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SMT行业如何正确的获取氮气源

2年前

如何选择最适合生产的氮气来源?如何确定氮气环境的具体参数?成本会增加多少?

——这些正是所有SMT企业关注的核心问题!

昊朗科技专注于工业气体前沿技术领域的专业创新与服务,致力于为所有需要氮气的企业创造更高价值。下面,将为您详细讲解如何正确获取氮气来源。


氮气来源选择:

事实上,氮气的供应方式有 多种选择

  • ✅ 使用空分塔制取氮气

  • ✅ 从气体公司购买瓶装氮气

  • ✅ 购买液氮

  • ✅ 采用气体公司提供的现场制氮服务

▶ 大量氮气需求:

  • 适用对象:气体公司或氮气用量大的企业

  • 方案:配备空分塔

  • 原理:将空气压缩液化→利用氮氧沸点差异分离

  • 特点
    ⚠️ 占地面积大 | ⚠️ 成本高 | ❌ 不适合一般企业

▶ 小量氮气需求:

  • 基础方案:购买钢瓶氮气

    • ✅ 即用即取、灵活性强

    • ⚠️ 缺点:风险高 | 成本高 | 运输储存不便

  • 升级方案(当瓶装氮气不足时)

    1. 购买液氮

      • ✅ 使用便捷、响应迅速

      • ⚠️ 痛点:需频繁补充 | 采购运输压力大 | 长期使用成本高昂

    2. 现场制氮方案


现场制氮技术对比:

❶ 膜分离制氮

  • 技术背景:20世纪80年代高新技术

  • 原理:空气→中空纤维膜→氧/水穿透膜→氮气留存(纯度 95%-99.9%)

  • 缺点
    🔺 能耗高 | 🔺 膜组件依赖进口 | 🔺 价格昂贵 | 🔺 维护繁琐

❷ PSA变压吸附制氮

  • 原理
    压缩空气 + 碳分子筛 → 优先吸附氧气 → 富集氮气(纯度 99%-99.999%)

  • 优势:双塔交替吸附/再生 → 连续稳定供氮

  • HOLANG方案
    ✨ 模块式氮气发生器 → 精准匹配SMT行业需求


如何确定氮气环境的具体参数?

关键步骤:

  1. 确定回流焊炉内 氮气纯度目标(或氧含量ppm值)

  2. 据此设定氮气发生器 出气纯度

纯度决策逻辑:

  • 🔬 氧化反应规律:氧含量↑ → 氧化加剧;氧含量↓ → 氧化减弱

  • ⚖️ 平衡点
    高纯度氮气 vs 投资成本 vs 产品不良率/返修量

  • 📊 综合考量因素
    产品等级 | 可接受不良率 | 公司政策 | 可焊性要求


SMT场景下的氮气应用痛点与解决方案:

传统供氮痛点:

  • ❌ 设备置于楼顶/车间外 → 管道输送 → 连接点多 → 泄漏风险↑ → 纯度↓

  • ❌ 回流焊机型/PCB尺寸/链速差异 → 耗气量波动

  • ❌ 供气不足易引发异常

HOLANG模块式方案优势:

  • ✅ 直接放置车间:占地小 | 噪音低 | 非压力容器

  • ✅ 彻底解决输送泄漏与供气波动问题

          

(▲ 图示:产气量 30Nm³/h | 纯度 99.99% 氮气发生器车间实景)

 


成本分析:

针对一条SMT产线(氮气纯度 99.99% | 产气量 20Nm³/h)的经济对比:
⚙️ 年运行时间:8,000小时 | ⚡ 电费单价:0.6元/千瓦时

▶ 方案一:使用液氮

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

▶ 方案二:模块式氮气发生器

 

 

1. 电力成本明细

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

2. 设备折旧成本

  • 设备投资:20万元 → 年折旧 ≈2万元

3. 总成本与单位成本

  • 年总成本:9.12万 + 2万 = 11.12万元

  • 单位氮气成本:11.12万 ÷ (20m³/h × 8000h) = 0.7元/m³

 


关键结论对比

data:image/png;base64,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
 

💡 结论:模块式氮气发生器更适合SMT产线!