row except type 1. This indicates that all system load will be modeled at node 3. After performing step 20, the screen will appear as below: Set line properties: Left-click on in the main “Lines” tree. You will see of the lines in the data “Properties” grid. For all three lines, set Max Flow=1000 MW, Min Flow=0, R=0, and X=0.001. Left-click on Set generator properties: “Generators” in the main tree. You will see of the “Properties” generators in the data grid. Enter the following data. f_Attributes Max VOM Forced Outage Mean Time Fuel Price Heat Rate Min Stable Generator Units Capacity Charge Outage Rate Rating to Repair ($/MMBTU) (BTU/kWh) Level (MW) (MW) ($/MWh) (%) (MW) (hrs) Gen_11 1 700 2 10000 0 0 5 0 100 Gen_12 1 400 7 9000 0 0 2 0 80 Gen_3 1 200 7 1200 0 0 1 0 40 It is of interest that the outage date provided above enables one to compute MTTF via For example, Gen_11 would have MTTF of from which we can also obtain transition rates from λ ,µ
row except type 1. This indicates that all system load will be modeled at node 3. After performing step 20, the screen will appear as below: Set line properties: Left-click on “Lines” in the main tree. You will see “Properties” of the lines in the data grid. For all three lines, set Max Flow=1000 MW, Min Flow=0, R=0, and X=0.001. Set generator properties: Left-click on “Generators” in the main tree. You will see “Properties” of the generators in the data grid. Enter the following data. f_Attributes Generator Units Max Capacity (MW) Fuel Price ($/MMBTU) Heat Rate (BTU/kWh) VOM Charge ($/MWh) Min Stable Level (MW) Forced Outage Rate (%) Outage Rating (MW) Mean Time to Repair (hrs) Gen_11 1 700 2 10000 0 0 5 0 100 Gen_12 1 400 7 9000 0 0 2 0 80 Gen_3 1 200 7 1200 0 0 1 0 40 It is of interest that the outage date provided above enables one to compute MTTF via For example, Gen_11 would have MTTF of from which we can also obtain transition rates λ ,µ from