高端PCB电路板生产厂?- 行业新闻 //fjhnxc.com/cn/pcbtech/pcbnews.html Thu, 04 Apr 2024 23:06:38 +0000 Joomla! - Open Source Content Management zh-cn 高端PCB电路板生产厂?- 行业新闻 //fjhnxc.com/cn/pcbtech/pcbnews/1267-hmib.html //fjhnxc.com/cn/pcbtech/pcbnews/1267-hmib.html

毫米?/strong>是近年来很抢手的新生技能,没有只能够用?G,也能够用来主动驾御等畛域。电磁学的实践中,跨度越长,流传间隔就越远,跨度越短,流传间隔附近,并且简单被遮蔽,毫米波波段正在24GHz?00GHz之间,正?G进步度要远高于Sub-6G频段,但流传间隔简单受限。假如是用来主动驾御,毫米波的探测间隔就更主要,是急需处理的严重技能难点?/p>

 

2?7日,正在?8届国内固态通路宴会上,中国电科38所公布了一款高功能77GHz毫米波芯片及模组,正在国内上初次完成两颗3?收毫米波芯片?0路毫米波地线单封装集成,探测间隔到达38.5米,刷新了以后寰球毫米波封装地线最远探测间隔的新新绩?/p>

 

本次公布的封装地线模组蕴含两?8所自研77GHz毫米波警报器芯片,该芯全面向智能驾御畛域对于中心毫米波传感器需要,采纳低利润CMOS(互补非金属氧化物半超导体工艺),单片集?个发射通道?个吸收通道及警报器波形发生等,次要功能目标到达国内保守程度,正在快捷宽带警报器信号发生等范围存正在尤其劣势,芯片支撑多片级联并建立更大范围的警报器阵列?/p>

 

据内行引见,该款毫米波警报器芯片正在24mm×24mm时间里完成了多路毫米波警报器收发前者的性能,创举性地提出一种静态可调快捷宽带chirp信号发生办法,并正在封装内采纳多馈入地线技能大幅晋升了封装地线的无效辐照间隔,为近间隔智能感知需要了一种小容积和低利润处理计划。无望拉动智能感知技能畛域的又一次打破?/p>

 

封装地线技能很好地统筹了地线功能、利润及容积,专人着近年来毫米波地线技能严重成绩。基于扇出型晶圆级封装是封装地线的一种支流的完成道路,国内上的贵族司都基于该项技能开拓了集成封装地线的芯片货物,中国电科38所团队基于扇出型晶圆级封装技能,创举性地采纳了多馈入地线技能,无效好转了封装地线频率高等成绩,从而完成探测间隔创举了新的社会新绩?/p>

 

下一步,中国电科38所将对于毫米波警报器芯片进一步优化并依据使用需要的扩大以及技能的退步而改观,依据详细使用场景需要一站式处理计划?/p>

 

国内固态通路宴会?953年由创造结晶体管的贝尔试验室等组织发动成立,一般是各个时代国内上最尖端固态通路技能最先宣布之地,被以为是集成通路畛域的“奥林匹克盛会”。正?0积年的历史中,泛滥集成通路史上里程碑式的创造都正在那里初次趟马。相似:社会上第一度TTL通路,社会上第一度GHz微解决器,社会上第一度CMOS毫米波通路之类。当选该宴会的科研成绩,专人着以后国内集成通路畛域的最高高科技程度?/p>]]> sales07@fjhnxc.com (5GPCB) 行业新闻 Fri, 17 Sep 2021 22:34:29 +0000 高端PCB电路板生产厂?- 行业新闻 //fjhnxc.com/cn/pcbtech/pcbnews/1017-5g-pcbcyldfz.html //fjhnxc.com/cn/pcbtech/pcbnews/1017-5g-pcbcyldfz.html

PCB的产业链比较长,专用油墨、玻纤纱、环氧树脂、玻纤布、铜箔、树脂片、覆铜板、印刷线路板、电子设备整机装配是一条产业链上紧密相连的上下游产品?/p>

我国专用油墨行业经过多年的摸索,已基本掌握了各种专用油墨产品的关键配方,并在部分领域取得了重大突破和创新,使国产专用油墨的品质已逐步接近并达到外资企业的同等水平。未来随着PCB产能向中国转移,国产专用油墨企业有望凭借本土快速响应优势和成本优势加速实现进口替代?/p>

PCB油墨是生产PCB的关键原材料之一,其需求状况直接受到PCB行业规模及其发展状况的影响。从整体情况来看,PCB油墨占PCB产值的比重平均?%左右。因此,随着PCB产值规模的扩大,PCB油墨的市场规模将保持一定比例的同向变动?/p>

专用油墨行业具有专业性强、技术门槛高等专业属性,行业集中度高。长期以来,以日本太阳油墨集团为代表的国外厂商凭借着资金、技术和管理上的优势形成了对我国专用油墨行业的控制地位?/p>

用于PCB的电子布要求较高,主要厂商分布在欧美企业,但产能一直在向亚太转移?/p>

不同的PCB对树脂的要求不同,一般来说,?双面板、多层板及HDI等主要采用酚醛树脂和环氧树脂,?G发展需要的高?高频制板主要使用聚四氟乙烯,近年流行的无卤CCL则使用环保型非溴基树脂?/p>

前酚醛树脂和环氧树脂的供应商主要在大陆和台湾,美国和日本的国巨大厂则垄断了高端特种树脂如BT、PPE等的供应?/p>

玻纤布在覆铜板中作为增强材料起到了增加强度、绝缘的作用;环氧树脂由于较好的力学性能、电性能和黏结性能被广泛用于制造覆铜板、防腐涂料、塑封料。人工制造成本占比较高,约为总成本的40%?/p>

