酒精发酵监测仪

氨基甲酸乙酯（Ethyl carbamate，EC）是一种广泛存在于发酵食品中的有害物质。目前氨基甲酸乙酯的污染，被认为是食品中继黄曲霉毒素之后的又一重要问题。在20世纪70至80年代，世界各国学者先后又在蒸馏酒、白兰地、威士忌、酱油和面包等发酵饮料喝食品中检测到了氨基甲酸乙酯。这些发现引起了各国政府对发酵食品中氨基甲酸乙酯的重视，世界卫生组织也提议规定酒类饮料中氨基甲酸乙酯的限量标准。1985年，加拿大的卫生与防疫部门对酒精饮料中氨基甲酸乙酯含量规定了强制性限量要求：佐餐葡萄酒30ug.L-1，加强葡萄酒：100 ug.L-1，蒸馏酒150 ug.L-1，烈性酒和水果白兰地400 ug.L-1，日本清酒100 ug.L-1。1998年美国食品和药品管理局（US FDA）、美国葡萄酒研究所和美国酒商协会制定了有关葡萄酒中氨基甲酸乙酯含量的非强制性标准：1988年以后生产的佐餐葡萄酒氨基甲酸乙酯含量不能超过15 ug.L-1，1989年以后生产的甜葡萄酒氨基甲酸乙酯含量不能超过60 ug.L-1。氨基甲酸乙酯已经成为2002年联合国粮农组织重点监控物质，并制定了国际标准，其含量不得超过20ug.L-1。 我国尚未制定酒精饮料和发酵食品中氨基甲酸乙酯限量标准，也没有引起足够重视。随着我国人民生活水平的提高，酒饮料的消耗量日趋上升，尤其是白酒、黄酒、米酒、啤酒等营养丰富的含酒精饮料更是人们消费的热点，因此，制定氨基甲酸乙酯限量标准势在必行。而我国在这方面标准尚在调研中。 天瑞仪器公司长期致力于食品安全领域的检测方法研究，提供了气相色谱质谱联用仪（GC-MS 6800）测定酒精饮品中氨基甲酸乙酯的检测方案。 GC-MS 6800是天瑞仪器精心打造的一款高性价比气相色谱质谱联用仪，具有完全的自主知识产权，拥有多项专利技术，可广泛应用于食品安全、环境保护、工业检测等众多领域。 详细检测方案，请致电天瑞客服热线：800-9993-800。

发酵酒精和白酒工业水污染物排放标准（GB 27631－2011）将从2012年1月1日起实施。该标准规定了发酵酒精和白酒工业企业或生产设施水污染物排放限值、监测和监控要求，以及标准的实施与监督等相关规定。适用于现有发酵酒精和白酒工业企业或生产设施的水污染物排放管理。适用于对发酵酒精和白酒工业建设项目的环境影响评价、环境保护设施设计、竣工环境保护验收及其投产后的水污染物排放管理。

只求各位 大概指点一下！多谢了我的理解是取发酵液定容 利用[url=https://insevent.instrument.com.cn/t/Mp]气相色谱[/url]测得浓度！然后算出所得酒精质量。我对色谱不了解 有朋友说发酵液含水分，将影响酒精浓度测量！还有资料说，将发酵液常压蒸馏得到酒精，再用[url=https://insevent.instrument.com.cn/t/Mp]气相色谱[/url]法测定酒精量。还有就是加氧化钙蒸馏可制得无水乙醇，这样我就不用测酒精浓度了，直接天平一称就得到所得酒精的质量。总之，我的目的就是得到发酵液中有多少克酒精。我是准备采用木质纤维素（玉米芯）为原料同步糖化发酵制酒精的。请各位前辈、 同僚指点一下，或介绍点资料也行啊先谢了！

我是一名从事酒化验的工作人员，请问，在白酒或葡萄酒中加入发酵法酒精或化工合成的酒精如何测定？

在实验室内，利用植物纤维发酵制酒精，反应结束后反应器内有固体残渣，还有酒精。如果我把反应后的产物离心分离，取上层清夜，定容后[url=https://insevent.instrument.com.cn/t/Mp]气相色谱[/url]测酒精浓度。能否精确得出 此反应产生了多少克酒精！！？？我的目的就是想得到反应后，得到了多少克的酒精！最后得到每克天然植物纤维原料得到酒精的量！请大家帮忙，如果问题不对请指出！ 谢谢大家！

厌氧发酵法处理糖蜜酒精废...

