Guide to Lead Free Soldering and Reflow Profile

Introduction to Lead-Free Soldering

Lead-free soldering has become the standard in Electronics Manufacturing due to environmental and health concerns related to the use of lead in solder alloys. In 2006, the European Union’s Restriction of Hazardous Substances (RoHS) directive went into effect, restricting the use of lead and other hazardous materials in electronic products. As a result, the electronics industry has shifted towards lead-free soldering processes.

Lead-free solders typically consist of tin (Sn), silver (Ag), and copper (Cu) in various proportions. The most common lead-free solder alloys are:

  • SAC305 (96.5% Sn, 3% Ag, 0.5% Cu)
  • SAC387 (95.5% Sn, 3.8% Ag, 0.7% Cu)
  • SN100C (99.3% Sn, 0.7% Cu, 0.05% Ni)

These alloys have higher melting points compared to traditional tin-lead (SnPb) solders, requiring adjustments to the soldering process and equipment.

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Challenges of Lead-Free Soldering

The transition to lead-free soldering presents several challenges:

  1. Higher Melting Point: Lead-free solders have higher melting points than SnPb solders, typically around 217-227°C (423-441°F) compared to 183°C (361°F) for SnPb. This requires higher Soldering Temperatures and may impact component reliability.

  2. Wetting and Spreading: Lead-free solders have different wetting and spreading characteristics compared to SnPb solders. They may require longer wetting times and have a higher surface tension, which can lead to issues like poor hole fill and solder bridging.

  3. Intermetallic Compound (IMC) Formation: Lead-free solders form thicker and more brittle IMCs at the solder joint interfaces, which can affect joint reliability and mechanical strength.

  4. Thermal Fatigue: Due to their higher melting points and different mechanical properties, lead-free solder joints may be more susceptible to thermal fatigue failures under cyclic temperature conditions.

  5. Tin Whiskers: Some lead-free finishes, particularly those with high tin content, may be prone to tin whisker growth, which can cause short circuits and reliability issues.

Despite these challenges, proper process control and optimization can ensure reliable lead-free soldering results.

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Reflow Soldering Process

Reflow soldering is a process where solder paste (a mixture of solder particles and flux) is applied to the PCB, components are placed, and the assembly is heated to melt the solder and form the solder joints. The reflow process involves four main stages:

  1. Preheat: The assembly is gradually heated to activate the flux and evaporate solvents. Typical preheat temperatures range from 150-180°C (302-356°F).

  2. Thermal Soak: The assembly is held at a temperature just below the solder melting point to ensure even heating and flux activation. Soak temperatures are typically around 150-200°C (302-392°F).

  3. Reflow: The assembly is heated above the solder melting point, causing the solder to melt and wet the component leads and PCB pads. Peak reflow temperatures for lead-free solders are typically around 235-250°C (455-482°F).

  4. Cooling: The assembly is cooled at a controlled rate to allow the solder to solidify and form reliable solder joints. Cooling rates are typically around 2-4°C/s (3.6-7.2°F/s).

The reflow process is controlled by a reflow profile, which specifies the temperature and duration of each stage.

Lead-Free Reflow Profile Development

Developing an optimal lead-free reflow profile is critical for achieving reliable solder joints and minimizing defects. Key considerations include:

  1. Solder Paste Specifications: The reflow profile must be compatible with the solder paste’s recommended temperature ranges and exposure times. Consult the paste manufacturer’s data sheet for specific requirements.

  2. Component Limitations: Some components may be sensitive to high temperatures or long exposure times. Review component data sheets and adjust the profile accordingly.

  3. PCB Characteristics: The PCB’s thermal mass, layer count, and copper coverage can affect heat transfer and require profile adjustments.

  4. Oven Performance: The reflow oven’s heating and cooling capabilities, temperature uniformity, and conveyor speed must be considered when developing the profile.