5G PCB成本主要由材料成本和人工制造成本,铜箔、玻纤和树脂构成覆铜板的主要材料成本,分别占铜箔成本?9%?8%?8%。玻纤布是由硅砂等原料在窑中煅烧成液态,再通过合金喷嘴拉成玻纤丝后缠绞制成玻纤纱,最后使用玻纤纱纺织制成的?/p>

玻纤布在覆铜板中作为增强材料起到了增加强度、绝缘的作用;环氧树脂由于较好的力学性能、电性能和黏结性能被广泛用于制造覆铜板、防腐涂料、塑封料。人工制造成本占比较高,约为总成本的40%?/p>

整体而言,PCB受铜价影响较大,因此价格呈现出一定的周期性?/p>

下游电路板产值持续增长,中国增速全球领先。从应用领域来看,其产业下游应用市场主要包括通讯设备、消费电子、汽车电子、国防军工等?/p>

5G PCB主要应用于通讯用板、消费电子用板、计算机用板、汽车电子用板、军?航天航空用板、工业控制用板及医疗用板等?/p>]]> info@fjhnxc.com (PCB) 行业新闻 Fri, 14 Feb 2020 05:03:23 +0000 高端PCB电路板生产厂?- 行业新闻 //fjhnxc.com/cn/pcbtech/pcbnews/1012-fnvvd.html //fjhnxc.com/cn/pcbtech/pcbnews/1012-fnvvd.html

截至四月11号,上海证券买卖商品所共接受并审理65起科创板公司申请报告,新一代信息技术产业作为科创板重点支持的产业,共有32家。那里面,集成电路、人工智能、大数值的申请报告标的较多,而新一代移动通信公司较少?固然通信设施商闪现巨头垄断的局面,不过其产业链上下游细分赛道中还是有众多非上市的优质公司,符合科创板“硬科学技术”正题,在未来有可能登陆科创板?产新君将从公司打理指数和科学技术指数两个维度深度分析通信行业潜伏标的37家,并给出科创板登陆指数?/p>

1 研讨范围与指标框?/p>

5G元年,万亿市?中国运营商资本费用在3G时期晚于全世?-2年,4G和全世界周期时序持衡?G主将先全世界。依据三大运营商揭晓2019年的资本支出规划,可以预计增速将会在2019年回正,那里面去掉除?G局部基本与2018年持衡,?G资本费用将贡献增量?019年是中国5G元年?G前一阶段投资环绕通信网络基础设备展开?G网络建设总投资可达万亿?/p>

硬核科学技术,战略前锋 依据3GPP对于5G网络特点标志“三超”(超高速、超大连署、超高靠得住性)要求,比4G的网络特点标志参变量有量级提高。科学技术变法是网络品质提高的关紧驱动力,从1G?G时期的通信技术的历次变法,都始于通信网络设施的硬科学技术变法,并驱动信息内部实质意义、应用终端、需要场景的变法?G也不例外,以硬科学技术为主的通信网络设施以及其产业链上下游公司将首批获益。随着国际情势衍变,各国在最近兴起技术领域的竞争变成大国博弈的手眼,5G作为最近兴起技术的代表及信息技术的基础,涉及国度安全,战略意义不言而喻?/p>

科创赛道,标的指?固然通信设施商闪现华为、中兴、爱立信、诺基亚、思科等巨头垄断的局面,不过其产业链上下游局部细分赛道中还是有众多非上市的优质中国公司,符合科创板“硬科学技术”正题,在未来有可能登陆科创板。鉴于市场对新一代移动通信设施的潜伏科创标的研讨较少,产新君从公司打理指数和科学技术指数两个维度精?7家分析,给出科创板登陆指数?/p>

打理指数由细分市场规模、细分市场占比、细分市场是否有政策支持、公司打理、公司融资与估值事情状况五项构成。那里面市场规模和细分市场占比是评估公司未来打理进展潜在力量的关紧指标,公司打理事情状况和公司融资估值事情状况以及细分市场是否有政策支持是公司到现在为止打理状况的关紧反响。科学技术指数由自主知识产权、开发整体体系、专利事情状况、获奖事情状况、专利打理有关度构成。科学技术创新是通信设施公司进展的驱动力。那里面,为权衡公司间专利的相对价值,构建了一个CIA(Comprehensive Innovation Ability)指数来权衡专利定期刊物,以已公开专利为基础,从专利数目、专利品质、专利价值和开发实在的力量四个方面临潜伏公司施行技术先进性评估?/p>

2 中心技术与投资热点 变法即热点:场景需要表决硬科学技术方?3GPP定义三个5G应用途景:eMBB(高带宽)、mMTC(大连署)、uRLLC(高靠得?amp;低延缓)。不一样应用途景对于5G网络的目的需要不一样,表决5G硬科学技术变法的方向,因此表现出来到网络设施端对应的变动还是增量需要,而这些个变动和增量也?G投资的热点?/p>

数值出处:3GPP,ITM-2020,?G?020后的移动通信》,技术即焦点:空口技术和网络架构技?5G空口技术主要是从提高空间复费用、增长频谱利用率、增加系统带宽三个维度展开。增长空间复费用是基础,也是到现在为止进展途径较为清楚的技术指标。那里面,大规模接收天线,波束天性技术,小基站是空口侧的基础和中心技术?G网络架构技术集中在从扼制与数值离合技术和软件与硬件解耦合技术。那里面,SND,NFV,MEC技术是网络传道输送侧基础和关键技术?/p>

