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The Newton-Raphson method is said to have
  • a)
    Linear convergence
  • b)
    Super linear convergence
  • c)
    Quadratic convergence
  • d)
    Oscillatory convergence
Correct answer is option 'C'. Can you explain this answer?
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The Newton-Raphson method is said to havea)Linear convergenceb)Super l...
Concept:
Newton- Raphson method:
  • The Newton - Raphson method is the type of open method (Extrapolation method).
  • It is a powerful technique for solving algebraic and transcendental equations f( x ) = 0, numerically.
  • It is an iteration method for solving a set of various nonlinear equations with an equal number of unknowns.
Advantages:
  • It possesses quadratic convergence characteristics. Therefore, the convergence is very fast.
  • The number of iterations is independent of the size of the system.
  • The Newton-Raphson Method convergence is not sensitive to the choice of slack bus.
  • Overall, there is a saving in computation time since a fewer number of iterations are required.
Disadvantages:
  • It does not converge to a root when the second differential coefficient changes sign
  • It is sensitive to the starting value. Convergence fails if the starting point is not near the root.
  • It is not preferred when the graph of f(x) is nearly horizontal where it crosses the x-axis as the values of f’(x) have negative values in this case.
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The Newton-Raphson method is said to havea)Linear convergenceb)Super linear convergencec)Quadratic convergenced)Oscillatory convergenceCorrect answer is option 'C'. Can you explain this answer?
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