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木材耐光色牢度实验评级方法

2015-09-14 08:58 点击:

耐光色牢度(colorfastnesstolight)是指材料抵抗由日光或人造光源暴晒,而引起其颜色特性发生改变的能力[1]。耐光色牢度愈高,材料抵抗变色的能力愈强。
一般来说,直接用于室外,或作为产品的表面装饰材料,如 塑 料、涂 料、装 饰 用 木 材、纺 织 品、印 刷 品等,无论是考虑到暴晒条件,还是装饰材料自身的视觉要求,耐光色牢度都是一个不可忽视的因素。目前,塑料、纺织品、印刷品和涂料行业,均有相关的耐光色牢度试验方法标准[2-4]。其 中,纺 织 行 业中的标准体系,不仅有详细的耐光色牢度试验方法,还有具体的评级方法,即蓝色羊毛标样(BlueWools)
耐光色牢度评级体系[2],初用于染料的耐光色牢度评级方法,现在已延伸到各种材料领域。
在木材行业,目前尚无相关标准对其耐光色牢度进行评级。实际上,木质产品表面的耐光色牢度,一定程度上 可 影 响 家 具、地 板 等 产 品 的 整 体 价 值。同时,随着近几年木建筑房屋和景观木材等应用范围的扩大,亦对木材产品的耐光色牢度提出了新的要求。因此,对木材及其制品的耐光色牢度进行测评愈加体现出其重要性。
笔者借鉴纺织品耐人造光色牢度标准,对18种市场上地板、家具常用的木材,进行耐光色牢度评级。同时分析在此种评级方法中存在的问题,并提出可行的改进建议,旨在为建立木材耐光色牢度的评级方法标准提供参考。

1、材料与方法
1.1 试验材料
1)18种地 板、家 具 常 用 材,国家人造板与木竹制品质 量 检 验 中 心 提 供,材种自然干燥至含水率18%,锯切成规格110mm×20mm×2mm(纵向×径向×弦向)的试件,见表1。

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

2)蓝色羊毛标样,欧洲研制和生产,符合 GB/T730-2008《纺织品 色牢度试验 蓝色羊毛材料(1~7)级的品质控制》要求,尺寸均为40mm×10mm,编号为1~8,耐光色牢度从1到8依次升高,且相邻2个标号中,后者的耐光色牢度较前者约高一倍[5]。购于纺织工业标准化研究所。
3)灰 色 样 卡,评 定 变 色 用,由9对 灰 色 卡 片 组成。根据观感色差分为5个整级色牢度档次和4个半级档次,共9档,见表2。
灰卡符合 国 际 标 准ISO105 A02-1993,美 国 标准 AATCC/EP1-2005,国标 GB250-2008,购于纺织工业标准化研究所。
4)不 透 光 窄 条,采 用 锡 箔 纸 制 成,尺 寸60 mm×20mm。
1.2 试验设备
X25F氙光衰减仪(日本),CM2500/2600分光光度计,测色仪。
1.3 试验方法
参照 GB/T8427-2008《纺织品 色牢度实验 耐人

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

造光色牢度:氙弧》中的方法2进行试验。但由于木材表面纹理复杂,很难通过目测准确判断出木材试样色差与蓝色羊毛标样哪一级别相近。因 此 对 方 法2做如下改进:
1)暴晒时,使用测色仪测量木材表面色差,取代标准中采用与灰卡目测对比获得色差等级的方法,但蓝色羊毛标样暴晒前后,仍使用与灰卡目测对比的方式得出色差等级。
2)评级时,不采用暴晒试样和蓝色羊毛标样对比的方式评级,每个暴晒阶段,均用仪器测量的色差值与灰卡的等级进行对比。
用仪器测量取代目测的方法,已在塑料等行业相关标准中实行[3-4]。
1.3.1 试样准备
首先,对暴晒前的18种试材进行测色,选用分光光度计中的 Lab模式,选择8mm 的测量孔径,在各试材上,分别取4个点进行明度值(L)、彩度值(a、b)和色差(△E)的测量与计算[7],如图1所示。图1 测色点选取与标样的摆放
Fig.1 Offset-upforevaluatingcolorfastnesstolight将18种试样与蓝色羊毛标样,分别固定在氙光

