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)
世间没有任何事情是十全十美的,完美无缺只是一种追求,真正的完美是相对的也是短暂的。同此理,世界上也有没有完美的木地板,追求十全十美木地板的朋友不要认死理了,这其实是对自己的一种苛刻。每一款实木地板都有其价值,不偏不倚,方能选到好地板。看看木地板的六大误区吧。 |
不同的树种都有其天然属性。比如有的密度大、质量重、硬度大,这样的木材做成地板,强度高、耐划性好。反之,一些木材密度小,耐划性差,但是保温、隔音的效果好,根据个人喜好选择即可。另外提醒消费者,不要只集中关注树种问题。无论什么树种加工而成的地板,都要符合国家的相关标准才能保证品质。 |
硬度大的地板,密度大,比较沉,强度大、耐划性强。不过它脚感差,北方地区春秋时节光脚踩上去会感觉很凉。而硬度小的地板,强度小、抗磨损的能力差 | ;不过,其保温、隔音效果更好。地板的硬度大小,各有利弊,应该根据个人喜好选择。
木材无论是进口的还是国产的,其自然属性都不会改变,所以部分消费者迷信进口产品没有必要。另外,实木地板也不是越贵越好。有些地板昂贵是因为树种稀缺,“物以稀为贵”,但它在使用中可能和便宜的树种发挥差不多的作用,理性选购为佳。 |
7%-13%之间,所以能达到这个值的都属合格产品,如果能符合使用地的平均含水率更好。至于怎么选厂家,其实哪里生产的关系并不大。虽然本地企业在生产中对含水率控制更容易,但是外地企业只要工艺过硬,封装好,一样没问题。
这说法并不是完全没有道理,因为窄小的地板,确实比大片的地板变异量小很多。不过,我们使用地板还要考虑到其装饰效果,大块地板显然装饰效果更强,只要环境允许,安装后多加呵护,大块地板同样也能为家添彩。 |
实木地板由于取材于天然,每一片地板都不同,所以色差是一定存在的。在欧美国家,消费者反倒要求实木地板有色差,体现自然美感。铺装环节尽量调节色差,比如,在操作时尽量把颜色反差大的铺在房间边角处,放上家具便可掩盖。也可以房间中间部分将颜色相近的搭配在一起,或是将深浅色木板做成过渡效果,只要安装人员技巧娴熟,调整色差是没问题的。 |
2865 N Berkeley Lake Rd, Ste 8, Duluth, GA 30096 |
Tel 770)497-8991 |
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