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CAREER POINT UNIVERSITY
SESSION 2015-16
presentation on the topic “node analysis having minimum 2 of
each DC voltage source, resistor, current source.”
• SUBMITTED TO-
MR RAVINDRA MEENA
HOD OF 1ST YEAR
• SUBMITTED BY-
MANU CHATURVEDI
MEENAKSHI LOHIYA
B.TECH & 2ND SEM
INTRODUCTION
In electric circuits analysis, node analysis or the
branch current method is a method of
determining the voltage (potential difference)
between “nodes” in an electric circuit in terms
of the branch current.
Node analysis writes an equation at each
electrical node, requiring that a branch
currents incident at a node must sum to zero.
The branch currents are written in terms of the circuit
node voltages . As a consequence , each branch
constitutive relation must give current as a function
of voltage.
SPECIFICATION
• In this circuit , we have connect two DC
source, two resistors and two current sources.
Then in node analysis, we have to find out
voltage so we also connect voltmeter to it to
determine the voltage across it.
RESULT
• By applying node analysis on this circuit we
can find out the voltage across the circuit.
• Hence, the voltage across the circuit is 47 volt.
APPLICATIONS
• It provides a general procedure for analyzing
circuits using node voltage as a circuit
variables.
• Node analysis method is more appropiate
when there are a large number of current
sources around.
THANK
YOU......

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Node Analysis Circuit with 2 Sources, Resistors & Current Sources

  • 1. CAREER POINT UNIVERSITY SESSION 2015-16 presentation on the topic “node analysis having minimum 2 of each DC voltage source, resistor, current source.” • SUBMITTED TO- MR RAVINDRA MEENA HOD OF 1ST YEAR • SUBMITTED BY- MANU CHATURVEDI MEENAKSHI LOHIYA B.TECH & 2ND SEM
  • 2. INTRODUCTION In electric circuits analysis, node analysis or the branch current method is a method of determining the voltage (potential difference) between “nodes” in an electric circuit in terms of the branch current. Node analysis writes an equation at each electrical node, requiring that a branch currents incident at a node must sum to zero.
  • 3. The branch currents are written in terms of the circuit node voltages . As a consequence , each branch constitutive relation must give current as a function of voltage.
  • 4.
  • 5. SPECIFICATION • In this circuit , we have connect two DC source, two resistors and two current sources. Then in node analysis, we have to find out voltage so we also connect voltmeter to it to determine the voltage across it.
  • 6. RESULT • By applying node analysis on this circuit we can find out the voltage across the circuit. • Hence, the voltage across the circuit is 47 volt.
  • 7. APPLICATIONS • It provides a general procedure for analyzing circuits using node voltage as a circuit variables. • Node analysis method is more appropiate when there are a large number of current sources around.