瓦楞纸板平压强度FCT测试方法详解
瓦楞纸板优越于硬质纸板的最大特点就是其具有很强的抗震缓冲性能,该性能的获得是由于瓦楞的存在,使瓦楞纸板有较大的松厚度,瓦楞纸板能保持这个松厚度的能力是至关重要的。瓦楞纸板的平压强度(Flat Crush Test ,简称FCT)是指在压缩强度试验仪上沿瓦楞纸板表面垂直方向加压,直至瓦楞被压溃为止,测定单位面积试样承受的最大压力,单位为kPa。试样为圆形,面积一般为64.5cm2,即直径90.6cm(根据实际也可以选用32.2cm2或100cm2)。瓦楞纸板的平压强度就是衡量纸板抵抗平面载荷而不发生压溃的能力。因此,平压强度是瓦楞纸板的一项非常重要强度指标,应该引起瓦楞纸箱包装行业的重视。
一、测试仪器及方法标准
GB/T 22874、ISO 3035、TAPPI T825。
二、测试目的
瓦楞纸板的平压强度主要用来考察成型后的单面瓦楞纸板或单瓦楞纸板的厚度方向的耐压和缓冲性能。
三、测试原理和设备结构
![](/uploads/240603/1-240603141344G9.jpg)
1-急停按钮 2-打印机 3-下压盘 4-上压盘 5-传感器 6-按钮 7-显示屏
图1 压缩强度试验仪结构示意图
![](data:image/png;base64,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)
图2 平压强度试验过程及设备
![](data:image/png;base64,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)
图3平压强度压缩过程示意图
![](data:image/png;base64,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)
图4 被压前样子 图5 被压溃的试样
当压力能从纸板边缘释放时,楞峰变平,表层面纸移位,使芯纸歪斜或卷曲。试验中如发生瓦楞倾斜位移(见图6),则结果作废,另取试样继续试验。
![](data:image/png;base64,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)
图6 试样倾斜或压板横移
一、测试仪器及方法标准
GB/T 22874、ISO 3035、TAPPI T825。
二、测试目的
瓦楞纸板的平压强度主要用来考察成型后的单面瓦楞纸板或单瓦楞纸板的厚度方向的耐压和缓冲性能。
三、测试原理和设备结构
(一) 测试原理
在规定的试验条件下,用平压取样器切取一定面积的单面或单瓦楞纸板,然后放置在压缩强度试验仪的下盘板中间,启动仪器对试样表面进行垂直加压,直到瓦楞被压溃为止,测定单位面积试样受到的最大压力,以千帕(kPa)表示。(二)设备结构
压缩强度试验仪由机械传动、硬件电路、传感器、显示屏及测量控制等部件组成。压缩强度试验仪(以PN-CT300F智能机型为例)外形结构如图1所示。![](/uploads/240603/1-240603141344G9.jpg)
1-急停按钮 2-打印机 3-下压盘 4-上压盘 5-传感器 6-按钮 7-显示屏
图1 压缩强度试验仪结构示意图
四、试样的采取、处理及制备
试样的采取按GB/T 450进行。至少制取10个试样,试样上不应有机加工、印刷或损坏的痕迹。
平压取样器的选择。目前行业常规有三款平压面积的取样刀具,参考GB/T 22874-2008,先估算瓦楞纸板的平压强度,然后根据力值选择合适尺寸的取样器进行取样,确保力值在量程的20%~80%范围内,也就是1000~4000N,见表1。
平压取样器的选择。目前行业常规有三款平压面积的取样刀具,参考GB/T 22874-2008,先估算瓦楞纸板的平压强度,然后根据力值选择合适尺寸的取样器进行取样,确保力值在量程的20%~80%范围内,也就是1000~4000N,见表1。
表1 力值、平压强度与面积直径的关系
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)
用平压取样器裁切64.5cm2[直径(90.6±0.5)mm]的圆形试样,若平压力值小于1000N,则改用100.0cm2[直径(112.8±0.5)mm]的圆形试样;若平压力值大于4000N,则可改为32.2cm2[直径(64.0±0.5)mm]的圆形试样。