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

衰减仪的固定夹上,同时,用不透光锡箔纸遮盖在蓝色羊毛 标 样 上 (图 1)。设 定 辐 射 光 源 辐 照 度 为 42W/m2(波长在300~400nm),相 对 湿 度 设 为58%,黑板温度(BPT)65 ℃。
1.3.2 试验过程
1)不时取下蓝色羊毛标样,掀起锡箔纸,检测蓝色羊毛标样的光照效果。当蓝色羊毛标样2的变色程度达到灰 卡3级 时,记录此时的暴晒时间和辐照量,测出并计算18种试样的L、a、b和△E 值(第1次检测)。
2)继续暴晒,至羊毛标样4的颜色与灰色样卡
4级相同时,记录暴晒时间和辐照量,检测18种试样的L、a、b、△E 值(第2次检测)。
3)暴晒至羊毛标样6达到灰色样卡4级,记录暴晒时间和辐照 量,测 量18种 试 材 的 L、a、b和△E值(第3次检测)。
4)蓝色羊 毛 标 样7的变色等于灰色样卡4级时,或耐光的试样产生的色差达到(3.4±0.4)范围内时,试验终止。
暴晒的第1小时内,每隔10min检测1次;第2小时内,每隔20min检测1次,之后每隔1h检测1次。整个暴晒持续时间32h。

2、结果与分析
2.1 检测结果
暴晒过程中,18种 试 样 在3次检测时的色差变化情况,列于表3。
2.2 分析与评级
1)在蓝色羊毛标样2达到灰卡3级时(2h),色差△E 在3.0~3.8之间。在第1次检测时,△E 在3.0~3.8之 间 的 木 材 试 样,被 评 为 2 级;△E>3.8的试样,表明其耐光色牢度<蓝色羊毛标样2级,即被评为1级;△E<3.0的试样,暂评为3级以上。
2)蓝色羊毛标样4变色至灰卡4级时(8h),在第1次检测中暂被评为3级以上的试样,以及第2次检测时的△E 在1.4~2.0之间,被评为4级;若试样△E>2.0,说明试样耐光色牢度<羊毛标样4级,被评为3级;△E<1.4,暂被评为5级以上。
3)在蓝色羊毛标样6到达灰卡4级 时(32h),暂评为5级 以 上 的 试 样,和 第3次 检 测 的△E 介 于1.4~2.0之间的试样,则被评为6级;若试样△E>2.0,被评为5级;若△E<1.4,则被评为7级以上。18种树种评级结果如表4所示。

在实际评级过程中,当羊毛标样4到达灰卡4级时,柚木的△E 为1.53,介于1.4~2.0之间,等于灰色样卡4级,说明柚木试样耐光(色差变化小),耐光色牢度与蓝色羊毛标样 4 级 相 同,即 被 评 为 级。从评级结果也可看出,本试验中的18个木材试样的耐光色牢度高等级为4级。
蓝色羊毛中的发色团包括 C=C、S=O、C=N、N=N 等[8],木材中的主要发色基团存在于木质素和抽提物中,为共轭碳碳双键、共轭羰基、苯醌 等 结 构[9]。虽然两种材料的发色团不同,但皆随光源辐照量的增加而发生色差变化[10-11]。
因此,通过蓝色羊毛标样来控制暴晒时间,可以形成光辐照量梯度,进而考察每种木材试样在不同辐照量下的色差变化。

3、结论
1)通过色差仪对18种地板和家具装饰常用材的耐光色牢度进行评级。其中,4种木材耐光色牢度为1级,5种为2级,8种试材达到3级,仅有柚木达到4级。
2)在借鉴纺织品色牢度评价方法的基础上,本研究提出的评级方法,木材耐光色牢度的检测结果准确度提高,更适用于木制品的生产。
3)在今后的研究中,建议采用更精确的方法,控制试件的暴晒周期。

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