随着通信频率增长和途径伤耗加大,通信系统将面对改善遮盖和减损干扰的要求;经过在收发两端增加接收天线数目来偿还高频途径伤耗,孕育出大规模接收天线阵列MIMO。波束赋形技术是接收天线与DSP技术的接合,用于定向信号的传道输送还是收缴。总体来说,接收天线对应的空口侧将会显露出来结构性的变动,因此带来新的投资热点?小基站与超密组网技术。小基站是一种小规模化、低功率的基站设施,品质2-10kg,功?0mW-5W之间,遮盖范?0-200米,具备可控性好、智能化和组网灵活化等独特的地方。在思索问题5G成熟的全遮盖时,会用低频带做遮盖层,中频带做容积层,高频带做高容积层?G关键组网技术超密布组网即为小基站的密布组网?/p>

数值出处: 华为,佰才邦,爱立信,神州福祉产业研讨院 热点+焦点?/p>

硬科学技术带来投资有可能 依据空口和网络技术的变法焦点,对技术带来的投资热点,按以下三点给出剖析?/p>

??接收天线:空口侧要求的MIMO,与网络侧要求的天馈一体化?/p>

??OTN网络组建和中传网络的组建以及整个儿网络的升班带来的光电改换板块的需要的增加和效率的升班?/p>

??SDN,NFV技术带?G后期的网络建设和运维的变更?/p>

3 科创赛道与标的挑?接合上面所说的技术和投资剖析,依据运营商2G/3G/4G的宏基站建设音节施行量价计数,接?G频率?G的升水测算,我们预计5G宏基站数?25万站左右,基站(无线侧)投资市场规模?000亿。外加传道输送侧投资(传道输送侧投资额约略是无线侧的二分之一),那末中国5G总体投资额约?.3万亿元,那里?019年约?00亿元?细分机缘在建设期中无线侧和传道输送侧 5G网络建设先后经历“计划期、建设期、运维期、应用期”四个阶段,本研讨主要关心注视前三个周期。那里面,计划期中标准制定和网络计划预设基本由工信部、三大运营商及关涉企业承受;运维期的网络工程建设,闪现地域性强,进入了壁垒高,虽存在潜伏投资机缘,但现时阶段规模很难判定胜负?/p>

4G的网优和保护企业基本都已经上市,5G网络建造往后能否冒出新的潜伏标的仍为疑问?相形之下,建设期确认性强,硬科学技术属性表面化,固然无线设施和传道输送设施的投资主要被华为、中兴垄断,不过其供应链上下游的公司中不缺少优质未上市标的。那里面无线侧中基站接收天线、射频、PCB、小基站等环节是5G?G变法的关紧环节;传道输送侧中光板块、光部件、光芯片等环节,面对升班换代和国产化两大需要,涌现出较好标的?/p>

无线侧:量价齐升,六重点带来2800亿市场规?从基站无线侧来看,基于小规模化和集成化的需要,RRU、BBU物理层局部、馈线集变成AAU,经过连署器和光纤直邻接署。这个之外,接收天线将会?T4R通道??收)?4T64R的大规模MIMO转变,同时由单面接收天线向三面接收天线演变进化,因此增长空间复用率。那里面,每一路接收天线都连署滤波器、功放、射频开关等元部件,最终经过连署器与光纤衔接接,收发通道数量的增加将会带来对这些个环节需要量的提高。这个之外,集成化、小规模化、高频化促推接收天线中元部件的科学技术变法,将涌现科创机缘,带来价钱提高。对无线侧细分赛道的市场空间估算最后结果(那里面宏站规?600亿,涵盖接收天线、滤波器、功放、PCB、连署器等赛道,小站1350亿左右)?/p>

1. 基站接收天线520亿:环绕中心设施商产业链布局 基站接收天线由接收天线罩、接收天线振子、单元阵列、反射板、馈电网络、隔离片等构成构成。接收天线是电路信号与空间辐射电磁波的改换器,向空间辐射还是收缴电磁波。因为这个,基站接收天线性能的好坏,直接影响到移动通信的品质?G时期,随着频率的升高带来收缴信号增益的减少?依据ABI Research?2017年,华为占领全世界接收天线市场超?0百分之百的份额,全世界第1。国内市场中,华为占领二分之一份额?-4身份地位别是三家上市企业京信通信、摩比进展、通宇通讯,余下国内市场份额占?0百分之百左右,依然剩?00亿左右的市场空间。因为这个,环绕华为接收天线产业链做组成一套的公司以及其帮扶的接收天线厂商是科创潜伏标的存在的地方。我们依据市场和公司调查研究以及资深专家访问交谈事情状况,从打理和科学技术指数用筛子选出国人通信、晖速通信、华灿电讯、华普特作为接收天线细分潜伏科创标的?/p>

2. 基站滤波?00亿:媒介滤波器占领主?基站滤波器帮忙基站成功实现选频功能。那里面?G/4G时期金属体腔滤波器为基站滤波器的主流?G时期媒介滤波器将为主流?G时期,每路接收天线都需求配备相应的双职工器,并由相应的滤波器施行信号频率的挑选与处置,随着接收天线数量的增加,滤波器数量也增加,滤波器需求更加小规模化和集成化。瓷陶媒介滤波器没有金属体腔,大小小,同时媒介瓷陶材料伤耗低、介电常数高、频率温度系数和热体胀系数小、可承担高功率?/p>

5G滤波器的玩家主要分为三类:传统滤波器厂商(转型媒介滤波器)、最近兴起滤波器厂商、上游结构件厂商(铅直整合)。那里面,非上市企业中灿勤科学技术能够切入华为产业链拿到30百分之百左右的份额,作为华为关紧的联手开发公司,其领有媒介滤波器,接收天线和其它射频部件的产线。我们依据企业的事情状况对其打理和科学技术指数施行评分儿?/p>

