回頁首
什麼是公共危險物品?
什麼是管制量?
公共危險物品場所位置構造設備?
什麼是公共危險物品?
「公共危險物品」是指具有易燃、易爆或助燃特性之物質,分為第1類:氧化性固體、第2類:易燃固體、第3類:發火性液體、發火性固體及禁水性物質、第4類:易燃液體及可燃液體、第5類:自反應物質及有機過氧化物、第6類:氧化性液體等六大類。
![公共危險物品範圍及分類](data:image/png;base64,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)
什麼是管制量?
「管制量」是指法令規範之最低數量,如製造、儲存或處理公共危險物品達此數量以上,即應於符合法令規範之場所為之,以確保安全。而公共危險物品種類在2種以上時,計算其是否達管制量之方法,應以各該公共危險物品數量除以其管制量,所得商數之和如大於1時,即達管制量以上。
公共危險物品場所位置構造設備?
公共危險物品因具有一定危險性,如處理不慎易使場所發生火災或爆炸,故針對製造、儲存或處理公共危險物品達管制量以上之場所,要求其位置、構造及設備應依法檢討設置,以減少災害發生或降低其危害性。而所謂「位置」是指安全距離、保留空地、儲槽間距、境界線距離等;「構造」是指防火構造、輕質屋頂、不滲透構造、圍阻措施等;「設備」則指排出設備、防止溢漏、測溫裝置、安全裝置、避雷設備等。