酒精废水发酵生产白地霉...

乙醛是酵母菌酒精发酵的一种副产物，酒中的乙醛大多数由乙醇氧化而来。但在葡萄酒中，乙醛的乙醛是酵母菌酒精发酵的一种副产物，酒中的乙醛大多数由乙醇氧化而来。但在葡萄酒中，乙醛的来源通常认为还与乙酸菌合成或乙醇和一些酚类化合物的一系列氧化反应有关。来源通常认为还与乙酸菌合成或乙醇和一些酚类化合物的一系列氧化反应有关。[img]https://ng1.17img.cn/bbsfiles/images/2023/08/202308280107097861_5115_1642069_3.png[/img]

如何降低酒精检测仪的误差？从理论上说，酒精测试仪要判断是否是酒后驾驶。 至于酒精检测仪都有可能存在一定的误差。酒精检测仪就是根据流体力学的原理，就把周围的空气一起带进仪器内，相当于把呼气中的酒精浓度稀释了，检测到的酒精浓度就会比被测者实际的呼气酒精浓度低，这显然是不能容许的，在选择酒精测试仪时应该注意这个问题。 酒精测试仪具有一定的稳定性好，精度高，抗干扰性好的性能，酒精检测仪的传感器的结构要求十分精密，制造难度相当大，目前只有少数国家研究和生产生产，加上材料成本高，因此价格相当昂贵，是半导体酒精传感器的几十倍。

酒精检测仪的牌子有哪些？全线产品包括：立柜式、台式、壁挂式、便携式、指纹考勤式等覆盖到更多的十多个行业版本。酒精测试仪是可供执法交警作为检测驾驶人员呼气酒精含量的一种检测工具。酒精检测仪通常是对气体中酒精含量进行检测的设备可以分为五种基本类型，即：燃料电池型、半导体型、红外线型、气体色谱分析型、比色型。但由于价格相对较低和使用方便的原因，目前常用的有燃料电池型和半导体型的主要的两种。

是玉米发酵生产酒精和饲料的企业，想了解一下化验室关于酒精的检测都有什么？很急

根据世界贸易组织网站SPS通报消息，巴西卫生监督局近日发布了G/SPS/N/BRA/748号文件，拟制定非发酵类酒精饮料食品添加剂草案，给出了非发酵酒精饮料中准许使用的添加剂列表，并制定了最大使用量标准。该草案通过批准同时将废除RDC n. 41/2009和CNS/MS n?04/1988文件。草案评议意见截止日期为2011年6月9日，拟生效日期为2011年7月。 非发酵酒精饮料内可用食品添加剂见下表： 编号 功能/添加剂名称 最高残留限量（g/100g或g/100ml） 16.1.1.1各类酒精度大于15% v/v的酒精饮料（不包括复合酒精饮料、桑格里厄汽酒、清凉饮料等） 酸味剂/酸度调节剂 所有经GMP认证的酸度调节剂 按需要适量使用 334 酒石酸 0.3 338 磷酸 0.044（以P计） 抗氧化剂 所有经GMP认证的抗氧化剂 按需要适量使用 220 二氧化硫 0.02（以SO2计） 221 亚硫酸钠 222 亚硫酸氢钠 223 焦亚硫酸钠 224 焦亚硫酸钾

