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< 10:23 78 Problem: A two-bus system with two-generators and one load is shown in Figure 1. The slack bus is the bus 1 (₁ = 0.0 rad and |= 1.0 p.u.). The PV bus is the bus 2 (|V|= 1.0 p.u.). The base MVA is 100. The nodal real/reactive power mismatch tolerance is 0.001 p.u.. Use the Newton-Raphson method to calculate the AC power flow without considering the reactive limits) a. Build Ybus b. Determine the voltage angle at the bus 2 c. Find real and reactive power from G1 at the slack and reactive power from G2 at the PV bus d. Determine the line flows and real power losses on lines Bus 1 (Slack) Line 1 G1 N Line 2 fy = 1; = 0.02 p.u. x₁ = x; -0.1 p.u. Bus 2 G2 P: -30 MW 100 MW L 50 MVar Figure 1 One-line diagram of the two-bus network (?) Q D Ask Search My Library Notifications More < 10:23 78 Problem: A two-bus system with two-generators and one load is shown in Figure 1. The slack bus is the bus 1 (₁ = 0.0 rad and |= 1.0 p.u.). The PV bus is the bus 2 (|V|= 1.0 p.u.). The base MVA is 100. The nodal real/reactive power mismatch tolerance is 0.001 p.u.. Use the Newton-Raphson method to calculate the AC power flow without considering the reactive limits) a. Build Ybus b. Determine the voltage angle at the bus 2 c. Find real and reactive power from G1 at the slack and reactive power from G2 at the PV bus d. Determine the line flows and real power losses on lines Bus 1 (Slack) Line 1 G1 N Line 2 fy = 1; = 0.02 p.u. x₁ = x; -0.1 p.u. Bus 2 G2 P: -30 MW 100 MW L 50 MVar Figure 1 One-line diagram of the two-bus network (?) Q D Ask Search My Library Notifications More

< 10:23 78 Problem: A two-bus system with two-generators and one load is shown in Figure 1. The slack bus is the bus 1 (₁ = 0.0 rad and |= 1.0 p.u.). The PV bus is the bus 2 (|V|= 1.0 p.u.). The base MVA is 100. The nodal real/reactive power mismatch tolerance is 0.001 p.u.. Use the Newton-Raphson method to calculate the AC power flow without considering the reactive limits) a. Build Ybus b. Determine the voltage angle at the bus 2 c. Find real and reactive power from G1 at the slack and reactive power from G2 at the PV bus d. Determine the line flows and real power losses on lines Bus 1 (Slack) Line 1 G1 N Line 2 fy = 1; = 0.02 p.u. x₁ = x; -0.1 p.u. Bus 2 G2 P: -30 MW 100 MW L 50 MVar Figure 1 One-line diagram of the two-bus network (?) Q D Ask Search My Library Notifications More < 10:23 78 Problem: A two-bus system with two-generators and one load is shown in Figure 1. The slack bus is the bus 1 (₁ = 0.0 rad and |= 1.0 p.u.). The PV bus is the bus 2 (|V|= 1.0 p.u.). The base MVA is 100. The nodal real/reactive power mismatch tolerance is 0.001 p.u.. Use the Newton-Raphson method to calculate the AC power flow without considering the reactive limits) a. Build Ybus b. Determine the voltage angle at the bus 2 c. Find real and reactive power from G1 at the slack and reactive power from G2 at the PV bus d. Determine the line flows and real power losses on lines Bus 1 (Slack) Line 1 G1 N Line 2 fy = 1; = 0.02 p.u. x₁ = x; -0.1 p.u. Bus 2 G2 P: -30 MW 100 MW L 50 MVar Figure 1 One-line diagram of the two-bus network (?) Q D Ask Search My Library Notifications More

Power System Analysis and Design (MindTap Course List)
Power System Analysis and Design (MindTap Course List)
6th Edition
ISBN:9781305632134
Author:J. Duncan Glover, Thomas Overbye, Mulukutla S. Sarma
Publisher:J. Duncan Glover, Thomas Overbye, Mulukutla S. Sarma
Chapter6: Power Flows
Section: Chapter Questions
Problem 6.12MCQ
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I need a complete solution for this power flow problem showing how all values were obtained.
