A simplified representation of the city of Winnipeg water distribution
system is developed and a linear programming model is formulated to r
epresent this system. Six scenarios of the linear programming model ar
e analyzed to determine the most efficient operating policy when the o
bjective functions vary from minimizing reservoir drawdowns to minimiz
ing pumping. This analysis reveals that low total pumping values and l
ow maximum pumping values can be obtained if storage at the inner-city
reservoirs is utilized. It is also shown that the system cannot satis
fy demand during high demand periods without drawing down the Deacon R
eservoir.