瓦楞纸板边压强度ECT测试方法详解
瓦楞纸板的边压强度是指垂直于瓦楞方向的纸板单位长度上所承受的沿瓦楞方向施加的最大压力,单位kN/m,适用于各种瓦楞纸板。边压强度常用ECT来表示,瓦楞纸板的边压强度与纸箱的抗压强度密切相关。
对于瓦楞纸箱的抗压强度,美国、瑞典、加拿大、芬兰及其他主要产纸大国的许多学者都做了大量的研究,从而得出了瓦楞纸箱的抗压强度与组成它的箱纸板和瓦楞原纸的性能指标之间的关系,其中最早发表及使用最多的是McKee等人出的马基公式:P=5.874×ECT×H0.5×Z0.5。瓦楞纸箱从顶到底的抗压强度主要由瓦楞纸板的边压强度决定的,边压强度是纸箱的最重要的决定性的物理性能指标。
瓦楞纸板边压强度的测定方法标准有很多,例如美国制浆造纸工业技术协会(TAPPI)制定的TAPPI标准,国际标准化组织ISO制定的ISO标准,还有我们国家的GB标准。目前国内使用的检测方法是GB/T 6546-2021《瓦楞纸板 边压强度的测定》,该标准等同采用ISO 3037:2013。
一、测试仪器及方法标准
GB/T 6546、GB/T 2679.17、ISO 3037、ISO 13821、T811、T838、T839
二、测试目的
瓦楞纸板边压强度是影响瓦楞纸箱抗压强度的重要因素之一,它是瓦楞纸板生产过程中主要的质量控制项目,通过边压强度预测瓦楞纸箱的抗压强度。
三、测试原理和设备结构
边压强度测试原理可简述为:矩形的瓦楞纸板试样置于压缩试验仪的两压板之间,使试样的瓦楞方向垂直于压缩试验仪的两压板,然后对试样施加压力,直至试样压溃为止,记录试样所能承受的最大压力。
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/240513/1-240513133356230.png)
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: 边压强度测试所需要仪器
![](data:image/png;base64,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)
图3:边压强度抗压过程变形曲线
![](data:image/png;base64,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)
图4 试样尺寸25mm×100mm 图5 导块放置
对于瓦楞纸箱的抗压强度,美国、瑞典、加拿大、芬兰及其他主要产纸大国的许多学者都做了大量的研究,从而得出了瓦楞纸箱的抗压强度与组成它的箱纸板和瓦楞原纸的性能指标之间的关系,其中最早发表及使用最多的是McKee等人出的马基公式:P=5.874×ECT×H0.5×Z0.5。瓦楞纸箱从顶到底的抗压强度主要由瓦楞纸板的边压强度决定的,边压强度是纸箱的最重要的决定性的物理性能指标。
瓦楞纸板边压强度的测定方法标准有很多,例如美国制浆造纸工业技术协会(TAPPI)制定的TAPPI标准,国际标准化组织ISO制定的ISO标准,还有我们国家的GB标准。目前国内使用的检测方法是GB/T 6546-2021《瓦楞纸板 边压强度的测定》,该标准等同采用ISO 3037:2013。
一、测试仪器及方法标准
GB/T 6546、GB/T 2679.17、ISO 3037、ISO 13821、T811、T838、T839
二、测试目的
瓦楞纸板边压强度是影响瓦楞纸箱抗压强度的重要因素之一,它是瓦楞纸板生产过程中主要的质量控制项目,通过边压强度预测瓦楞纸箱的抗压强度。
三、测试原理和设备结构
边压强度测试原理可简述为:矩形的瓦楞纸板试样置于压缩试验仪的两压板之间,使试样的瓦楞方向垂直于压缩试验仪的两压板,然后对试样施加压力,直至试样压溃为止,记录试样所能承受的最大压力。
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/240513/1-240513133356230.png)
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,瓦楞方向为短边的矩形试样,GB/T 6546规定的样品尺寸为(25±0.5)mm×(100±0.5)mm(注:其它国家标准根据相应标准要求取样即可)。试样受压边缘应切割得洁净和笔直,试样不应有褶子、皱纹、可见裂痕或其他明显损伤。如有水印,测试时应尽量避开。
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
调整压缩试验仪的压板间距,将试样连同导块一起置于下压板正中。启动仪器,压力接近50N时,移走导块,继续加压,直至试样压溃,测试结束,压板复位,屏幕显示测试结果。
试样的采取按GB/T 450进行,瓦楞方向为短边的矩形试样,GB/T 6546规定的样品尺寸为(25±0.5)mm×(100±0.5)mm(注:其它国家标准根据相应标准要求取样即可)。试样受压边缘应切割得洁净和笔直,试样不应有褶子、皱纹、可见裂痕或其他明显损伤。如有水印,测试时应尽量避开。