3. 基站功放260亿:GaN变成新宠 3G/4G基站功放(PA)为Si LDMOS和GaAs功放。但LDMOS PA的带宽会随着频率的增加而减低,办公频率低于3.5GHz。GaAs PA虽满意高频通信需要,但输出功率比GaN部件不及之处众多?G基站功放将认为合适而使用GaN PA。相较于基于Si的LSMOS和GaAs,在基站端GaN PA更能管用满意5G的高功率、高通信频带和高速率等要求?PA国产化率到现在为止较低,Qorvo、Skywork、Broadcom三家占领了全世界90百分之百的份额。从?G时期,GaN走进许多人的视界?G时期基站PA将越来越多应用到GaN,国内到现在为止在GaN领域布局的上市企业主要是三安光电和海特高新,均已开设考求GaN在射频领域的应用。GaN非上市公司中里面含有众多优质标的,涵盖预设公司Ampleon,材料公司苏州维纳科学技术,衬底公司东莞中稼半导体,制作公司苏州晶湛半导体,IDM公司江苏能华和苏州能讯半导体。打理和科学技术指数施行评分儿最后结果如下所述表10所示?/p>

4. 基站PCB 280亿:新架构及新技术增进需要提?4G时期,基站仅RRU+BBU有PCB需要,5G基站新架构及新技术提高PCB需要量,市场规?80亿元。依?G AAU设施的预设,每个AAU将里面含?块电路板?个功分板?个TRX板。高频及高速要求PCB层倍增加,尺寸增大,材料要求提高,推升单板价钱?G印刷电路板价值升涨?中国PCB厂家全世界前100名占?5席,那里面有4家未上市公司,具有制?G基站高频PCB的有经验,作别是东莞红板、中软信达电子、深联电路、昆山华新。对其打理和科学技术指数的评分儿?/p>

5. 基站连署?00亿:小而美的细分赛?3/4G一段时间,接收天线与RRU之间、接收天线内里接收天线振子与射频部件衔接都是经过馈线连署?G时期通道数变多以及天馈一体化集成的需要,射频连署以板对板盲叉连署器为主?G时期射频连署器市场可?00亿元?国内连署器的主要厂商:金信诺、西安华达、中航光电、通茂电子、触电科55所等。那里面,非上市标的中通茂电子是潜伏科创标的。对其打理和科学技术指数评分儿最后结果如下所述表13所示?/p>

6. 小微基站1400亿:中小厂商还是潜在力量很大 5G时期小基站的中标厂商基本上以中小厂商为主。从运营?019Q1招采来看,前十名的公司作别是:佰才邦、邦讯技术、中邮科通信、日海智能、京信通信、三维通信、纵横通信、超讯通信、中兴通讯、贝通信。那里面,佰才邦为惟一非上市标的,是冲击科创板的潜伏公司。对其打理和科学技术指数的评分儿?/p>

传道输送侧:生长确认性高,形?500亿市场规??G时期运营商资本费用传道输送网投资先于无线网络投资的思考的线索?G传道输送网和承载网也将提早于无线网络?018年三大运营商传道输送投资总数?00亿左右,是整个儿4G建设周期中的最低值。预?019年面?G应用的传道输送网建设有盼带来有关资本费用回升?相形4G时期?G的网络结构也发生了很大的变动,如?1中所示由4G一段时间的两层网络?G一段时间的三层网络衍变,增加中传网络。这个之外,BBU离合出CU和DU单元,群体的网络效率?G?0G往25G?0G?00G跃迁?/p>

1. 光传道输?500亿:最大确实认市场 依据接入层、萃聚层、中心层的网络设施的比例数对整个儿传道输送网投资施行投资测算,思索问题到折旧与复用比例,我们估?G中国传道输送承载网投资将达3500亿元?/p>

2. 光部件、光板块500亿:国产代替机构性机?随着群体的网络效率跃迁,将带来整个儿光电改换板块的迭代,那里面最大且最确认的是光板块。对前中回传的光板块的效率和数量需要施行估算,5G光板块市场盛大概500亿元左右?光部件分为“光无源部件”和“光有源部件”两类。光无源部件用于光信号的连署、耦合、分路、波长复用,无须施行光电信号改换。光有源部件是指需求施行光电信号改换的光部件。假如将光部件产业链再进一步施行细分,可以分为“光芯片、光组件、光部件和光板块”,其下游普通为光通信设施商、电信运营商和数值核心及云服务供给商等?/p>

光芯片和光组件是制作光部件的基础元件,而光板块又由多种光部件封装而成,如光源、光检验测定器、放大器等?光芯片成本占比高,占领光部件产业链的制高点。普通而言,芯片在光部?光板块的成本构成中占比为30百分之百-40百分之百。越是高端的光部?光板块,?00G?00G光板块,因为芯片技术含量高,主要掌握在海外少量公司手中,其成本占比甚至于可以达?0百分之百以上?/p>

光芯片作为整个儿光通信产业链中技术困难程度无上的环节,占领了技术与价值的制高点,也是国度战略最近兴起产业重点支持的行业,因为这个具备光芯片预设与制作有经验的企业有盼最得到好处,那里面科创标的涵盖海信带宽、光森电子、长华光芯、中科光芯、鲲游光电、江苏华芯、光安伦、仕佳光量子、鸿辉光通?光组件处于光部件行业上游,作为制作光部件和光板块的必须具备元部件,用量大,技术门槛低,单价低,因为这个在挑选投资标的时,市场集中度高和具备规模效应应当是最关紧的用筛子选指标,那里面科创标的涵盖威谊光通、惠富康?/p>

