Mayor declares state of emergency as tropical storm approaches

Mayor Deegan has declared a local state of emergency in Jacksonville as the city prepares for the impending impact of Tropical Storm Debbie. The declaration, made at 8 AM this morning, allows for the implementation of protective measures to ensure community safety. The emergency operations center (EOC) has been partially activated since Friday, with city officials participating in multiple briefings with state and national weather services to monitor the storm's progress.

While Duval County is not currently under a tropical storm watch or warning, officials are anticipating heavy rainfall, potentially leading to flooding and flash floods. Forecasts suggest that the area could receive between 6 to 8 inches of rain, with the most significant impacts expected from late Sunday night through Tuesday. Emergency management officials are closely monitoring the storm's path, which could shift and alter the expected rainfall amounts.

Three shelters have been opened to accommodate residents in need, with capacities ranging from 250 to over 2,200 individuals. Emergency services, including the Jacksonville Fire and Rescue Department (JFRD), are on standby with urban search and rescue teams and swift water rescue teams prepared for deployment if necessary.

City officials emphasized the importance of communication during this emergency, with multiple channels available for residents to receive updates and report issues, including a dedicated phone line and the JAX Ready app.

In addition to emergency preparations, city operations will be adjusted, with city hall closed on Monday and early voting postponed until Wednesday. Public Works has been actively clearing drains and preparing for potential debris removal, while Duval County Public Schools announced that they do not anticipate any disruptions to the school schedule for the upcoming week.

As the storm approaches, city leaders are urging residents to stay informed and prepared for possible changes in the storm's trajectory and intensity.