< 10:23 78 Problem: A two-bus system with two-generators and one load is shown in Figure 1. The slack bus is the bus 1 (₁ = 0.0 rad and |= 1.0 p.u.). The PV bus is the bus 2 (|V|= 1.0 p.u.). The base MVA is 100. The nodal real/reactive power mismatch tolerance is 0.001 p.u.. Use the Newton-Raphson method to calculate the AC power flow without considering the reactive limits) a. Build Ybus b. Determine the voltage angle at the bus 2 c. Find real and reactive power from G1 at the slack and reactive power from G2 at the PV bus d. Determine the line flows and real power losses on lines Bus 1 (Slack) Line 1 G1 N Line 2 fy = 1; = 0.02 p.u. x₁ = x; -0.1 p.u. Bus 2 G2 P: -30 MW 100 MW L 50 MVar Figure 1 One-line diagram of the two-bus network (?) Q D Ask Search My Library Notifications More
Transcribed Image Text:< 10:23 78 Problem: A two-bus system with two-generators and one load is shown in Figure 1. The slack bus is the bus 1 (₁ = 0.0 rad and |= 1.0 p.u.). The PV bus is the bus 2 (|V|= 1.0 p.u.). The base MVA is 100. The nodal real/reactive power mismatch tolerance is 0.001 p.u.. Use the Newton-Raphson method to calculate the AC power flow without considering the reactive limits) a. Build Ybus b. Determine the voltage angle at the bus 2 c. Find real and reactive power from G1 at the slack and reactive power from G2 at the PV bus d. Determine the line flows and real power losses on lines Bus 1 (Slack) Line 1 G1 N Line 2 fy = 1; = 0.02 p.u. x₁ = x; -0.1 p.u. Bus 2 G2 P: -30 MW 100 MW L 50 MVar Figure 1 One-line diagram of the two-bus network (?) Q D Ask Search My Library Notifications More
< 10:23 78 Problem: A two-bus system with two-generators and one load is shown in Figure 1. The slack bus is the bus 1 (₁ = 0.0 rad and |= 1.0 p.u.). The PV bus is the bus 2 (|V|= 1.0 p.u.). The base MVA is 100. The nodal real/reactive power mismatch tolerance is 0.001 p.u.. Use the Newton-Raphson method to calculate the AC power flow without considering the reactive limits) a. Build Ybus b. Determine the voltage angle at the bus 2 c. Find real and reactive power from G1 at the slack and reactive power from G2 at the PV bus d. Determine the line flows and real power losses on lines Bus 1 (Slack) Line 1 G1 N Line 2 fy = 1; = 0.02 p.u. x₁ = x; -0.1 p.u. Bus 2 G2 P: -30 MW 100 MW L 50 MVar Figure 1 One-line diagram of the two-bus network (?) Q D Ask Search My Library Notifications More
Transcribed Image Text:< 10:23 78 Problem: A two-bus system with two-generators and one load is shown in Figure 1. The slack bus is the bus 1 (₁ = 0.0 rad and |= 1.0 p.u.). The PV bus is the bus 2 (|V|= 1.0 p.u.). The base MVA is 100. The nodal real/reactive power mismatch tolerance is 0.001 p.u.. Use the Newton-Raphson method to calculate the AC power flow without considering the reactive limits) a. Build Ybus b. Determine the voltage angle at the bus 2 c. Find real and reactive power from G1 at the slack and reactive power from G2 at the PV bus d. Determine the line flows and real power losses on lines Bus 1 (Slack) Line 1 G1 N Line 2 fy = 1; = 0.02 p.u. x₁ = x; -0.1 p.u. Bus 2 G2 P: -30 MW 100 MW L 50 MVar Figure 1 One-line diagram of the two-bus network (?) Q D Ask Search My Library Notifications More
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