光部件中无源部件中国实在的力量较强,有源部件中国实在的力量偏弱。光无源部件中连署器和分路器竞争紧张,机缘较少。波分复用解复用器、光开关和光衰减器为中心,技术门槛相对较高,除开芯片之外器件国内均可出产,市场集中度高于连署器和分路器,那里面不缺少优质科创标的,涵盖爱沃富、北亿纤通、易飞扬、优讯科学技术等。光有源部件技术含量高,国内公司在放大器和收发次板块方遮挡面部的东西有一定优势。光?激光器、光检验测定器、光放大器及光调制器、光收发组件都是十分关紧的光有源部件,技术含量高,供应商主要来自海外,国产代替化空间较大,潜伏科创标的涵盖海信带宽、德科立、武汉昱升、华拓光通信、储翰科学技术等?光板块由多种光部件封装而成,分为点对点光板块和PON光板块?/p>

中国厂商仍低技术含量、低效率产品为主,高端光板块及其激光器、检验测定器芯片等还是掌握在海外光板块厂商手中。高端光板块是未来大发展方向,其附带加上值高,开发投入较高,是科创潜伏标的密布区,涵盖海信带宽、优讯科学技术、宇轩网络、拓源光电、新飞通、恒宝通等?我们对光部件行业全部科创标的施行剖析,对其打理和科学技术指数的评分儿?/p>

4 科创标的长幼次序榜与投资图谱 基于上文全部潜伏科创公司的打理指数(50百分之百)和创新指数?0百分之百)的汇总评价分,获得科创潜伏指数名次如?8,通信行业科创投资图谱?/p>

风险提醒?5G标准落到地上及商用音节不达预先期待;运营?G建网规模及资本费用不达预先期待;运营商资本费用大幅下滑;无线侧以及传道输送侧技术打破及市场需要不达预先期待?/p>]]> longcj@fjhnxc.com (高频电路? 行业新闻 Tue, 29 Oct 2019 02:56:39 +0000 高端PCB电路板生产厂?- 行业新闻 //fjhnxc.com/cn/pcbtech/pcbnews/1010-hgjh.html //fjhnxc.com/cn/pcbtech/pcbnews/1010-hgjh.html

1、钻孔参数: 钻孔参数的设定是至关主要,钻孔进度太快回是钻咀受力过大而断裂,钻孔进度太慢会升高消费频率。因各板料厂商消费的公共汽车PCB?/strong>的板厚、铜厚、板料构造等状况没有相反,因为,PCB需依据详细状况去设定。经过打算和测试,取舍最适合的钻孔参数。正常如0.3mm的钻咀,下刀进度应正?.5-1.7m/min,钻孔深浅应掌握正在0.5-0.8之间?/p>

2、垫板、铝?钻孔用的垫板请求角度适中,薄厚匀称,平坦、薄厚差没有应超?.076mm,如垫板软硬散布没有规定则简单卡住钻咀,垫板没有平坦,会使压力脚下压没有严?是钻咀扭逶迤断,并且钻咀正在高低活动进程中板也会随之活动,钻咀正在回刀时因受力没有失调而断裂,其作用:

?)抑止孔内植株的发作?/p>

?)充足贯通PCB板?/p>

?)升高钻咀刀口的量度,缩小断钻?/p>

钻孔用的铝片要有定然的刚刚性,预防提刀时板材抖动,并需求存正在呼应的惯性。钻咀正在下钻接触的霎时即时变软,是钻咀准确地对于准被钻孔的地位,没有会使钻咀偏偏离本来的孔位,招致断钻咀?/p>

铝片的作用:

1、预防PCB板名义发生植株与刮伤?/p>

2、起散热与钻头干净作用?/p>

3、可指导钻头钻入PCB板的轨迹,以进步钻孔的精确度?/p>

铝片请求导电系数要大,那样可以疾速将钻孔时发生的热能带走,升高钻咀的量度,应过分运?.15-0.2mm厚的铝片或?.15-0.35mm铝合金化合铝?无效预防因钻孔时的低温度形成钻咀排屑没有良而招致断钻咀?/p>

3、覆铜板料的质量 板料的玻纤布粗,联合力没有好,也会对于断钻咀有较大的反应。假如板材树脂集合没有彻底,简单发生孔壁胶渣多,排屑没有良而断钻咀。假如基板内有空泛,会使钻咀正在钻孔时受力没有匀称而断裂。因而,钻孔前必需将板料烘烤。烘烤工夫正常为4时辰/150oC±5oC

4、钻咀 运用钻咀的时分必需依据加工手段,货物孔壁质量请求,用处来选用没有同种类性能的钻咀。钻咀次要种类?:ST型(straight drill?:UC型(under cut drill?:ID型(inverse drill?眼前最罕用的是ST型,实用于含有纸质、环氧纸、苯酚环氧玻璃等板料?a href="//fjhnxc.com/cn/pcb/fr4-pcb.html">双面?/strong>及四层以上的PCB板。UC型钻咀的特性正在于尖头部以次直径比头部之上的直径小(即头大身小),设想原理是正在钻孔进程中可缩小与孔壁的冲突,预防孔壁过粗及断针。取舍一家供货及时、质量稳固、售后效劳完美的供给商是无比之主要的?/p>

5、工具功?正在钻孔消费进程中必需保障钻探机在于稳固和精密度优良的形态停止。因为刨床的振动、主光轴的振动和RUNOUT偏偏大,COLLET设想没有良或者有杂品,Z轴空动、除尘没有好,(X,Y)轴挪动没有良等均回招致断钻咀,因而要依据PCB板厂本身存户集体及货物构造来取舍运用功能优良的钻探机。畸形状况下请求机台平坦度最高处与最低处高低?lt;0.125mm,X、Y轴挪动精密度偏偏?lt;0.076mm?/p>

SPINDLE静态RUNOUT<2?um.紧缩气量?室温。冰?3oC,油残留?.01mg/m3,液体遗弃物≤0.1um(要不,形成SPINDLE内有水有?反应SPINDLE寿数及钻孔精密度),吸尘力100-150Mbar范畴之内。压力脚的压强应正在21-24N/CM2。每个钻轴的压脚要调动到比钻咀?.3mm内外。钻孔时压脚垫将铝片压住后才钻入,退刀时钻咀抬起后压脚垫才分开板,要不简单断裂钻咀。并活期对于数控钻孔精密度停止检测,调较?/p>

