Numericals on Kirchhoff's law/Diploma Physics

NUMERICALS ON KIRCHHOFF'S LAW:

Calculate the current through the galvanometer when a potential difference of 10 V is maintained across AC as shown in the image.


Numerical based on Kirchhoff's law

SOLUTION:

KIRCHHOFF'S SECOND LAW:

Kirchhoff's subsequent(second) law is otherwise called Voltage law (OR) Loop law.This law depends on LAW OF CONSERVATION OF ENERGY.Kirchhoff's subsequent law expresses that " THE ALGEBRAIC SUM OF ALL THE POTENTIAL DIFFERENCES ALONG A CLOSED LOOP IS ZERO".

CONVENTIONS:

  • Accept any course (direction) as the heading of traversal (direction of traversal). (Either clockwise or anticlockwise)
  • EMF of the cell is POSITIVE in the event that the bearing of the crossing (direction of the traversal) is from its NEGATIVE terminal to POSITIVE terminal. (NPP)
  • EMF of the cell is NEGATIVE assuming the heading of the crossing (direction of the traversal) is from its POSITIVE terminal to NEGATIVE terminal of the battery. (PNN)
  • The IR item is taken as POSITIVE on the off chance that the resistor is crossed a similar way as the expected to be current. (If the resistor is traversed in the same direction as the assumed current.) 
  • MODIFIED CIRCUIT NUMERICALS BASED ON KIRCHHOFF"S  LAWS
  • FOR THE CLOSED LOOP BADB:
  • NUMERICALS BASED ON KIRCHHOFF'S LAWS



  • FOR THE CLOSED LOOP BADB:
  • NUMERICALS ON KIRCHHOFF'S LAW
  • FOR THE CLOSED LOOP ADCEFA:

  • NUMERICLS ON KIRCHHOFF'S LAWS



    NUMERICALS ON KIRCHHOFF'S LAW

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