酵母类型和连续发酵对经典酒类酵母类型和连续发酵对经典酒类参数的影响酒精发酵结束时，所有连续的S的乙醇浓度在9.0到11.5% (v/v)之间，糖浓度低于2.0g.L-1。与不完全酒精发酵的纯培养物相比，接种P的样品完成发酵的时间最长，至少12天。对于其他NS酵母来说，7天就足以完成酒精发酵，而对于S纯培养物来说，则需要5天。与NS纯培养发酵相比，顺序发酵有助于增加乙醇浓度，但也减少了发酵时间。与S纯培养物相比，来自连续发酵的葡萄酒酒精含量的降低证实了NS酵母用于降低乙醇含量的效用。由于所有形式的葡萄汁和发酵条件都是相同的，使用代谢组学在最终葡萄酒成分和亮点中检测到的差异是由酵母的类型、酵母之间的相互作用和添加S的时间引起的。数的影响酒精发酵结束时，所有连续的S的乙醇浓度在9.0到11.5% (v/v)之间，糖浓度低于2.0g.L-1。与不完全酒精发酵的纯培养物相比，接种P的样品完成发酵的时间最长，至少12天。对于其他NS酵母来说，7天就足以完成酒精发酵，而对于S纯培养物来说，则需要5天。与NS纯培养发酵相比，顺序发酵有助于增加乙醇浓度，但也减少了发酵时间。与S纯培养物相比，来自连续发酵的葡萄酒酒精含量的降低证实了NS酵母用于降低乙醇含量的效用。由于所有形式的葡萄汁和发酵条件都是相同的，使用代谢组学在最终葡萄酒成分和亮点中检测到的差异是由酵母的类型、酵母之间的相互作用和添加S的时间引起的。

1．果汁前期处理：可选择低温浸渍，8-10℃，加入果胶酶CL，30-50ppm，快速水解分解果胶，作用时间不超过48小时。2．待发酵原汁回温到22℃左右，活化酵母F33或VL1都可（推荐VL1专用白兰地酵母），添加量200ppm，推荐使用发酵助剂SuperstartBlanc200ppm吨,同时跟酵母活化，20倍纯净水恒定38℃，酵母投入搅拌均匀，静置25分钟后接种，注意温差不要超过10摄氏度.3．酒精发酵启动后注意温度变化，如果设备允许，可以控制温度在26-28左右即可，注意前期每天循环通氧1-2次。4．若要发酵结束后酒体快速澄清，可在酒精发酵启动24小时后添加植物蛋白VEGEfine，150ppm，使酒体更加干净清爽、增加出酒率，快速下胶。5．酒精发酵启动48小时后开始第一次补充营养剂Thiazote，100ppm即可。6．酒精发酵中期，以目标11°为例，酒精度大概在7-8°左右再次添加营养剂150ppm左右。7．酒精发酵末期观察发酵速率，可根据实际情况适当添加营养剂。8．酒精发酵结束后，可以进行皂土下胶，酒体澄清度较好对于后期蒸馏的指标、香气、口感等大有帮助。9．蒸馏后原酒需要进行陈化、降度调整，终端产品要根据市场需要调配，我司提供专业白兰地天然香精、焦糖色、橡木制品、橡木桶等，针对不同终端市场，我们可以提供不同的成本方案。

玉米秸秆发酵生产燃料酒精研究现...

