The application of high static pressure (e.g., 10 MPa) during Transient Liquid Phase (TLP) bonding is the primary driver for joint densification. It acts as a mechanical compensator for the chemical reactions occurring within the joint, directly forcing the solidifying phases together to eliminate the internal voids that naturally form during processing.
Core Takeaway The formation of intermetallic compounds creates significant volume shrinkage, which naturally leads to porosity. External pressure is not merely for holding parts together; it is a critical processing parameter required to collapse these voids and force the generated phases to interconnect into a continuous, dense microstructure.
The Mechanics of Microstructural Change
Counteracting Chemical Shrinkage
The reaction between liquid tin (Sn) and solid metal powders is not volume-neutral. As the liquid and solid elements react to form intermetallic compounds (IMCs), the total volume of the material decreases.
For Sn-Ag-Co joints, this volume shrinkage is significant. The formation of the CoSn2 phase results in a -14.9% reduction in volume. Similarly, the Ni3Sn4 phase results in a -11.3% reduction.
Eliminating Internal Porosity
Without external intervention, this chemical shrinkage leaves behind empty space. These spaces manifest as internal voids, which weaken the joint.
A laboratory press applies continuous static pressure to mechanically compensate for this volume loss. It actively compresses the joint as the reaction proceeds, preventing the shrinkage from resulting in permanent porosity.
Enhancing Phase Continuity
Pressure influences the arrangement of the microstructure, not just its density. The external force drives the generated phases—specifically (Co,Ni)Sn2 and Ni3Sn4—into direct contact with one another.
This forced contact promotes microstructural continuity. Instead of isolated clusters of IMCs separated by voids, the pressure ensures the phases interconnect, creating a solid, cohesive bridge between the bonding surfaces.
The Consequences of Insufficient Pressure
The Risk of Discontinuous Joints
It is important to recognize that pressure is a requirement, not an option, for these specific alloy systems. Because the shrinkage rates are high (up to ~15%), passive bonding methods will likely fail to produce a sound joint.
If the static pressure is too low or removed too early, the volume loss will inevitably lead to void formation. The resulting microstructure will be porous and discontinuous, significantly compromising the mechanical reliability of the bond.
Optimizing Your TLP Bonding Process
To achieve a high-quality Sn-Ag-Co joint, you must treat pressure as a dynamic variable that manages chemical changes.
- If your primary focus is Joint Density: Maintain continuous pressure (e.g., 10 MPa) specifically to counteract the -14.9% volume shrinkage associated with CoSn2 formation.
- If your primary focus is Microstructural Integrity: Ensure pressure is applied throughout the entire reaction period to force the (Co,Ni)Sn2 and Ni3Sn4 phases to interconnect rather than forming isolated islands.
By utilizing high static pressure to offset natural volume shrinkage, you transform a porous reaction zone into a dense, interconnected, and mechanically robust joint.
Summary Table:
| Mechanism | Impact on Microstructure | Key Metric/Result |
|---|---|---|
| Chemical Shrinkage Offset | Counteracts volume loss from CoSn2 and Ni3Sn4 formation | -14.9% vol. for CoSn2; -11.3% for Ni3Sn4 |
| Void Elimination | Mechanically collapses internal porosity during solidification | Dense, high-reliability joints |
| Phase Interconnection | Forces (Co,Ni)Sn2 and Ni3Sn4 into direct contact | Continuous, cohesive IMC bridge |
| Mechanical Integrity | Prevents formation of isolated IMC clusters | Robust bond with enhanced reliability |
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References
- Byungwoo Kim, Yoonchul Sohn. Transient Liquid Phase Bonding with Sn-Ag-Co Composite Solder for High-Temperature Applications. DOI: 10.3390/electronics13112173
This article is also based on technical information from Kintek Press Knowledge Base .
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