logging in or signing up ECONOMIC LOAD DISPATCH aSGuest121843 Download Post to : URL : Related Presentations : Share Add to Flag Embed Email Send to Blogs and Networks Add to Channel Uploaded from authorPOINT lite Insert YouTube videos in PowerPont slides with aS Desktop Copy embed code: Embed: Flash iPad Dynamic Copy Does not support media & animations Automatically changes to Flash or non-Flash embed WordPress Embed Customize Embed URL: Copy Thumbnail: Copy The presentation is successfully added In Your Favorites. Views: 2265 Category: Entertainment License: All Rights Reserved Like it (0) Dislike it (0) Added: December 13, 2011 This Presentation is Public Favorites: 0 Presentation Description No description available. Comments Posting comment... Premium member Presentation Transcript ECONOMIC LOAD DISPATCH : ECONOMIC LOAD DISPATCH DEEPAK JOHN S1 M. Tech POWER SYSTEM PRESENTED BYCONTENTS: CONTENTS INTRODUCTION DIFFERENT CONSTRAINTS IN ECONOMIC LOAD DISPATCH OPERATING COST OF THERMAL PLANT ECONOMIC DISPATCH NEGLECTING LOSSES ECONOMIC DISPATCH INCLUDING LOSSES REFERENCESINTRODUCTION: INTRODUCTION In power generation our main aim is to generate the required amount of power with minimum cost. Economic load dispatch means that the generator’s real and reactive power are allowed to vary within certain limits so as to meet a particular load demand with minimum fuel cost This allocation of loads are based on some constraints.DIFFERENT CONSTRAINTS IN ECONOMIC LOAD DISPATCH: DIFFERENT CONSTRAINTS IN ECONOMIC LOAD DISPATCH INEQUALITY CONSTRAINTS Voltage constraints Vmin ≤ V ≤ Vmax , δ min ≤ δ ≤ δm ax Generator constraints KVA loading of generator should not exceed prescribed value Pmin ≤ P ≤ Pmax Qmin ≤ Q ≤ QmaxPowerPoint Presentation: Running spare capacity constraints This constraints are needed to meet forced outage of one or more alternators in the system and also unexpected load on the system Transmission line constraints flow of power through transmission line should less than its thermal capacity Transformer tap set for autotransformer tap t should between 0 & 1 For two winding transformer – between 0& kPowerPoint Presentation: Equality constraints Real power P p = V p Σ Y pq V q cos( θ pq -( δ p + δ q )) Reactive power Q p = V p Σ Y pq V q sin( θ pq -( δ p + δ q ))OPERATING COST OF THERMAL PLANT: OPERATING COST OF THERMAL PLANT The factors influencing power generation at minimum cost are operating efficiencies of generators, fuel cost, and transmission losses. The most efficient generator in the system does not guarantee minimum cost as it may be located in an area where fuel cost is high. If the plant is located far from the load center, transmission losses may be considerably higher and hence the plant may be overly uneconomical.PowerPoint Presentation: The input to the thermal plant is generally measured in Btu/h, and the output is measured in MW In all practical cases, the fuel cost of generator can be represented as a quadratic function of real power generation a) Heat rate curve b) Fuel cost curvePowerPoint Presentation: By plotting the derivative of the fuel-cost curve versus the real power we get the incremental fuel-cost curve Incremental fuel-cost curve The incremental fuel-cost curve is a measure of how costly it will be to produce the next increment of power.ECONOMIC DISPATCH NEGLECTING LOSSES : ECONOMIC DISPATCH NEGLECTING LOSSES It is the simplest economic dispatch problem Assume that the system is only one bus with all generation and loads connected to it A cost function Ci is assumed to be known for each plantPowerPoint Presentation: The problem is to find the real power generation for each plant such that the objective function (i.e., total production cost) as defined by the equation Is minimum ,subjected to the constraintsPowerPoint Presentation: when losses are neglected with no generator limits, for most economic operation. all plants must operate at equal incremental production cost Production from each plant can be found by This equation is known as the coordination equation For analytic solution we can find λ byPowerPoint Presentation: In an iterative technique, starting with a value of λ and the process is continued until ∆P i is within a specified accuracy Corresponding to this λ , is calculated, and the power mismatch is calculated by Update value of λ byEXAMPLE: EXAMPLEPowerPoint Presentation: Above three eqn represent the eqn for straight line on plotting this line we will getECONOMIC DISPATCH INCLUDING LOSSES : ECONOMIC DISPATCH INCLUDING LOSSES When power is transmitted over long distances transmission losses are a major factor that affect the optimum dispatch of generation One common practice for including the effect of transmission losses is to express the total transmission loss as a quadratic function of the generator power outputs. The simplest quadratic form isPowerPoint Presentation: Using the langrange multiplier Minimum of this function is fount at the points where the partials of the function to it’s variables are zeroPowerPoint Presentation: Itration method Initially assume a λ value. Then find out the generation from each plant using the equation Calculate the power mismatch calculatePowerPoint Presentation: Update value of λ Repeat the procedure with new value of λ until the power mismatch is within the limitEXAMPLE: EXAMPLEPowerPoint Presentation: SOLUTIONREFERENCES: REFERENCES Power System Analysis - Hadi Saadat power system analysis by nagrath and kothariTHANKS: THANKS You do not have the permission to view this presentation. In order to view it, please contact the author of the presentation.