新华网长春５月１８日专电（记者张建）５月１日，我国“醉驾入刑”新规正式生效后，在网上各大论坛和现实生活中，一些驾驶员企图通过服用解酒药逃避交警部门的酒精检测。针对这种现象，警方和有关专家提醒广大驾驶员不要存在侥幸心理，因为服用解酒药也难逃酒精检测的“法眼”。　　连日来，记者从一些药房了解到，受“解酒药”能让驾驶员顺利逃过酒精检测的传言影响，本月以来，市面上各种各样的“解酒药”开始热销。　　吉林省高速交警支队长吉大队副大队长常红玲说：“交警部门使用的酒精检测仪灵敏度是非常高的，驾驶员千万不要存在侥幸心理，因为驾驶员只要存在醉酒驾车，就难逃酒精检测的法眼。”吉林省健康教育所所长李海波教授也表示，现在市场上出售的解酒药大多属于保健品，从药品分类上来说，这些不属于药品，也就不具备真正意义上的解酒效果。血液中酒精含量与症状、肇事的关系：血中酒精含量mg/ml血中酒精含量mg/ml症状发生肇事0.50精神愉快、飘然感有可能肇事1.00兴奋、脸红、语无伦次肇事可能性增加1.50激动、吵闹很容易肇事2.00动作不协调、意识紊乱一定发生肇事3.00麻醉状态，进入昏迷一定发生肇事酒精检测方法：1，酒精检测仪2， 气相色谱仪一般快速的检验都是用酒精检测仪的，但是，酒精浓度超过了的，就要进行血液检验，这时就会用到气相色谱仪。操作方法：血液中酒精含量检测专用色谱仪气相色谱仪与顶空进样器连接在一起配套使用，在仪器满足下述条件下，将现场所提取的血样直接注入注样器内，经过分析后，即可得到一份准确的分析报告。采用氢火焰离子化检测器FID顶空瓶加热温度70-80℃色谱填充柱顶空进样进样阀控制温度70-80℃气相色谱仪柱箱温度：120℃样品传输管路控制温度80℃

食品安全国家标准《发酵酒及其配制酒(GB2758-2012)》于8月1日起正式实施，用于代替GB 2758-2005《发酵酒卫生标准》。　　新标准对发酵及其配制酒分别进行了定义。发酵酒是以粮谷、水果、乳类等为主要原料，经发酵或部分发酵酿制而成的饮料酒;配制酒是以发酵酒为酒基，加入可食用的辅料或食品添加剂，进行调配、混合或加工制成的，已改变了其原酒基风格的饮料酒。　　新标准的变化主要有：修改了标准名称;取消了铅的限量指标;修改了微生物限量指标。　　此外，新标准还增加了标签标识要求。其中，应以“%vol”为单位标示酒精度;啤酒应标示原麦汁浓度，以“原麦汁浓度”为标题，以柏拉图度符号“°P”为单位。果酒(葡萄酒除外)应标示原果汁含量，在配料表中以“××%”表示;应标示“过量饮酒有害健康”，可同时标示其他警示语，用玻璃瓶包装的啤酒应标示如“切勿撞击，防止爆瓶”等警示语。

发酵液中铵根大家有什么好的检测仪器和方法？谢谢

[url=http://www.f-lab.cn/liquid-densimeters/twd-fw.html][b]发酵酒糖度酒精度检测仪TWD-FW-ONLINE[/b][/url]是专业为酒类糖度在线测量和酒精度在线测量设计的发酵酒在线糖度,酒精度浓度测量仪器。[b]发酵酒糖度酒精度检测仪TWD-FW-ONLINE[/b]应用于黄酒、葡萄酒、啤酒酿造行业、研究实验室。[b]发酵酒糖度酒精度检测仪TWD-FW-ONLINE[/b]参照GB/T5009、GB/T11540、GB/T611标准，采用流体静力学浮力法、伯努利流体动力学原理在线监测啤酒发酵前后比重变化，然后采用拉格朗日插值法。对发酵酒在线酒精含量、糖度、浓度等动态数据进行了转换。缓冲装置TP-30采用特殊设计，完全符合流体静力学原理，测试数据更准确。[img]data:image/jpeg 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[/img][b]发酵酒糖度酒精度检测仪TWD-FW-ONLINE[/b]技术资料：●在啤酒生产过程中，原汁浓度直接影响到后期的发酵过程和啤酒的口感和色泽，因此需要对每个工艺阶段的原汁浓度进行全程检测。酒精含量和锤度是发酵酒的两个重要参数。目前，这两个参数大多采用传统的人工采样方法进行测量，然后将其转化为白利度、酒精含量、浓度，这种方法耗时且不理想。●干红葡萄酒原发酵的S.G约为1.090。当比重达到1.020时可以进行第二次发酵，当S.G达到0.9920-0.9940时可以停止发酵。原干白葡萄酒的S.G是以原料的锤度为基础，在发酵过程中，糖类不断地转化为酒精，然后S.G会越来越小，当S.G达到0.9920-0.9930时可以停止发酵。[b][url=http://www.f-lab.cn/liquid-densimeters/twd-fw.html]发酵酒糖度酒精度检测仪[/url]TWD-FW-ONLINE[/b]功能：●本装置主体置于操作方便的平台上，主体前部设有取样罐。●测试液进出采样罐的进出孔，根据采样罐中传感器球的浮力变化自动显示液体密度。●通过连续动作完成在线发酵酒的密度测量和监测，对发酵酒在线BX°、PA%、C%的动态数据进行转换和显示。

