1、粉状磷酸一铵生产工艺
![](data:image/png;base64,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)
流程说明:稀磷酸与气氨在中和槽内反应生成中和度0.95-1.08左右磷酸一铵料浆,稀磷铵料浆在蒸发器循环泵的推动下,经加热器被蒸汽加热,上升进入闪蒸室分离蒸汽,再下降进入料浆循环泵循环,浓缩合格的料浆从循环泵出口进入高压柱塞泵,加压后送入喷雾干燥塔顶部的料浆雾化器,经压力式喷嘴才化且的料浆从塔顶喷洒而下,与塔底上升的热空 气逆流换热蒸发水份,并在干燥流化床进一步流化干燥出合格产品,尾气经洗涤后排空。
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)
2、流程说明:稀磷酸经尾气洗涤后送至一次中和槽中与气氨中和,合格中和料浆经浓缩达到工艺要求,再一次与氨进行二次中和,二次中和料浆经喷枪喷入喷浆造粒机内进行涂布造粒,利用来自热风炉的热风进行干燥脱水,干燥后的物料进行两级筛分,粒径合格的经冷却涂膜后包装成成品,不合格大块经破碎膈作为返料进二次造粒,小颗粒直接作为返料反回系统;干燥、冷却、筛分含尘尾气经旋风除尘及两级酸洗除尘、除氟、除氨后排空。
3、传统法磷酸二铵生产工艺(预中和+管反工艺流程)
流程说明:稀磷酸经浓缩达到48%左右,送入沉清槽中沉清合格磷送入磷铵生系统中,首先浓磷酸送入中和及干燥尾气洗涤系统中吸收中和反应及干燥过程处逸氨气和粉尘,在造洗槽中调整合适中和度和含水量;一部分送至预中和槽中与氨进行预中和反应,预中和料浆通过喷浆泵喷入转鼓造粒机内与返料进行涂布、粘结造粒,别一部分送入管式反应器中与氨反应,利用反应产生热量行成三至五公斤闭压喷入转鼓造粒机,在造粒机内进行涂布、粘结造粒,同进在转鼓造粒机对磷酸二铵颗粒进行二次氨化,从造粒机出来的物料进入干燥机内进一步脱除水分,干燥合格的磷酸二铵通斗式提升机送入振网筛进行分筛,粒径合格器进入流化床进行冷却、包膜后送入散库存放待包装;不合格小颗粒和大块经破碎后返回转鼓造粒机中作为返料,中和、造粒、干燥尾气经除尘、洗涤后达标排放。