A typical lead-free reflow profile for SAC305 solder might look like this:

Stage Temperature Range Duration
Preheat 25-150°C (77-302°F) 60-90 s
Soak 150-200°C (302-392°F) 60-120 s
Reflow 235-250°C (455-482°F) 30-90 s
Peak 245-260°C (473-500°F) 5-15 s
Cooling 260-100°C (500-212°F) 60-120 s

It’s essential to validate the reflow profile using thermal profiling equipment to ensure that the actual temperatures and times match the target profile. Adjust the oven settings as needed to achieve the desired profile.

Defect Prevention and Troubleshooting

Several common defects can occur during lead-free reflow soldering:

  1. Solder Bridging: Occurs when solder forms an unintended connection between two or more pads or leads. Causes include excessive solder paste, poor stencil design, or incorrect reflow profile.

  2. Head-in-Pillow (HIP): Happens when the solder paste on the PCB melts and wets the pad, but does not fully wet the component lead, resulting in a weak or open connection. HIP can be caused by oxidation, contamination, or an insufficient reflow profile.

  3. Tombstoning: Also known as “drawbridging,” tombstoning occurs when a small, lightweight component (like a chip resistor or capacitor) stands up on one end due to uneven heating or wetting. Proper pad design and reflow profile optimization can help prevent tombstoning.

  4. Voiding: Voids are trapped pockets of air or gas within the solder joint. While some voiding is normal, excessive voiding can weaken the joint and impact reliability. Causes include flux outgassing, moisture, or an improper reflow profile.

  5. Insufficient Wetting: Poor wetting can result in weak or open solder joints. Causes include contamination, oxidation, insufficient flux activity, or an incorrect reflow profile.

To prevent defects, ensure that:

  • The PCB and components are clean and free of contamination
  • The solder paste is properly stored and within its shelf life
  • The stencil apertures are properly designed for the paste and components
  • The reflow profile is optimized for the solder paste, PCB, and components
  • The reflow oven is regularly maintained and calibrated

If defects occur, troubleshoot by:

  1. Inspecting the solder paste print quality and alignment
  2. Verifying the component placement accuracy
  3. Checking the reflow profile using thermal profiling equipment
  4. Analyzing the defects using visual inspection, X-ray, or cross-sectioning
  5. Adjusting the process parameters (e.g., stencil design, paste print settings, placement settings, reflow profile) based on the root cause analysis

Frequently Asked Questions (FAQ)

  1. Q: Can I use the same reflow profile for different lead-free solder alloys?
    A: While lead-free solder alloys have similar melting ranges, their exact melting points and wetting characteristics may vary. It’s best to develop a specific reflow profile for each alloy to ensure optimal results.

  2. Q: How do I know if my reflow profile is correct?
    A: Use thermal profiling equipment (e.g., thermocouples or a thermal profiling system) to measure the actual temperatures and times experienced by the PCB during reflow. Compare the measured profile to the target profile and adjust the oven settings as needed.

  3. Q: Can I use lead-free solder paste with SnPb-finished components?
    A: While it’s possible to use lead-free solder paste with SnPb-finished components, it’s not recommended. The different melting points and wetting characteristics can lead to poor joint formation and reliability issues. It’s best to use components with lead-free compatible finishes.

  4. Q: How can I reduce voiding in lead-free solder joints?
    A: To minimize voiding, consider the following:

  5. Use a solder paste with a lower volatiles content
  6. Optimize the reflow profile to allow sufficient time for flux outgassing
  7. Ensure proper storage and handling of the solder paste to minimize moisture absorption
  8. Use a nitrogen reflow environment to reduce oxidation and improve wetting

  9. Q: What are some best practices for lead-free reflow soldering?
    A: Some key best practices include:

  10. Use high-quality, fresh solder paste and store it properly
  11. Ensure the PCB and components are clean and free of contamination
  12. Design the stencil apertures and pad geometry for optimal paste release and wetting
  13. Optimize the reflow profile for the specific solder paste, PCB, and components
  14. Regularly maintain and calibrate the reflow oven and other equipment
  15. Monitor the process using statistical process control (SPC) techniques and address any deviations promptly

By following these guidelines and best practices, you can achieve reliable lead-free solder joints and minimize defects in your reflow soldering process.

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