发酵过程中产生生物胺。在酒精发酵结束之后，几乎所有红葡萄酒和部分白葡萄酒都需要进行苹果酸-乳酸发酵（MLF），在乳酸菌的作用下，葡萄酒中的苹果酸脱羧转化为乳酸，并放出二氧化碳。经过MLF过程，二元酸转变为一元酸,葡萄酒的酸度降低，使得其口感更柔和。但是，乳酸菌不仅能够分解苹果酸，还可以对氨基酸进行脱羧反应，产生生物胺。在葡萄酒中，有多种氨基酸能够被乳酸菌脱羧，生成组胺、酪胺、腐胺、尸胺及苯乙胺等，前3种胺类是葡萄酒中最主要的生物胺。

肉制品生产企业新建检测实验室，应该购置哪些检测仪器，一般是跟企业规模有很大关系。有的肉制品生产企业建设检测实验室只需要满足产品出厂合格即可，有的需要满足政府抽检，有的则需要满足出口国的检测需求.......因此不同需求的肉制品生产企业新建实验室购置仪器并不相同。这个贴子主要是分享一下，2010年发布的《28类食品企业生产许可审查细则》中对发酵肉生产企业检测项目的规定，已经依据的法律法规、检测方法、检测仪器及配备的样品前处理设备等。 发酵肉制品包括：萨拉米发酵香肠、风干发酵火腿等。序号检验项目依据法律法规或标准检测方法检测仪器样品前处理设备1过氧化值/GB/T 5009.37分光光度计——2铅GB 2762GB 5009.12原子吸收分光光度计（原子吸收法）马弗炉、天平、干燥恒温箱、 消解仪或消解装置、可调式电热板或电炉原子荧光光度计（氢化物原子荧光光谱法）电热板 、天平原子吸收光谱仪火焰原子化器（火焰原子吸收光谱法）天平分光光度计（二硫腙比色法）天平极谱分析仪（单扫描极谱法）电炉、天平3镉GB 2762GB/T 5009.15原子吸收分光光度计（石墨炉原子吸收法）电子天平、可调温式电热板、可调温式电炉、马弗炉、恒温干燥箱、微波消解系统4无机砷GB 2760GB/T 5009.11原子荧光光度计（氢化物原子荧光光度法）恒温水浴锅分光光度计（盐银法）测砷装置、恒温水浴锅5亚硝酸盐GB 2760GB 5009.33离子色谱仪（离子色谱法）粉碎机、超声波清洗器、天平、离心机分光光度计（分光光度法）天平、组织捣碎机、超声波清洗器、恒温干燥箱6大肠菌群GB 2726/产品明示标准及质量要求GB/T 4789.3菌落计数器恒温培养箱、冰箱、恒温水浴箱、天平、均质器、振荡器7致病菌（仅适用于牛肉制品）产品明示标准及质量要求/GB 29921GB 4789.4（沙门氏菌）全自动微生物生化鉴定系统冰箱、恒温培养箱、均质器、振荡器、电子天平、pH计GB 4789.10 第二法(金黄色葡萄球菌)酶标仪电子天平、均质器、离心机、微量加样器、自动洗板机GB 4789.30（单核细胞增生李斯特氏菌）全自动微生物生化鉴定系统冰箱、恒温培养箱、均质器、显微镜、电子天平GB/T 4789.36（大肠埃希氏菌O157:H7]）全自动微生物生化鉴定系统 [url=http://www.instrument.com.cn/zc/150.html]全自动酶联荧光免疫分析仪 [url=http://www.instrument.com.cn/zc/1657.html]全自动病原菌检测系统天平、均质器、冰箱、恒温培养箱、恒温水浴箱、生物显微镜、浊度计、pH计、样品混合器8总汞/GB/T 5009.17双道原子荧光光谱仪高压消解罐、微波消解炉[url=http://www.instrument.com.cn/zc/407.html]双光束测汞仪（附气体循环泵、气体干燥装置、汞蒸气发生装置及汞蒸气吸收瓶）恒温干燥箱、压力消解器、压力消解罐或压力溶弹可见分光光度计消化装置[url=http://www.instrument.com.cn/zc/1.html]气相色谱仪（配电子捕获鉴定器或氚源电子捕获器）酸度计、离心机9净含量//————10标签//————[/table]

