Six capacitors of capacity C1= 50 nF, C2= 50 nF, C3= 50 nF, C4 = 50 nF, C5 = 100 nF, C6= 100 nF is connected according to the diagram in Figure 5 and connected to the voltage U = 150 V. Calculation of the capacitor charge value of the parallel combination of four capacitors and the voltage U1 to that parallel. Determine the accumulated energy of each individual capacitor (scheme in Figure 5.) and the total accumulated energy. I can't get correct solution, I will put them in the picture.
Six capacitors of capacity C1= 50 nF, C2= 50 nF, C3= 50 nF, C4 = 50 nF, C5 = 100 nF, C6= 100 nF is connected according to the diagram in Figure 5 and connected to the voltage U = 150 V. Calculation of the capacitor charge value of the parallel combination of four capacitors and the voltage U1 to that parallel. Determine the accumulated energy of each individual capacitor (scheme in Figure 5.) and the total accumulated energy. I can't get correct solution, I will put them in the picture.
Delmar's Standard Textbook Of Electricity
7th Edition
ISBN:9781337900348
Author:Stephen L. Herman
Publisher:Stephen L. Herman
Chapter16: Inductance In Ac Circuits
Section: Chapter Questions
Problem 1PP: Inductive Circuits Fill in all the missing values. Refer to the following formulas:...
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Six capacitors of capacity C1= 50 nF, C2= 50 nF, C3= 50 nF, C4 = 50 nF, C5 = 100 nF, C6= 100 nF is connected according to the diagram in Figure 5 and connected to the voltage U = 150 V. Calculation of the capacitor charge value of the parallel combination of four capacitors and the voltage U1 to that parallel. Determine the accumulated energy of each individual capacitor (scheme in Figure 5.) and the total accumulated energy. I can't get correct solution, I will put them in the picture.
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