6、工作条?抵消费小?S请求较高,缩小污垢具有。工具大理石台面,后梁日颐养要用石油擦洗。维持干净。工作室量度掌握正在20oC±2oC之间,确保工具正在顺应的条件雇用务,保障质量的同声,确保数控钻探机的寿数?/p>]]> longcj@fjhnxc.com (高频电路? 行业新闻 Thu, 24 Oct 2019 02:10:55 +0000 PCB、软硬结合板孔壁镀层空洞的成因及对?/title> <link>//fjhnxc.com/cn/pcbtech/pcbnews/998-hjgfh.html</link> <guid isPermaLink="true">//fjhnxc.com/cn/pcbtech/pcbnews/998-hjgfh.html</guid> <description><![CDATA[<div class="feed-description"><p><strong>化学沉铜是PCB、软硬接合板孔金属化过程中,一个十分关紧的步骤,其目标是在孔壁以及铜面上,形成极薄的导电铜层,为后面的电镀做准备?/strong></p> <p>而孔壁镀层的空疏是PCB、软硬接合板孔金属化常见的欠缺之一,也是易引动印制线路板批量废弃的项目之一,因为这个解决印制线路板镀层空疏问题是印制板厂家重点扼制的一项内部实质意义,但因为导致其欠缺的端由多端,只有正确的判断其欠缺的特点标志能力管用的找出解决的方案?/p> <p>1、PTH导致的孔壁镀层空?PTH导致的孔壁镀层空疏主要是点状的或环状的空疏,具体萌生的端由如下所述:</p> <p>?)槽液的温度 槽液的温度对溶液的活性也存在着意要的影响。在各溶液中普通都会有温度的要求,那里面有点是要严明扼制的。所以对槽液的温度也要任何时间关心注视?/p> <p>?)活化液的扼?二价锡离子偏低会导致胶体钯的分解,影响钯的吸附,但只要对活化液定时的施行添补,不会导致大的问题。活化液扼制的重点是不可以用空气拌和,空气中的氧气会氧气化二价锡离子,同时也来不得水进入了,会导致SnCl2的水分解?/p> <p>?)清洗的温度 清洗的温度每常被人不重视,清洗的最佳温度是?0℃以上,若低?5℃便会影响清洗的效果。在寒冬的时刻,水温会变的很低,特别是在北方。因为水洗的温度低,扳手在清洗后的温度也会变的很低,在进入了铜缸后扳手的温度不可以马上升上来,会由于失去了铜淤积的金子时间而影响淤积的效果。所以在背景温度较低的地方,也要注意清洗水的温度?/p> <p>?)整孔剂的运用温度、液体浓度与时间 药液的温度有着较严明的要求,过高的温度会导致整孔剂的分解,使整孔剂的液体浓度变低,影响整孔的效果,其表面化的特点标志是在孔内的玻璃纤维布处显露出来点状空疏。只有药液的温度、液体浓度与时间妥善的合适,能力获得令人满意的整孔效果,同时又能节省成本。药液中不断累积的铜离子液体浓度,也务必严明扼制?/p> <p>?)恢复剂的运用温度、液体浓度与时间 恢复的效用是去去掉除掉钻污后遗留的锰酸钾和高锰酸钾,药液有关参变量的失控都会影响其效用,其表面化的特点标志是在孔内的天然树脂处显露出来点状空疏?/p> <p>?)震动器和摇?震动器和摇动的失控会导致环状的空疏,这主要是因为孔内的气泡儿未能摈除,以高厚径比的孔眼板最为表面化。其表面化的特点标志是孔内的空疏对称,而孔内有铜的局部铜厚正常,图形电镀层(二次铜)包裹全板镀层(一次铜)?/p> <p>2、图形转移导致的孔壁镀层空?/p> <p>图形转移导致的孔壁镀层空疏主要是孔口环状和孔中环状的空疏,具体萌生的端由如下所述:</p> <p>??前处置刷?刷板的压力过大,将全板铜和PTH孔口处的铜层被刷磨掉,使后面的图形电镀没有办法镀上铜,因此萌生孔口环状空疏。其表面化的特点标志是孔口的铜层渐逐渐变化薄,图形电镀层包裹全板镀层。所以要经过做磨痕测试,扼制刷板压力?/p> <p>?)孔口残?在图形转移工序对工艺参变量的扼制十分关紧,由于前处置烘焙不好、贴膜的温度、压力的不合适都会导致孔口的边缘部位显露出来残胶而造成孔口的环状空疏。其表面化的特点标志是在孔内的铜层厚度正常,单面或双脸庞口处闪现环状空疏,一直延伸到焊盘,断层边缘有表面化被腐刻的残迹,图形电镀层没有包裹全板?/p> <p>?)前处置微蚀前处置的微蚀量要严明扼制,特别要扼制干膜板的翻工回数。主要是孔中部因电镀平均性的问题镀层厚度偏薄,翻工过多会导致全板孔内的铜层减薄,而最后萌生孔里头部的环状无铜。其表面化的特点标志是孔内全板镀层渐逐渐变化薄,图形电镀层包裹全板镀层?/p> <p>3、图形电镀导致的孔壁镀层空?/p> <p>?)图形电镀微蚀 图形电镀的微蚀量也要严明的扼制,其萌生的欠缺与干膜前处置微蚀基本相同。严重时孔壁会大平面或物体表面的大小无铜,板面上的全板层厚度表面化偏薄。所以要定时测微蚀效率,最好经过施行DOE实验优化工艺参变量?/p> <p>?)镀锡(铅锡)散布性差 因为溶液性能差或摇动不充足等因素使镀锡的镀层厚度不充足,在后面的去膜和碱性腐刻时把孔中部的锡层和铜层蚀掉,萌生环状空疏。其表面化的特点标志是孔内的铜层厚度正常,断层边缘有表面化被腐刻的残迹,图形电镀层没有包裹全板。针对这种事情状况,可以在镀锡前的浸酸内加一点镀锡光剂,能够增加扳手的润湿性,同时加大摇动的幅度?/p> <p>4、论?导致镀层空疏的因素众多,最常见的是PTH镀层空疏,经过扼制药水儿的有关工艺参变量能管用的减损PTH镀层空疏的萌生。但其他因素也不可以不重视,只有经过精细周密的仔细查看,理解到萌生镀层空疏的端由及欠缺的独特的地方,能力趁早管用的解决问题,保护产品的质量?