[font=-apple-system, BlinkMacSystemFont, &][color=#05073b][size=16px]白酒甲醇乙醇检测仪可以检测哪些酒品，白酒甲醇乙醇检测仪可以对蒸馏酒、配制酒以及发酵酒等多种酒品中的甲醇和乙醇含量进行测量。这种检测仪在白酒行业中尤为重要，因为白酒在酿造过程中会产生甲醇，而过量的甲醇会毒害人体的神经系统和血管。因此，使用白酒甲醇检测仪对酒中的甲醇含量进行严格检测是必要的。此外，我国对于蒸馏酒、勾兑酒中的甲醇含量有明确的卫生标准规定，这也使得白酒甲醇乙醇检测仪成为确保酒品质量和安全的重要工具。通过检测，可以判断所测样品的理化指标是否符合规定的含量标准，避免不良酒品进入市场，为监管部门的治理提供了依据。需要注意的是，使用白酒甲醇乙醇检测仪时，应遵循正确的操作步骤和试剂使用说明，以确保检测结果的准确性和可靠性。同时，检测仪也应定期进行校准和维护，以保证其长期稳定运行。综上，白酒甲醇乙醇检测仪在保障酒品质量和安全方面发挥着关键作用，是酒类生产和监管中不可或缺的重要工具。[/size][img=,690,690]https://ng1.17img.cn/bbsfiles/images/2024/04/202404121110065814_1070_6098850_3.jpg!w690x690.jpg[/img][/color][/font]

[b]点击链接查看更多：[url]https://www.woyaoce.cn/service/info-8259.html[/url]白酒检测[/b]检测目的：产品质量检测 产品成分分析检测周期：7个工作日检测范围：浓香型、清香型、米香型、凤香型等白酒，以粮谷为主要原料，以大曲、小曲或麸曲及酒母等为糖化发酵剂，经蒸煮、糖化、发酵、蒸馏而制成的蒸馏酒。又称烧酒、老白干、烧刀子等。酒质无色（或微黄）透明，气味芳香纯正，入口绵甜爽净，酒精含量较高，经贮存老熟后，具有以酯类为主体的复合香味。以曲类、酒母为糖化发酵剂，利用淀粉质（糖质）原料，经蒸煮、糖化、发酵、蒸馏、陈酿和勾兑而酿制而成的各类酒。而严格意义上讲，由食用酒精和食用香料勾兑而成的配制酒则不能算做是白酒。

