After the incidence of some voltage collapses in the energy transmission systems in the world, the voltage security became an issue of great interest in the last years due to the importance of its impact. The phenomenon of voltage stability is due to the excessive active and reactive power flow in the electrical transmission network and has been associated with environment questions and lack of financial resources for transmission system expansion. Nowadays, it is well-known that there is a maximum power that the network can transmit to a load bus and is the best known manifestation of the phenomenon, but, is not familiar to many that there is a maximum power that can be injected by generators and synchronous compensators into the network. Moreover, in heavy loading conditions is possible that voltage control actions would have the inverse effect. It is shown a sequential iterative method for assessment and voltage security reinforcement in voltage-controlled buses, although the literature only the load buses are analyzed. The verification of the behaviour of the generator and synchronous compensator as control device becomes necessary since, if it works in an inverse way, it can take the system to the voltage collapse. Once the assessment is performed and is detected one generation critical bus in some operating point, the objective of the reinforcement function is to calculate adequate control actions in order to increase the distance or power margin between the actual generation and the new maximum power flow. Several times this may be achieved by voltage profile changes and consequent loss reduction. Sometimes that procedure is not enough and active generation rescheduling is recommended. The stages of the method are: identify the critical bus, identify the sub-network used to transmit active power flow from this bus to load buses, in this sub-network the critical transmission path and critical branch are determined and redirect the power flow from the branch more loaded to others. The sequence is repeated until resultant power margins are judged suitable. Illustrative real life numerical examples with the Brazilian system are provided. It is verified that the proposed method really produces the desired results.