/p></div>]]></description> <author>longcj@fjhnxc.com (高频电路?</author> <category>行业新闻</category> <pubDate>Thu, 12 Sep 2019 01:35:35 +0000</pubDate> </item> <item> <title>软硬结合板谈谈嵌入式系统PCB设计中的阻抗匹配?欧电?/title> <link>//fjhnxc.com/cn/pcbtech/pcbnews/997-ghgdf.html</link> <guid isPermaLink="true">//fjhnxc.com/cn/pcbtech/pcbnews/997-ghgdf.html</guid> <description><![CDATA[<div class="feed-description"><p>1?a href="//fjhnxc.com/cn/pcb/fpcb.html"><strong>软硬接合?/strong></a>奉告你阻抗般配是指信号源还是传道输送线跟负载之间的一种合宜的搭根据处方配药式?/p> <p>\依据接入形式阻抗般配有串行和并行两种形式;依据信号源频率阻抗般配可分为低频和高频两种?/p> <p>(1)高频信号普通运用串行阻抗般配。串行电阻的阻值为20~75Ω,阻值体积与信号频率成正比,与PCB走线宽度成反比?/p> <p>在镶嵌式系统中,普通频率大?0M的信号且PCB走线长度大于5cm时都要加串行般配电阻,例如系统中的报时的钟信号、数值和地址总线信号等?/p> <p>串行般配电阻的效用有两个?减损高频噪声以及边沿过冲。假如一个信号的边沿十分陡峻,则包括数量多的高频成分,将会辐射干扰,额外,也容易萌生过冲?/p> <p>串连电阻与信号线的散布电容以及负载输入电容等形成一个RC电路,这么便会减低信号边沿的陡峻程度?减损高频反射以及自激振动?/p> <p>当信号的频率颀长时,则信号的波长就很短,当波参差得跟传道输送线长度可以比拟时,反射信号叠加在原信号军衔会变更原信号的式样?/p> <p>假如传道输送线的特点标志阻抗跟负载阻抗不对?即不般配)时,在负载端便会萌生反射,导致自激振动?PCB板内走线的低频信号直邻接通即可,普通不必加串行般配电阻?/p> <p>(2)并行阻抗般配又叫“终端阻抗般配”,普通用在输?输出接口端,主要指与传道输送电缆的阻抗般配?/p> <p>例如,LVDS与RS422/485运用5类双绞线的输入端般配电阻?00~120Ω;视频文件信号运用同轴电缆的般配电阻为75Ω?0Ω、运用篇平电缆为300Ω?/p> <p>并行般配电阻的阻值与传道输送电缆的媒介相关,与长度无关,其主要效用也是避免信号反射、减损自激振动?值当一提的是,阻抗般配可以增长系统的EMI性能?/p> <p>这个之外,解决阻抗般配除开运用?并联电阻外,还可运用变压器来做阻抗变换,典型的例子如以太网接口、CAN总线等?/p> <p>2?欧电阻的效用</p> <p>(1)最简单的是做跳线用,假如某段线路无须,直接不烧焊该电阻即?不影响外??/p> <p>(2)在般配电路参变量不确认的时刻,以0欧姆接替,实际调整的时刻,确认参变量,再以具体数字的元件接替?/p> <p>(3)想测某局部电路的办公电流时,可以去掉0欧电阻,接上安培表,这么便捷勘测电流?/p> <p>(4)在布线时,假如真的布不就这样过去了,也可以加一?欧的电阻起跨接效用?/p> <p>(5)在高频信号网络中,担任电感或电容(起阻抗般配效用,0欧电阻也有阻?)。担任电感用时,主要是解决EMC问题?/p> <p>(6)单点接地,例如摹拟地与数码地的单点对接共地?/p> <p>(7)配备布置电路,可以代替跳线和拨码开关。有时候用户会乱动设置,易引动错怪,为了减损保护花销,应?欧电阻接替跳线等焊在扳手上?/p> <p>(8)系统调尝试使用,例如将系统分成几个板块,板块间的电源与地?欧电阻分开,调整阶段发觉电源或地短路时,去?欧电阻可由大变小查寻范围?/p> <p>上面所说的功能也可运用“磁珠”代替?欧电阻与磁珠固然功能上有些大致相似,但存在实质区别,前者呈阻抗特别的性质,后者呈感抗特别的性质。磁珠普通用在电源与地网络中,有滤波效用?/p></div>]]></description> <author>longcj@fjhnxc.com (高频电路?</author> <category>行业新闻</category> <pubDate>Thu, 12 Sep 2019 01:28:36 +0000</pubDate> </item> <item> <title>埋盲孔线路板-HDI之过孔、盲孔、埋孔介?/title> <link>//fjhnxc.com/cn/pcbtech/pcbnews/996-sffg.html</link> <guid isPermaLink="true">//fjhnxc.com/cn/pcbtech/pcbnews/996-sffg.html</guid> <description><![CDATA[<div class="feed-description"><p>说到这三个:埋孔、过孔、盲孔时!HDI采编晓得,肯定有非常大一小批人心里都没有一个正确的概念,不晓得该用在啥子地方。今日我们就来绍介一下子?br />    先分不要说一下子他们的概念:<br />    <strong>过孔(Via)?