Please describe how to solve the tasks with the calculation given in the next paper.

3. Given are the following power plants Biomass power plant Nuclear power plant Wind Farm PV Farm Other data: A 3-day hourly data for Temperature, Wind speed and Global irradiation. A 3-day Quarterly (15mins) load profile. Tasks: A. Determine the output power of the Wind Farm (from Power Curve in the data sheet) and PV Farm the temperature, wind speed and global irradiation data (use the formula given below). (10 points) B. Determine, per each (15 min) time step, the optimal generation mix to meet the load demand at the minimum cost for the three days taking into accounts the constraints of respective units. Transmission loss coefficient (40 points) HINT a. Make priority list for the given generation units using their respective cost functions (see example from the lecture notes) Determine the units to be committed for each time step (Unit Commitment approach - see example from lecture notes) c. Determine the Economic dispatch per generating unit for each time step. d. Plot the output power generated by the individual units to meet the load demand for the three days. C. It is expected that the systems be supplied by 100 % renewable energy sources. Find the optimal combination of solar farm, wind farm and storage to make it possible. (10 points) PS: Also hand in Simulation files (Matlab or Excel) where applicable. PV OUTPUT POWER CALCULATION Below is the formula I would recommend you use for the calculation of your PV Farm output power. It is quite straight forward and depends on three things: Rated capacity of the PV array (PV farm) Irradiation at time, t and Temperature at time, t. Use the constants specified or as illustrated in the example the output power from a PV array (PV farm) can be expressed as: G(t) Ppv_output(t) = Pwp.nDC-AC G -- (1 - Atc * (T(t) Tstp)) where, G(t), is irradiation at time step, t (Wh/m) GSTp is the irradiation at STP conditions (1000 Wh/m2) Tste is the cell temperature at STP conditions (25 C) T(t) is cell temperature at a time step, t (C) Pvp_output is the output power; Pwp is the rated capacity power of the PV system (power output under standard test conditions); nocac the overall conversion factor from DC to AC (typical value 0.8 -0.95, use 0.9); atc is the temperature coefficient of power (ate = 0.0026 for Si - film). Example PV farm of rated capacity = 4 MW Irradiation at time (t=15mins) = 0.8 kWh/m (= 800 Wh/m) Temperature at time (t =15mins) = 16C 800 Wh Ppvoutpu(at t = 15min) = 4 MW +0.9* m *(1 0.0026 + (16C 25C)) 1000 Wh PpVoutpue(t = 15min) = 2.94 MW 3. Given are the following power plants Biomass power plant Nuclear power plant Wind Farm PV Farm Other data: A 3-day hourly data for Temperature, Wind speed and Global irradiation. A 3-day Quarterly (15mins) load profile. Tasks: A. Determine the output power of the Wind Farm (from Power Curve in the data sheet) and PV Farm the temperature, wind speed and global irradiation data (use the formula given below). (10 points) B. Determine, per each (15 min) time step, the optimal generation mix to meet the load demand at the minimum cost for the three days taking into accounts the constraints of respective units. Transmission loss coefficient (40 points) HINT a. Make priority list for the given generation units using their respective cost functions (see example from the lecture notes) Determine the units to be committed for each time step (Unit Commitment approach - see example from lecture notes) c. Determine the Economic dispatch per generating unit for each time step. d. Plot the output power generated by the individual units to meet the load demand for the three days. C. It is expected that the systems be supplied by 100 % renewable energy sources. Find the optimal combination of solar farm, wind farm and storage to make it possible. (10 points) PS: Also hand in Simulation files (Matlab or Excel) where applicable. PV OUTPUT POWER CALCULATION Below is the formula I would recommend you use for the calculation of your PV Farm output power. It is quite straight forward and depends on three things: Rated capacity of the PV array (PV farm) Irradiation at time, t and Temperature at time, t. Use the constants specified or as illustrated in the example the output power from a PV array (PV farm) can be expressed as: G(t) Ppv_output(t) = Pwp.nDC-AC G -- (1 - Atc * (T(t) Tstp)) where, G(t), is irradiation at time step, t (Wh/m) GSTp is the irradiation at STP conditions (1000 Wh/m2) Tste is the cell temperature at STP conditions (25 C) T(t) is cell temperature at a time step, t (C) Pvp_output is the output power; Pwp is the rated capacity power of the PV system (power output under standard test conditions); nocac the overall conversion factor from DC to AC (typical value 0.8 -0.95, use 0.9); atc is the temperature coefficient of power (ate = 0.0026 for Si - film). Example PV farm of rated capacity = 4 MW Irradiation at time (t=15mins) = 0.8 kWh/m (= 800 Wh/m) Temperature at time (t =15mins) = 16C 800 Wh Ppvoutpu(at t = 15min) = 4 MW +0.9* m *(1 0.0026 + (16C 25C)) 1000 Wh PpVoutpue(t = 15min) = 2.94 MW