It is required to install solar photovoltaic module to suppl
Solution
Energy consumed per week by load of given house is
E = (1*220*2.73*0.3*7) + (1*220*4.55*0.4*3) + (1*220*0.57*3*7) + (15*220*0.045*6*7) + (1*220*0.91*12*7)
+ (1*220*0.2*12*7) + (2*220*0.57*6*7) + (1*220*1.14*0.5*3) + (1*220*0.4*2*7)
E = 1261.26 + 1201.2 + 2633.4 + 6237 + 16816.8 + 3696 + 10533.6 + 376.2 + 1232 = 43987.46 Wh
= 43.98746 kWH
Given system battery based system and need consider autonomy for 2 days we need design PV system based on energy consumed by Load and need to store in battery .
Given Peak sun hours per day is = 4 hours which indicates energy from sun is 4 kWh/m2 -day
one Peak sun is 1000 W /m2 of sun power per second and for 4 hours it will be 4 kWh/m2
Given each module capable of generating peak power of Pmpp = 204 W
Each module can generate energy of 4*(24*8.5) = 0.816 kWH
Average Energy consumed by load per day is = 43.98746 / 7 = 6.284 kWH / day
Total energy need to store in battery per week EB= (43.98746 + (2*6.284) ) / (0.7)= (56.55546)/(0.7) kWH / week
Total energy need to be generated by PV system per day is ET= 80.7935 / 7 = 11.5419 kWH
Given per day there are only 4 peak hours and each 280 W module capable of generating energy of 0.816 kWH
No.of Modules required is N = ET / 1.12 = 11.5419 / 0.816 = 14.140 =~ 14 modules ;
1. )
Total No.of Modules need is 14
If 14 modules considered then 14 modules should be connected in parallel because system voltage is 24 V is which is voltage of each modules at mpp.
2)
No.of batteries required is
Energy stored by one battery is EB = 12 * 200 = 2.4 kWH
No.of Batteries required to store energy of ET = 11.5419 / 2.4 = 4.8 =~ 6 batteries need for easy connection in series and parallel
No.of batteries need to be connected in series is = 2
No.of parallel strings of 2 batteries is = 3
