徐铭 张真汶 何佳乐
广东省梅州市质量计量监督检测所 广东梅州 514072
摘要:随着通讯和计算机技术的迅速发展,对印制板技术的研发提出了越来越高的要求,系统工作频率从MHz频段向GHz频段转移,其所追求的即是信息处理的高速化、存储容量的海量化以及系统能耗的绿色化。在这一发展方向下,作为海量信号载体的高频印制电路板应运而生,并承担着信息传输的艰巨任务。主要对PCB高频板的定义与特点、常见板材类型和复介电常数进行了简单的论述。
关键词:PCB高频板;板材类型;复介电常数
1.引言
伴随着信息化的高速发展,计算机、无线通信、数据网络等已经融入到了我们生活中的方方面面。电子设备高频化是发展趋势,尤其在无线网络、卫星通讯的发展过程中,信息产品走向高速与高频化,通信产品走向容量大速度快的无线传输,因此每一代新产品的诞生都离不开高频板。
2.PCB高频板
2.1PCB高频板的定义
高频板是指电磁频率较高的特种线路板,用于高频率(频率大于300MHz或者波长小于1米)与微波(频率大于3GHz或者波长小于0.1米)领域的PCB,是在微波基材覆铜板上利用普通刚性线路板制造方法的部分工序或者采用特殊处理方法而生产的电路板。一般来说,高频板可定义为频率在1GHz以上线路板。
2.2PCB高频板的特点
2.2.1效率高
介电常数小的高频电路板,损耗也会很小,而且先进的感应加热技术能够实现目标加热的需求,效率非常高。当然,注重效率的同时,也有环保的特性,十分适合当今社会的发展方向。
2.2.2速度快
由于传输速度与介电常数的平方根成反比,那么介电常数越小,传输速度就越快。这正是高频电路板的优点所在,它采用特殊材质,不仅保证了介电常数小的特性,还保持运行的稳定,对于信号传导来说非常重要。
2.2.3可调控度大
高频电路板广泛应用于各个行业。如对精密金属材质加热处理需求的高频电路板,在其领域的工艺中,不仅可实现不同深度部件的加热,而且还能针对局部的特点进行重点加热,无论是表面还是深层次、集中性还是分散性的加热方式,都能轻松完成。
2.2.4耐受性强
介电常数与介质对环境有一定的要求,尤其是南方,潮湿的天气会严重影响电路板使用。由吸水性极低的材料制作的高频电路板能够挑战这样的环境,同时还具备了抵抗化学物品腐蚀的优点,耐潮耐高温以及极大的剥离强度,让高频电路发挥着强大的性能。
3.板材材料
3.1以材质分类
以材质的不同,分为有机材质与无机材质。有机材质:如酚醛树脂、玻璃纤维/环氧树脂、Polyimide(聚酰亚胺)、BT/Epoxy等。无机材质:如铝、Copper-invar(不胀钢)-copper、ceramic等,主要是由于其散热功能好。耐燃性板材有:FR-1、FR-2、FR-3(以上三种都是纸质基板)及FR-5(环氧树脂)、CEM-1纸质纤维(一般白色)为单层板、复合环氧树脂铜箔基板CEM-2至5。这种纸基板的特点是不防火,可进行冲孔加工、成本低、价格便宜、相对密度小。酚醛纸基板我们经常看见的有XPC、FR-1、FR-2、FR-3等。而94V0属于阻燃纸板,具有防火性能。
3.2以板的增强材料分类
按板的增强材料不同,可划分为:纸基、玻璃纤维布基、复合基(CEM系列)、积层多层板基和特殊材料基(陶瓷、金属芯基等)五大类。一般印制板用基板材料可分为两大类:刚性基板材料和柔性基板材料。一般刚性基板材料的重点品种是覆铜板。它是用增强材料(Reinforeing Material),浸以树脂胶黏剂,通过烘干、裁剪、叠合成坯料,然后覆上铜箔,用钢板作为模具,在热压机中经高温高压成形加工而制成的。一般的多层板用的半固化片,则是覆铜板在制作过程中的半成品(多为玻璃布浸以树脂,经干燥加工而成)。
3.3以CCL的阻燃性能分类
按CCL的阻燃性能分类,可分为阻燃型(UL94V-0、UL94C-1级)和非阻燃型(UL94HB级)两类板。近年来,随着对环保问题的重视,在阻燃型CCL中又分出一种新型不含溴类物的CCL品种,可称为“绿色型阻燃CCL”。随着电子产品技术的高速发展,对CCL有更高的性能要求。因此,从CCL的性能分类,又分为一般性能CCL、低介电常数CCL、高耐热性的CCL(一般板的L在150℃以上)、低热膨胀系数的CCL(一般用于分封装基板上)等类型。
3.4常用的高速板材
1)罗杰斯Rogers:RO4003、RO3003、RO4350、RO5880等
2)台耀TUC:Tuc862、872SLK、883、933等
3)松下Panasonic:Megtron4、Megtron6等
4)Isola:FR408HR、IS620、IS680等
5)Nelco:N4000-13、N4000-13EPSI等
