应用到工业和过程控制的污水处理、采矿。涉及的领域有:造纸、印刷、空调、制药、化工、机械制造、压缩机、医学装置、通风设备、离心设备、炉设备、核电厂、排气。
此外,Honsberg的产品通过了ISO9001的严格认证,成为质量与品质的代名词。
(3)honsberg产品经营范围
主要有流量变送器、流量调节器、流量开关、流量显示器、温度变送器、压力变送器、压力开关、液位开关以及各种非标OEM等。
1连接尺寸怎么选?
008 连接G¼A
015 连接G½A
013 Ø13,2的系统紧固件
012 系统紧固件Ø12
2连接类型怎么选?
H 外螺纹
T 用于插入系统T型件
V 推入式变量传感器
插入深度
3连接材料怎么看?
K 不锈钢1.4571
4传感器怎么选?
![](data:image/png;base64,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)
5模拟量输出怎么选?
I 电流输出0 / 4..20 mA
U 电压输出0 / 2..10 V
6电子连接怎么看?
S 用于5芯圆形插头连接器M12x1
7可选的选项
H 鹅颈型
德国Honsberg-OMNI-F流量开关 希而科总代
德国Honsberg-OMNI-F流量开关 希而科总代