Curves are objects that contain data pairs representing a relationship between two variables. Two or more objects can share the same curve.
Click tabs below to explore different types of curves:
A Pump Curve represents the relationship between the head and flow rate that a pump can deliver at its nominal speed setting.
A single-point pump curve is defined by a single head-flow combination that represents a pump's desired operating point. EPANET fills in the rest of the curve by assuming:
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A three-point pump curve is defined by three operating points
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EPANET fits a continuous function through the three points to define the entire pump curve. |
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| A multi-point pump curve is defined by providing either a pair of head-flow points or four or more such points. EPANET creates a complete curve by connecting the points with straight line segments. |
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| A constant power pump is a pump that operates at a constant horsepower or kilowatt rating over all combinations of flow and head. The user only needs to supply the pump's power rating. |
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An Efficiency Curve determines pump efficiency (Y in percent) as a function of pump flow rate (X in flow units). Efficiency should represent wire-to-water efficiency which takes into account mechanical losses in the pump itself as well as electrical losses in the pump's motor. The curve is used only for energy calculations. If not supplied, then the global pump efficiency (a single number) in the project's Energy Options is used instead.
A Volume Curve determines how storage tank volume (Y in cubic feet or cubic meters) varies as a function of water level (X in feet or meters). It is used when it is necessary to accurately represent tanks whose cross-sectional area varies with height. The lower and upper water levels supplied for the curve must contain the lower and upper levels between which the tank operates. An example of a tank volume curve is given below.
A Head Loss Curve is used to described the headloss (Y in feet or meters) through a General Purpose Valve (GPV) as a function of flow rate (X in flow units). It provides the capability to model devices and situations with unique headloss - flow relationships, such as reduced flow backflow prevention valves, turbines, and well drawdown behavior.