/strong>也称之为通孔,是从顶层到尽头层所有打通的,在四层PCB中,过孔是贯????层,对无干的层走线会有关碍。过孔主要分为两种:<br />    <strong>1.沉铜孔PTH(Plating Through Hole?/strong>,孔壁有铜,普通是电流通过孔(VIA PAD)及元件孔(DIP PAD)?br />  <strong>  2.非沉铜孔NPTH(Non Plating Through Hole)</strong>,孔壁无铜,普通是定位孔及螺钉?br />   <strong> 盲孔(Blind Via)?/strong>只在顶层或底层那里面的一层看获得,额外那层是看不到的,也就是说盲孔是从外表上钻,不过不钻透全部层。盲孔有可能只要??,还是从4?(益处:1?导通不会影响到3?走线);而过孔是贯穿1???层,对无干的层走线有影响?然而盲孔成本较高,需求镭射钻孔机。盲孔板应用于外表层和一个或多个内层的连通,该孔有一边儿是在扳手之一面,而后通至扳手之内里截止;简单点说就是盲孔外表只可以看见一面,另一面是在扳手里的。普通应用在四层或四层以上的PCB板?br />    <strong>埋孔(Buried Via)?/strong>埋孔是指做在内层过孔,压合后,没有办法看见所以不需要占用外层之平面或物体表面的大小,该孔之上下两面都在扳手之内里层,换言之是埋在扳手内里的。简单点说就是夹在半中腰了,从外表上是看不到这些个工艺的,顶层和底层都看不到的。做埋孔的益处就是可以增加走线空间。不过做埋孔的工艺成本颀长,普通电子产品不认为合适而使用,只在尤其高端的产品才会有应用。普通应用在六层或六层以上的PCB板?br />    我当初看完这个感受仍然感到不是笔直观,想想那就直接上一张图吧!<br />                                            <img 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" alt="" /><br />   <strong> 正片儿与负片?/strong>四层板,首先要搞清楚的是正片儿和负片,就是layer和plane的差别。正片儿就是寻常用在顶层和地层的的走线办法,既走线的地方是铜线,用Polygon Pour施行大块敷铜补充。负片正巧相反,既默许敷铜,走线的地方是瓜分线,也就是生成一个负片在这以后整一层就已经被敷铜了,要做的事物就是瓜分敷铜,再设置瓜分后的敷铜的网络。在PROTEL之前的版本,是用Split来瓜分,而如今用的版本Altium Designer中直接用Line,敏捷键PL,来瓜分,瓜分线不适宜太细,我?0mil(约0.762mm)。要瓜分敷铜时,只要用LINE画一个闭合的多边形框,在双击框内敷铜设置网络。正负片都可以用于内电层,正片儿经过走线和敷铜也可以成功实现。负片的益处在于默许大块敷铜补充,在添加过孔,变更敷铜体积等等操作都不必从新Rebuild,这么省去了从新敷铜计算的时间。半中腰层用于电源层和地层时刻,层面上大部分是大块敷铜,这么用负片的优势就较表面化?br />    <strong>认为合适而使用盲孔和埋孔的长处:</strong>在非穿导孔技术中,盲孔和埋孔的应用,可以莫大地减低HDI PCB的尺寸和品质,减损层数,增长电磁兼容性,增加电子产品独特的风格,减低成本,同时也会要得预设办公更加简单方便敏捷。在传统PCB预设和加工中,通孔会带来很多问题。首先他们占居数量多的管用空间,其回数量多的通孔密布一处也对多层PCB内层走线导致很大绊脚石,这些个通孔占去走线所需的空间,他们密布地穿电流通过源与地线层的外表,还会毁伤电源地线层的阻抗特别的性质,使电源地线层失去效力。且常理的机械法钻孔将是认为合适而使用非穿导孔技术办公量?0倍。在PCB预设中,固然焊盘、过孔的尺寸已渐渐减小,但假如板层厚度不按比例减退,将会造成通孔的纵横比增大,通孔的纵横比增大会减低靠得住性。随着先进的激光打孔技术、等离子干腐蚀技术的成熟,应用非贯穿的小盲孔和小埋孔变成有可能,若这些个非穿导孔的孔直径?.3mm,所带来的寄生参变量是起初常理孔?1/10左右,增长了PCB的靠得住性。因为认为合适而使用非穿导孔技术,要得PCB上大的过孔会很少,故而可以为走线供给更多的空间。剩下空间可以用作大平面或物体表面的大小屏蔽用场,以改进EMI/RFI性能。同时更多的剩下空间还可以用于内层对部件和关键网线施行局部屏蔽,使其具备最佳电气性能。认为合适而使用非穿导孔,可以更便捷地施行部件引脚扇出,要得高疏密程度引脚部件(如 BGA 封装部件)很容易布线,缩减串线长度,满意高速电路时序要求?br />  <strong>  认为合适而使用盲孔和埋孔的欠缺:</strong>最主要的欠缺就是HDI板成本高,加工制做复杂。既增加成本还有加工风险,调整特殊情况更非常不好测试勘测,因为这个提议尽力无须盲孔和埋孔,错非在扳手尺寸受限,迫于无奈的事情状况下才用?br /><br /></p></div>]]></description> <author>longcj@fjhnxc.com (高频电路?</author> <category>行业新闻</category> <pubDate>Sun, 08 Sep 2019 18:06:20 +0000</pubDate> </item> </channel> </rss>