In this study, we look at the stability of Kirchhoff plate equation solutions with a memory condition at the boundary. Assume the kernel functions k i = 1 , 2 satisfies the minimal condition h ( t ) G ( − k i ′ ( t ) ) ≤ k i ′′ ( t ) , where h and G satisfy some properties. Our new results are a significant improvement and generalisation of many earlier related results in the literature.