A hydroelectric station has a turbine efficiency of 80% efficiency of 85%. Determine the volume of water required when delivering a load of 40 MW for 6 hours if its effective head is 120 m. Water weighs 1200 kg/m³. A. 899,424 m³ В. and a generator С. C. 845,041 m3 B. 945,352 m3 D. 905,412 m3

QI A power station is to supply two loads. The daily load curve of the station is as shown in figure below. If the load factor of the two loads are 0.416 and 0.458 respectively, and the diversity factor of the power station is 1.142, find: 1- The load factor of power station. 2- The energy consumed per day and the maximum demand (connected load) of each load. KW 1400 1200 1000 800 600 400 200 6. 12 14 20 24 hours

A power station is to supply three loads. The daily cycle of loads are given below:  1- Load factor of the power station. 2- Diversity factor of the power station. 3- The capacity factor when the station is having reserve set 20% of the max. Demand.

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01 A certain load1 with an hourly daily demand as given in table 1 is connected to the same generating station with the load2 that its hourly daily demand is given table 2. The generating station that consists of 3 generating units has a capacity of 72 MW. If the energy price is 0.60 NIS per kWh. The NN are the last two digits (from right) of your registration number (i.e for the student that has a registration number 202132396, NN = 96) Table 1: H P1(MW) 2 3 H 13 14 P(MW) 13 11 1 2 3 4 15 Table2: H P2(MW) H P(MW) 1 2 3 4 5 13 14 15 14 12 12 3 4 8 16 11+(NN/100) 17 11:45 5 9 17 16 17 18 19 24 20 6 10 18 19-(NN/199) 23 18.62 4 5 6 79 10 7 12 19 8 12 20 23-(NN/100) 15 22.25 7 12 19 22 8 9 12 20 14 14 21 11 10 8 9 10 11 12 14 18 10 11 12 15 24 4 11 14 22 23 21 22 23 12 11 9+(NN/100) 9.75 4- Determine the annual load factor for each of the two loads separately. 5- Determine the annual Capacity Factor of the two summed loads together. 6- Determine the diversity factor between the two loads.…

A generating station has a connected load of 100 MW and a maximum demand of 60 MW.  The number of units produced per year is 210 × 10^6, then find (1) Demand factor (2) Load factor.