试样按GB/T 10739进行温湿度处理,并在该大气条件下进行测试。
五、试验步骤及方法
根据瓦楞纸板试样的厚度调整压缩试验仪的压板间距,测试程序中选择相应的平压面积(不正确的面积选择会影响测量计算结果),将试样置于下压板正中。启动仪器,直至试样压溃,测试结束,压板复位,屏幕显示测试结果。试验过程及设备见图2。
试样按GB/T 10739进行温湿度处理,并在该大气条件下进行测试。
五、试验步骤及方法
根据瓦楞纸板试样的厚度调整压缩试验仪的压板间距,测试程序中选择相应的平压面积(不正确的面积选择会影响测量计算结果),将试样置于下压板正中。启动仪器,直至试样压溃,测试结束,压板复位,屏幕显示测试结果。试验过程及设备见图2。
图2 平压强度试验过程及设备
记录试样压溃时受到的最大力值,变形量并计算平压强度值,重复上述步骤测试剩余的试样,获得至少10个有效结果。
瓦楞纸板平压强度(FCT)的测试过程分为6个阶段,压缩过程示意图如下图3所示,其中有三个波峰,第一个波峰是2位置,仪器的上压板刚接触试样,这时候刚性最强;第二个波峰是4位置,瓦楞纸板由于弹性回复力所以力值还要增加一点;第三个波峰是6位置,瓦楞纸板已经被压溃变形,是FCT的峰值即最大力值。
瓦楞纸板平压强度(FCT)的测试过程分为6个阶段,压缩过程示意图如下图3所示,其中有三个波峰,第一个波峰是2位置,仪器的上压板刚接触试样,这时候刚性最强;第二个波峰是4位置,瓦楞纸板由于弹性回复力所以力值还要增加一点;第三个波峰是6位置,瓦楞纸板已经被压溃变形,是FCT的峰值即最大力值。
图3平压强度压缩过程示意图
平压强度测试过程中,瓦楞被压前样子(见图4),瓦楞变形有以下两种情况:当压力从中间释放时,楞峰变平(见图5),从而导致楞型遭到破坏。
图4 被压前样子 图5 被压溃的试样
当压力能从纸板边缘释放时,楞峰变平,表层面纸移位,使芯纸歪斜或卷曲。试验中如发生瓦楞倾斜位移(见图6),则结果作废,另取试样继续试验。
图6 试样倾斜或压板横移
如果压板发生相对移动或制样时对试样造成损坏或由于瓦楞纸板内在的缺陷,都有可能导致瓦楞倾斜位移。将试样旋转90°,继续测试,以确定是否是前两个原因,但前提是制样时应异常小心。如果仍发生瓦楞倾斜的现象,则有可能由于瓦楞纸板的缺陷;应在试验报告中注明这些结果。当前市场上有部分检测设备不能正确在测量出FCT平压强度值,主要原因是设备控制技术和制造精度没有达到上述要求。
![](data:image/png;base64,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)
公式中,
P—平压强度,单位为千帕(kPa);
F—最大压力,单位为牛顿(N); S—试样面积,单位为平方米(m2)。
未经本站的明确许可,任何人不得转载、盗链本站作品;不得复制或仿造本网站。
本论于2023年1月发表于《纸箱世界》杂志
六、结果计算分析
瓦楞纸板的平压强度用式(1)计算。公式中,
P—平压强度,单位为千帕(kPa);
F—最大压力,单位为牛顿(N); S—试样面积,单位为平方米(m2)。
七、可能的错误操作及误差
(一)可能的错误操作
(1)制样过程中压坏试样
制样过程压坏试样有可能导致瓦楞倾斜、位移。(2)平压面积未输入或选择错误
将直接导致测试结果错误。(3)测试速度输入错误
测试速度对测试结果有影响,一般粘合强度测试速度默认12.5mm/min。(二)7.2主要误差来源
(1)压力测量系统校准不准确
压缩强度试验仪本身为高精密电子产品,使用一段时间后,因为电子元器件及传感器具的性能变化,测试准确度有一定要漂移,从而会影响测试结果,要定期对仪器进行力值校准。(2)测试速度
粘合强度一般使用12.5mm/min,偏差为0.25mm/min,增加了仪器的精密度,测试数据更准确、稳定。(3)取样的影响
取样的质量直接影响测试结果,取样精度越高,测试数据更准确。所以,平压强度一般采用专用取样器进行取样。未经本站的明确许可,任何人不得转载、盗链本站作品;不得复制或仿造本网站。
本论于2023年1月发表于《纸箱世界》杂志
![](/uploads/240603/1-24060314441X11.png)
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