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
调整压缩试验仪的压板间距,将试样连同导块一起置于下压板正中。启动仪器,压力接近50N时,移走导块,继续加压,直至试样压溃,测试结束,压板复位,屏幕显示测试结果。
图2: 边压强度测试所需要仪器
记录试样压溃时受到的最大力值,变形量和边压强度值,重复上述步骤测试剩余的试样,获得至少10个有效结果。
图3:边压强度抗压过程变形曲线
一、结果计算分析
◇ 边压强度
按式(1)计算边压强度R,以kN/m表示。
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAPQAAAAtCAYAAACZHkYZAAAEWElEQVR4Ae1cAZKDIAy8P/kc/sJfeAo/8Se5CZY7oKChRVDczjgqJJBs2AbQ9ofwAQJAYBoEfqbxBI4AASBAIDQGARCYCAEQeqJgwhUgAEJjDACBiRAAoScKJlwBAiA0xgAQmAgBEHqiYMIVIABCYwwAgYkQAKEnCiZcAQIgNMYAEJgIARB6omDCFSDwIEJb0stCy9uhyKwYCEBgDgQeRGgisvqN0ApsnmMkwwuHwLMITSsZFWRkq0lbjAQgMA8CzyL0akgpQ5hhzzOA4UmMwLMIHU25NSE5x4PhKne8z+E/4bUvw7mMwKMIbfXymmKvZAzoXB4WY2tSEqf3NdZ9qvupXo1tZ8g+iNC8y13Iyi5za7JWk1qY9Ja0WmgJFtir2eqUMWTddwGvx7cviNUowuZau+GZkim9l/b0qZ5v/1t9307P82MIzdmZA/ROvJWstWS1Is073kxqbWklS9oTOlh7M7HdxjjrWF6TK9IWq/KWg7YFkaRtHMkd1bf0u0VbQwjNGY2Bio+RxOBsu22WsW2Ox6vZCE5Ef2XuyVe4qcaZPLxvEZK524hjno6B/fsaZI6IGNqx1+5RO3u6I+qGEJrc46N0SsskDx4p9USDyfvKxla/puXukRZn4X9Cry5785SbMziXG9KKp+qWkKTbBexbEtXoS2QlMu28/66lQYTe3tryM1rnAk9r3fr1O4c+0v57Hv2fcd0swmdft8bmzG1f6+Z4/bx4uY86f1fiAZQOImkZtyaVzcm10H/3qK4k9b1Oe/NfqiPpSyIj7e9suTGEfhEkekkrVxZ5v5HID8LiuTG5IhM63Xjfwu6kZawjlc3JtdAP7S5d+77Ds5flsm8+NfoSWYnMN/a21B1C6Cj78dSVN5d4wypK2S3dRFtXRSBHllxZjf01+hJZiUyNfWfKDiB0JtMqTebkRSgHpddxZsBmaztHllxZjd81+hJZiUyNfWfKDiD0tn72j494o0m2GZb5IsiRdIIp95kBv1rbJbKUyiX21+hKZCUyErt6yPQn9BuBY4L3cBp9XAeBElnS8vT+yAOp/JHcUf2RHb3ruxPaveARZdFX5sX6uXfsL9EfEyY8QqNCMoXXoUzpWip/JHdUX+p/VHlXQrvNMB/AgMC+XJnt+e4oMNBvHwSYJOGx16snlD/vyaZ1ezph//66Rj+Vvcp9V0JfxWmJHdurooV3vyUNQGYXgT2ypYolwqVyufuafkL9T/XCNkZcg9BF1IN3uYsyqOiFwF0J1gsf3w8I7ZFIz8G73GkV7oHAVREAoQuR4XV9sMwvSKEYCFwLARC6EI+/H2kU6lEMBK6IAAidjcr/jzSy1SgEAhdFAITOBYZ/+cV/csD/TpKrRxkQuCgCIHQuMCN/ypmzB2VAQIgACC0ECmJA4A4IgNB3iBJsBAJCBEBoIVAQAwJ3QACEvkOUYCMQECIAQguBghgQuAMCIPQdogQbgYAQARBaCBTEgMAdEPgFmxZQOhE3+d4AAAAASUVORK5CYII=)
式中:
![](data:image/png;base64,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)
◇ 边压强度的标准偏差
![](data:image/png;base64,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)
式中:
![](data:image/png;base64,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)
◇边压强度的单位换算
智能化的检测仪器要同国际接轨,边压强度的国际单位是kN/m,欧美国家使用英制单位lb/in,我国和日本、韩国习惯使用kg/cm。根据国标GB/T 17295-2008《国际贸易计量单位代码》中力、重力的关系,可推算出三者关系:
◇ 1 kg/cm=0.980665 kN/m=5.60 lb/in
◇1 kN/m==1.0197 kg/cm=5.71 lb/in
◇1 lb/in=0.1786 kg/cm=0.17513 kN/m
七、可能的错误操作及误差
(一)可能的错误操作
(1)试样取样方向错误
试样的高度应平行于瓦楞方向,长度垂直于瓦楞方向,这是因为瓦楞纸板、纸箱实际受压示意图如图4所示。
◇ 边压强度
按式(1)计算边压强度R,以kN/m表示。
式中:
◇ 边压强度的标准偏差
式中:
◇边压强度的单位换算
智能化的检测仪器要同国际接轨,边压强度的国际单位是kN/m,欧美国家使用英制单位lb/in,我国和日本、韩国习惯使用kg/cm。根据国标GB/T 17295-2008《国际贸易计量单位代码》中力、重力的关系,可推算出三者关系:
◇ 1 kg/cm=0.980665 kN/m=5.60 lb/in
◇1 kN/m==1.0197 kg/cm=5.71 lb/in
◇1 lb/in=0.1786 kg/cm=0.17513 kN/m
七、可能的错误操作及误差
(一)可能的错误操作
(1)试样取样方向错误
试样的高度应平行于瓦楞方向,长度垂直于瓦楞方向,这是因为瓦楞纸板、纸箱实际受压示意图如图4所示。
图4 试样尺寸25mm×100mm 图5 导块放置
(2)不使用导块
不使用导块将导致测试结果偏低。试样的两侧分别放置导块用于支撑试样,确保试样垂直于压板,给试样加压接近50N时,移走导块。导块的放置方式如图5所示。
(3)取样有毛边
裁切刀具老化不锐利,造成取样不平整,有毛边。这种情况下及时更换刀片。
(4)取样不垂直
不使用边压专用取样器或者基准未对齐或者裁切刀具安装不垂直,取出的试样就不垂直,测试结果往往偏低。
(二)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
边压强度一般使用12.5mm/min,新标准偏差为0.25mm/min,增加了仪器的精密度,测试数据更准确、稳定。
(3)上下压板的平行度、平整度
边压强度的两压板的表面应相互平行,每100mm的平行度误差应在0.05mm。压板表面的平面度误差应在0.05mm以内。平行度、平整度对测试结果的影响很大,如果达不到标准要求,会造成测试结果偏低。
(4)取样质量
试样裁切的质量可能会对测试结果产生显著影响,因此,必须以尽可能高的标准检查试样的质量,包括试样的平行度、平直度、垂直度,切口边缘的检查。
平直度、平行度和垂直度可通过以下步骤进行判断:将两个试样切边朝下置于同一平板上,使试样几乎面对面接触。理想状态下,两试样的相对面应绝对平整,且所在平面相互平行。但在实际测试中,平板往往有一定弯曲,当试样以底部切边垂直置于平板上时,两试样顶部裁切面平齐且互相平行,与相邻平面呈直角,且试样的切边在同一平面上,此时可认为试样的质量满足测试的要求。在试样顶部边缘施加大约1N(相当于手指轻压)的负载时,底部切边下不应有光线透过。再任取两片试样按照上述方法进行检查。
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不使用导块将导致测试结果偏低。试样的两侧分别放置导块用于支撑试样,确保试样垂直于压板,给试样加压接近50N时,移走导块。导块的放置方式如图5所示。
(3)取样有毛边
裁切刀具老化不锐利,造成取样不平整,有毛边。这种情况下及时更换刀片。
(4)取样不垂直
不使用边压专用取样器或者基准未对齐或者裁切刀具安装不垂直,取出的试样就不垂直,测试结果往往偏低。
(二)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
边压强度一般使用12.5mm/min,新标准偏差为0.25mm/min,增加了仪器的精密度,测试数据更准确、稳定。
(3)上下压板的平行度、平整度
边压强度的两压板的表面应相互平行,每100mm的平行度误差应在0.05mm。压板表面的平面度误差应在0.05mm以内。平行度、平整度对测试结果的影响很大,如果达不到标准要求,会造成测试结果偏低。
(4)取样质量
试样裁切的质量可能会对测试结果产生显著影响,因此,必须以尽可能高的标准检查试样的质量,包括试样的平行度、平直度、垂直度,切口边缘的检查。
平直度、平行度和垂直度可通过以下步骤进行判断:将两个试样切边朝下置于同一平板上,使试样几乎面对面接触。理想状态下,两试样的相对面应绝对平整,且所在平面相互平行。但在实际测试中,平板往往有一定弯曲,当试样以底部切边垂直置于平板上时,两试样顶部裁切面平齐且互相平行,与相邻平面呈直角,且试样的切边在同一平面上,此时可认为试样的质量满足测试的要求。在试样顶部边缘施加大约1N(相当于手指轻压)的负载时,底部切边下不应有光线透过。再任取两片试样按照上述方法进行检查。
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2022年10月发表于《纸箱世界》杂志
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