The most common methods are designed for flat clustering, and show superior in quality to clustering unique methods. Thus, it can be expected that consensus of hierarchical clustering could also lead to higher quality in creating hierarchical clustering. Recent studies not been taken to consider particularities inherent in the different methods of hierarchical grouping during the consensus process. This work investigates the impact of the ensemble consistency in the final consensual results. We propose a process that retains intermediate transitivity in dendrograms. In this algorithm, firstly, the dendrograms describing the base clustering are converted to an ultrametric matrix. Then, after one fuzzification process,  the consensus functions based on aggregation operator with preserve transitivity property is applied to the matrices and form the final consensus matrix. The final clustering will be a dendrogram obtained from this aggregate matrix. Analyzing the results of the experiments performed on the known dataset and also visualizing algorithm's process on the visual (two-dimensional) datasets shows this approach can significantly improve the accuracy performance while retaining the consistency property.