JNTUH B.Tech 3rd year (3-2) Computer Methods in Power Systems gives you detail information of Computer Methods in Power Systems R13 syllabus It will be help full to understand you complete curriculum of the year.<\/p>\n
Objective<\/strong><\/p>\n I his course introduces formation of Z bus of a transmission line, power flow<\/p>\n UNIT \u2014I<\/strong><\/p>\n Power System Network Matrices: Graph Theory: Definitions, Bus Incidence Matrix, Y, formation by Direct and Singular Transformation Methods, Numerical Problems.\u00a0formation\u00a0<\/strong>of Partial network, Algorithm for the Modification of ZE3 \u00a0Matrix for addition element for the following cases: Addition of element from a new has to reference, Addition of element from a new bus to an old bus, Addition of element between an old bus to reference and Addition of element between two old busses (Derivations and Numerical Problems). – Modification of ZB slur the changes in network (Problems).<\/p>\n UNIT –II<\/strong><\/p>\n Power Flow Studies: Load Flows: Necessity of Power Flow Studies \u2014 Data Power Flow Studies \u2014 Derivation of Static load flow equations.<\/p>\n Load flow solutions using Gauss Seidel Method: \u00a0Acceleration Factor, Load flow solution with and without P-V buses, Algorithm and Flowchart. Numerical Load flow Solution for Simple Power Systems (Max. 3-Buses): \u00a0Determination of Bus Voltages, Injected Active and Reactive Powers (Sample One Iteration only) and finding Line Flows\/Losses for the given Bus Voltages.<\/p>\n Newton-Raphson Method in Rectangular and Polar Co-Ordinates Form:I uad Flow Solution with or without PV Busses- Derivation of Jacobian \u00a0elements, Algorithm and Flowchart.<\/p>\n Decoupled and Fast Decoupled Methods: Comparison of Different Methods \u2014 DC load Flow.<\/p>\n UNIT – III<\/strong><\/p>\n Short Circuit Analysis: Per-Unit System of Representation: Per-Unit equivalent reactant network of a three phase Power System, Numerical problems.<\/p>\n Symmetrical fault Analysis: \u00a0Short Circuit Current and MVA Calculations, I cult levels, Application of Series Reactors, Numerical Problems.<\/p>\n Symmetrical Component Theory: Symmetrical Component Transformation,\u00a0Positive, Negative and Zero sequence components: Voltages, Currents and\u00a0Impedances. \u00a0Sequence Networks:\u00a0 Positive, Negative and Zero sequence\u00a0Networks, Numerical Problems.<\/p>\n Unsymmetrical Fault Analysis: LG, LL, LLG faults with and without fault impedance, Numerical Problems.<\/p>\n\n