原来发过帖子讨论酒精试验，酒精试验要求在20℃进行，但是如果不在20℃进行，会对结果产生多大的影响呢？ 以前没有关注过这个问题，因为我们都是在6-8℃的情况下进行的，但最近一个怪事，同一个样品，酒精试验同时做几个，有合格的，也有不合格的，但水浴到20℃之后再检测，都合格，然后我就在网上查阅资料，找找温度对酒精试验的影响。发现了一篇文章，上面说温度没有影响，没有影响？我的这个样品怎么会出现这个问题呢？ 还有就是我觉得原料奶掺假会对酒精试验有影响，具体什么影响，我也说不清楚了，大家的看法呢？

请问各位高手用[url=https://insevent.instrument.com.cn/t/Mp]气相[/url]酒精生产测发酵后发酵液中乙醇含量需要什么柱子检测器用氢焰样品中有很多水不响应怎么办有人建议我用外标法可是我没有自动进样器手动进样不能保证每次进样准确还有发酵液中还有许多未知物会不会对柱子有影响呢请各位高手百忙之中给与解答万分感谢！！！

超净工作台又说不需要点酒精灯，然后有一些人又说需要点，我每次点酒精灯，开抽风，酒精灯的火都偏了，然后酒精灯都裂开了。坏了好多个，最近有专家过来评审看做实验，我做大肠菌群多管发酵法，需要点酒精灯吗？

在房间里噴了点酒精，尽然甲醛监测仪报警，甲醛监测仪显示3ppm，气体监测仪分别不出醛和醇吗

核心提示：　　酒精工业是基础原料工业。酒精生产的原料通常采用玉米、木薯、甘蔗、甜菜、纤维等，通过各种酶的作用而产生酒精，其产品则主　　酒精工业是基础原料工业。酒精生产的原料通常采用玉米、木薯、甘蔗、甜菜、纤维等，通过各种酶的作用而产生酒精，其产品则主要用于食用酒精、燃料乙醇、化工、医药酒精等领域。 http://www.fajiaoguan.cn/file/upload/201108/09/13-52-19-72-1.jpg 　　糖蜜是一种淀粉质的原料，它是食糖生产的副产品，是不能结晶和再次提取的糖。其中有48%的全糖份，其中包括蔗糖和各种还原糖。以糖蜜为原料的酒精生产，则是利用糖蜜所含的可发酵性物质将糖蜜中的蔗糖水解为一分子葡萄糖和一分子果糖，利用酒精酵母将葡萄糖转化成为酒精。然后在通过蒸馏工艺将酒精浓缩为大约为95.57%的酒精溶液。 　　沈阳新华控制系统公司提供的糖蜜酒精生产线自动化控制工程是通过DCS系统进行上位机控制，液化温度、糖化pH值、压力等仪表可提供准确的现场控制信息。DCS控制站可实现现场机械设备及温度、压力、加酶制剂等现场控制和数据采集等，操作人员可随时监控车间的运行情况和各项控制运行指标，记录数据全部存储存档，可随时调用查看，打印输出报表等。此外，在原有设备生产运行的基础上，蒸煮、糖化工艺参数实现优化控制，可有效提高酒精质量和产量，从而起到节能降耗的目的，为客户节约生产成本。 　　糖蜜酒精糖化工艺： 　　糖蜜酒精糖化实际上是淀粉在淀粉酶、糖化酶的作用下，使淀粉水解成葡萄糖的过程。 　　糖蜜酒精发酵工艺： 　　糖蜜酒精发酵主要是酵母菌把葡萄糖作为原料发酵成酒精。 　　糖蜜酒精蒸馏工艺：　　　　糖蜜酒精蒸溜是利用混合物中各组分会发性能的差异，将各组分分离的方法。通过蒸馏，把发酵成熟醪中的酒精提取出来。