6)东莞生益、泰州旺灵、泰州微波等
4.高频参数
微波频段,波导波长已同传输线和元器件的尺寸相比拟,分布参数不能再忽略,印制电路板(PCB)也从单纯的承载电子元器件和实现电气互联的功能,向以信号传输为目的的角色转变,参与整个电路系统的工作。而描述PCB介质材料微波频段下电特性的最基本参数便是其复介电常数:
![](data:image/png;base64,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)
式中,r为相对介电常数,描述了介质材料储存静电能的本领(外场作用下的极化程度), tanδ 为介质损失因数,表征了信号在介质材料传输中的损耗。导体电路上的传输损失中的介质损失主要是受到基板材料绝缘层的介电常数(r)、介质损失因数(tanδ)所影响。对传输损失的影响与r、tanδ的大小成正比,并与介质工作时的频率大小相关。在同一r或tanδ下,频率越高,其传输损失就越大,图1表示了上述关系。
![](data:image/png;base64,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)
随着频率增加,基板中的损耗不能再忽略不计,信号的传播损耗或衰减可以表示成:
式中:
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABIAAAATCAYAAACdkl3yAAAAlUlEQVQ4je2TwQ3DMAwDORcH0jyaRstwGOZhIy1iGW2BfALUPxPQ+STI8E0HTwPJFTQAg+FSmoCZ+gGkcgBmlDXvyQGN+tpoQHCpqICB8JlOQwA9aCl4zzud3mi2tMxhl+9AFa2NkgboDWcFjYILSOlg3+4H0OtlVTpS53xU6WqsmhnJSZy7M4AzI50bpcd9kT/oTtABNc3u2OabnzAAAAAASUVORK5CYII=)
——信号传播衰减,单位为dB/m;
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABcAAAATCAYAAAB7u5a2AAAAfElEQVQ4je3SwQ1CMQwDUM+VgTyPp/EyGcYcPgjUAlLRR/qHVuqtekmcIn882PjGNz4eh4UAxy0qfRpuBg+wlUJFX/TlWFp173yAWyk8pwLwS+eeomgrsqNhjCW8VS+xOARCH0Xp+f1iLB2x5oWeg38oKYZvNnulf34h/AYRvYtX6xLmJgAAAABJRU5ErkJggg==)
——基板的介电常数;
tanδ——基板的介质损耗因数;
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAA0AAAAZCAYAAADqrKTxAAAAd0lEQVQ4je3QyxGAQAgD0NSVgqgn1dAMxcSTM7p+WPUqtx32TQD4ReFHD1CJBuDIWVQy19+zSSV6MHeoLMIAdqNNJJXF8BDUoJJJubZvoEEZxrhQl5SBwxEaVBZp1bFzg9Kx3WcKZZhnMecoHYBxkdKMd10/+oIWmoHiKvShEMwAAAAASUVORK5CYII=)
——频率。
可以看出,基板tanδ越小,信号传播的衰减越小。因此在高频电路基板材料的选择或者研究开发时,要求其具有较低的r和tanδ。另外还要综合考虑其他因素:如热性能、机械性能、吸水性等。
基板材料所用的树脂的r值和tanδ值的高低,主要受到树脂结构本身的极化程度大小。极化程度愈大,介电常数数值就愈高。为消除或降低树脂中的易极化的化学结构,来达到有效的降低基板材料r值和tanδ值的目的,这已经成为这类基板材料提高此项特性的重要途径。由此也看出,一种高速高频化基板材料的特性好坏,它所用的树脂种类,更具体的讲它所用树脂的分子组成结构,是相当关键与重要的。
复介电常数直接影响到信号的传输性能,尤其是对传输线的损耗起着决定性作用,材料电磁参数选择的不当将导致信号波形的严重失真。因此,设计单位希望能准确获知所选高频基材在其设备工作频段下的介电性能指标是否满足其设计要求,而对于PCB生产企业,一方面需要对入厂材料的介电性能进行性能评价,另一方面也要根据高频基材的性能指标制定工艺参数。
参考文献
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