The Ni-Al phase diagram has been used to place on its liquidus line the nominal Al - solute concentration measured previously within the Ni/Al/Ni joint. Moreover, a real temperature imposed for isothermal solidification has also been put on the Ni-Al phase diagram. A difference between equilibrium temperature and real temperature is treated as a motive force for solidification which occurred during formation of the Ni/Al/Ni interconnection. The calculation of a nominal concentration of the Ni-Al solidifying alloy is based on the EDS measurement of the Al - solute profile within the real Ni/Al/Ni joint frozen just at the disappearance of the liquid Al – filler metal. Simulation of solidification is performed starting from planimetered nominal Al - solute concentration and completing before a cross-section of equilibrium and real temperature on liquidus line of the Ni-Al phase diagram. The formation of each sub-layer within the joint formed during diffusion soldering depends on a value of back-diffusion parameter calculated separately for partitioning and redistribution, next for peritectic reaction and finally for solid/solid transformation. The computer simulation of the width and segregation within different peritectic phases appearing in sequence is in accordance with the Ni-Al phase diagram. The sub-layers of a proper peritectic phases are created during simulation starting from the Ni – substrate and completing at the axis of symmetry of the joint contrary to the technology according which the sequence of sub-layers is created just in inverse direction that is from the axis of symmetry to the Ni - substrate. At first, the Al- reach phase is appearing at the axis and Ni – reach phase is appearing at the substrate due to the dissolution/solidification phenomena governing the technology. The constant partition ratio is used to simulate solidification of the Al3Ni2 peritectic phase but the use of variable partition ratio is required to simulate the formation of the Al3Ni – peritectic phase. The variable partition ratio has a hyperbolic dependence on the solute concentration in the liquid.
The greater is the value of back-diffusion parameter the bigger is the width of a given sub-layer. The analysed segregation and width of each sub-layer can be reproduced within a joint for which solidification was stopped and morphology frozen. It was possible because the applied theory contains a parameter responsible for a freezing of solidifying alloys.