Welcome
Civil Engineering is a composite of many specific disciplines that include structural engineering, water engineering, waste material management and engineering, foundation engineering etc. among many.. Recent advances in science and technology have increased the sphere of interest of civil engineers, involving them with unprecedented challenges and the application of new tools (new laboratory equipment, physical modeling, artificial intelligence, computational technology, lasers, etc.) for accomplishing traditional tasks.
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)
The department of Civil Engineering at University of Sistan and Baluchestan enjoys experienced faculty members and excellent students; it has always contributed to the cutting edge of science and research. This department takes students in 3 programs of Bachelor, Masters and PhD. Graduate program at this department covers four areas of research: Structural Engineering, Environmental Engineering, Water Resources Engineering and Hydraulic Engineering with various research laboratories that have facilitated the research process.