章节179.45用于预包装食品辐照的包装材料。
本章节识别的包装材料可以被安全的接受预包装食品辐照处理和加工附带的辐照,根据本节的规定和要求,包装材料本身没有可探测到的感生放射性:
(a) 食物本身的辐射在这部分应符合规定。由一个或多个基础烯烃聚合物精制的聚烯烃薄膜遵守本章177.1520。
(b) 以下包装材料可能受到的辐射剂量,使用γ、电子束或x射线辐射处理预包装食品附带剂量不超过10kGy,除非另有指示:
(1) 硝基涂布或偏二氯乙烯共聚物涂布的玻璃纸遵守本章177.1200;
(2) 玻璃纸遵守本章176.170;
(3) 蜡涂布纸板遵守本章176.170;
(4) 从一个或多个基础烯烃聚合物精制的聚烯烃薄膜遵守本章177.1520 。制成的薄膜可能包含:
(i) 遵守本章178.3740和181.22到181.30使用的助剂,柠檬酸钠、月桂醇硫酸酯钠盐、聚氯乙烯、和本节 (d)(2)(i)段落列出的材料;
(ii) 由包含至少85%的偏二氯乙烯与一个或多个以下共聚单体:丙烯酸、丙烯腈、衣康酸、甲基丙烯酸酯、甲基丙烯酸甲酯的偏二氯乙烯共聚物组成的涂层;
(5) 由未漂白硫酸盐纸浆到某个树脂制成的牛皮纸,遵守本章178.3870,明矾可以添加。牛皮纸是仅作为装面粉的容器,且辐照剂量不超过500Gy。
(6) 如本章177.1630 (e)(4)(i)和(ii)所述的由基础聚合物制成的聚对苯二甲酸乙二醇酯薄膜。制成的薄膜可能包含:
(i)遵守本章178.3740和181.22到181.30使用的助剂,柠檬酸钠、月桂醇硫酸酯钠盐、聚氯乙烯、和本节(d)(2)(i)段落所列的材料;
(ii) 由包含至少85%的偏二氯乙烯与一个或多个以下共聚单体:丙烯酸、丙烯腈、衣康酸、甲基丙烯酸酯、甲基丙烯酸甲酯的偏二氯乙烯共聚物组成的涂层;
(iii) 聚乙烯组成的涂料遵守本章177.1520。
(7) 由苯乙烯基础聚合物制成的聚苯乙烯薄膜。成品薄膜可能包含遵守本章178.3740和181.22至181.30而使用的助剂。
(8)由含氯量为重量的30-32%和有最大可提取部分为重量的2 %(当从n-己烷并于回流温度提取2小时时)的盐酸橡胶基础聚合物制成的盐酸橡胶膜。成品薄膜可能包含遵守本章178.3740和181.22到181.30而使用的助剂。
(9) 由包含不少于重量的70 %的偏二氯乙烯和粘度0.50-1.50厘泊的亚乙烯基-氯乙烯共聚物精制的亚乙烯基-氯乙烯共聚物薄膜,它由ASTM方法d729 - 81”标准规范偏二氯乙烯成型化合物”所确定,并被引用作为参考。副本可以从美国材料试验学会(100#,巴尔港,费城的西肯肖霍肯,宾夕法尼亚州19428 - 2959)获得或在国家档案馆与记录管理局查阅((NARA))。关于这种材料在NARA可获得的信息,拨打202-741-6030,或访问http://www.archives.gov/federal_register/code_of_federal_regulations/ibr_locations.html. 成品薄膜可能包含遵守本章178.3740和181.22到181.30而使用的助剂。
(10) 尼龙11遵守本章177.1500。
(c) 乙烯-醋酸乙烯共聚物遵守本章177.1350。乙烯-醋酸乙烯包装材料可能受到的辐射剂量,使用γ、电子束或x射线辐射处理预包装食品附带的剂量不超过30kGy (3兆拉德)。
(d) 以下包装材料可能受到的辐射剂量,使用γ、电子束或x射线辐射处理预包装食品附带的剂量不超过60kGy:
(1) 植物羊皮纸,包括浓硫酸处理、中和、并使用蒸馏水彻底清洗的水迹叶原纸制成的纤维素材料;
(2) 由含或不含助剂的基础聚合物精制成的薄膜,如下:
(i) 由本章177.1520(a)所述的基础聚合物制成的聚乙烯薄膜。成品薄膜可能包含一种或多种如下添加物质:
物质
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限制
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芥酸、亚油酸、油酸、棕榈酸和硬脂酸的氨基化合物
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不超过聚合物重量的1%
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本章172.110所述的BHA
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同上
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本章172.115所述的BHT
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同上
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钙和钠类
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同上
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如本章178.3710所述石油蜡
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同上
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如177.1520(c)本章所述非结晶的聚丙烯
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不超过聚合物重量的2%
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本章172.863(a)中描述的硬脂酸铝、钙、镁、,钾、钠
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不超过聚合物重量的1%
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本章178.3740(b) 中所述的三甘醇
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同上
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本章178.3620(a)或(b)中所述的矿物油
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同上
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(ii) 由本章177.1630所述(e)(4)(2)所述的基础聚合物精制的聚对苯二甲酸乙二醇酯薄膜,成品薄膜可能包含本节(d)(2)(i)段落中列出的一个或多个添加物质。
(iii) 由本章177.1500(a)(6)所述并符合本章177.1500(b)表中的6.1项的性能规格的基础聚合物精制的尼龙6薄膜。成品薄膜可能包含一个或多个本节(d)(2)(i)段落中列出的添加物质。
(iv)由含有重量的88.5-90.0% 的氯乙烯、含有重量的10.0-11.5%的醋酸乙烯、最大挥发率不超过3.0%(105 摄氏度1小时)和粘度不少于0.30的基本共聚物精制的氯乙烯-醋酸共聚物膜,由ASTM方法d1243 - 79,"氯乙烯聚合物的稀溶液粘度标准试验法" 的方法A确定,并被引用作为参考。该引用参考信息的可从引用在本节 (b)(9) 段落中获得。成品薄膜可能包含一个或多个(d)(2)(i)段落中列出的添加物质。
(e) 本节中识别的丙烯腈共聚物应遵守本章180.22的规定。
[42 FR 14635, Mar. 15, 1977, as amended at 49 FR 10113, Mar. 19, 1984; 54 FR 7405, Feb. 21, 1989; 54 FR 24899, June 12, 1989; 59 FR 14551, Mar. 29, 1994; 61 FR 14246, Apr. 1, 1996; 66 FR 10575, Feb. 16, 2001]
[Code of Federal Regulations]
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[Title 21, Volume 3]
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[Revised as of April 1, 2014]
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[CITE: 21CFR179.45]
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)
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