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Newton-Raphson iteration

   Also found in: Wikipedia 0.03 sec.
(algorithm)Newton-Raphson iteration - An iterative algorithm for solving equations. Given an equation,

f x = 0

and an initial approximation, x(0), a better approximation is given by:

x(i+1) = x(i) - f(x(i)) / f'(x(i))

where f'(x) is the first derivative of f, df/dx.

Newton-Raphson iteration is an example of an anytime algorithm in that each approximation is no worse than the previous one.


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Several integration schemes are used in conjunction with the Newton-Raphson iteration technique to ensure equilibrium at the end of each step.
The system of nonlinear melt flow equations is solved via a Newton-Raphson iteration that facilitates efficient computation of the design sensitivities.
 
 
 
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