Reactive distillation means the simultaneous implementation of reaction and distillation in a counter currently operated column. The effective phase equilibrium is very complex since the chemical equilibrium is superimposed on the vapor liquid equilibrium. The paper focuses on the calculation and presentation of this equilibrium using so called reactive distillation lines. This leads to a clear explanation for the existence of reactive azeotropes and to a simple method for the determination of the concentration of these azeotropes. The effectiveness of this method is demonstrated on several mixtures with different reaction mechanisms.One of the classic tasks of Chemical Engineering is the downstream processing of products from a chemical synthesis. As most chemical reactions are reversible, and hence do not achieve complete conversion, the reactor effluent consists of both reactants and products. Pure product is required downstream, i.e. the remaining reactants have to be separated and recycled back into the reactor. The separation of reactor effluent, mainly through distillation, is often more complicated than the reaction itself, especially if an azeotrope is present. This process combination can be substantially simplified through the implementation of a counter-current column, in which both the reaction and distillation occur. In the accompanying text, the thermodynamic background of this so called reactive distillation will be presented. The following simplifying assumptions have been made:The reaction is reversible, i.e. the reactants are not completely converted into the desired products. The reaction occurs in the liquid phase only. The reaction requires a catalyst, either homogeneous or heterogeneous. In the presence of catalyst, the reaction can be considered instantaneous. Without catalyst, no reaction can take place.These assumptions simplify the true conditions, however, allow for the basic mechanisms to be presented and more easily understood. Understanding these mechanisms will also enable the comprehension of more complex systems.