Docs For Class Math_Numerical_RootFinding

$epsError = 0

[line 95]

Epsilon error.

Access: protected

Type:

float

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$iterationCount = 0

[line 87]

Iteration count.

Access: protected

Type:

int

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$options = array(
        'max_iteration'  => 30,
        'err_tolerance'  => 1E-005,
        'divergent_skip' => true
    )

[line 75]

Options.

Available options:

   max_iteration   int    Maximum iteration count.
   err_tolerance   float  Error tolerance.
   divergent_skip  bool   Flag whether to skip the current iteration if
                          divergent rows detected or not.

Access: protected

Type:

array

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$root = null

[line 103]

Root value.

Access: protected

Type:

float

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Math_Numerical_RootFinding_Common (Constructor) [line 116]

Math_Numerical_RootFinding_Common Math_Numerical_RootFinding_Common(
[array
$options = null])

Constructor.

See: Math_Numerical_RootFinding_Common::set()
Access: public

Parameters:

array $options — (optional) Options.

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compute [line 183]

void compute(
)

Compute the root.

This method implemented in the extend class of this class. Please Note: DIFFERENT METHOD, DIFFERENT PARAMETERS. See the function parameter carefully or error will be throwed. For information about parameter just call infoCompute().

Overridden in child classes as:

Math_Numerical_RootFinding_FixedPoint::compute(): Fixed Point method.

Math_Numerical_RootFinding_Bisection::compute(): Bisection/Binary Chopping/Interval Halving/Bolzano method.

Math_Numerical_RootFinding_NewtonRaphson::compute(): Netwon-Raphson method.

Math_Numerical_RootFinding_Secant::compute(): Secant method.

Math_Numerical_RootFinding_RalstonRabinowitz::compute(): Ralston and Rabinowitz method for calculate double root (twin root).

Math_Numerical_RootFinding_FalsePosition::compute(): False Position/Regula Falsi method.

Math_Numerical_RootFinding_NewtonRaphson2::compute(): Newton-Raphson method for calculate double root (twin root).

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getEpsError [line 225]

float getEpsError(
)

Get epsilon error.

Return: Epsilon error.
Access: public

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getEqResult [line 313]

float|PEAR_Error getEqResult(
callback
$eqFunction, float
$varValue)

Compute a value using given equation function or object/method.

Return: result value on success, PEAR_Error on failure.
Access: public

Parameters:

callback	`$eqFunction`	—	Equation function name or object method tuple.
float	`$varValue`	—	Variable value.

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getIterationCount [line 211]

int getIterationCount(
)

Get iteration count.

Return: Iteration count.
Access: public

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getRoot [line 197]

float getRoot(
)

Get root value.

Return: Root value.
Access: public

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isDivergentRows [line 244]

bool isDivergentRows(

$epsErrors, array
$epsilonErrors)

Detect for divergent rows.

Compare 3 rows of last epsilon errors, if no.3 bigger than no.2 and no.2 bigger than no.1, rows are divergent.

Return: TRUE if divergent, otherwise FALSE
Access: public

Parameters:

array	`$epsilonErrors`	—	Epsilon errors collection
	`$epsErrors`	—

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reset [line 267]

void reset(
)

Reset all values.

This method allow you to use same object with different parameter.

Access: public

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set [line 140]

bool|PEAR_Error set(
mixed
$option, [mixed
$value = null])

Set the option(s).

Set a single option or multiple options.

Return: TRUE on success or PEAR_Error on failure.
Access: public

Parameters:

mixed	`$option`	—	A string with option name as value for single option or An associative array contains options array('<option>' => <value>) for multiple options.
mixed	`$value`	—	(optional) Option value. Require when $option is string (single option mode).

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validateEqFunction [line 291]

bool|PEAR_Error validateEqFunction(
string
$eqFunction, [float
$guess = 1])

Validate equation function or object/method.

Simple function to know the whether equation function or object/method callback is working.

Return: TRUE on success or PEAR_Error on failure.
See: Math_Numerical_RootFinding_Common::getEqResult()
Access: public

Parameters:

string	`$eqFunction`	—	Equation function name or object method tuple.
float	`$guess`	—	(optional) Initial guess value, default is 1.

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Class: Math_Numerical_RootFinding_Common

Class Overview

Author(s):

Version:

Copyright:

Variables

Methods

Child classes:

Inherited Variables

Inherited Methods

Class Details

Class Variables

$epsError = 0

$iterationCount = 0

$options = array(
        'max_iteration'  => 30,
        'err_tolerance'  => 1E-005,
        'divergent_skip' => true
    )

$root = null

Method Detail

Math_Numerical_RootFinding_Common (Constructor) [line 116]

Parameters:

compute [line 183]

getEpsError [line 225]

getEqResult [line 313]

Parameters:

getIterationCount [line 211]

getRoot [line 197]

isDivergentRows [line 244]

Parameters:

reset [line 267]

set [line 140]

Parameters:

validateEqFunction [line 291]

Parameters:

Class: Math_Numerical_RootFinding_Common

Class Overview

Author(s):

Version:

Copyright:

Variables

Methods

Child classes:

Inherited Variables

Inherited Methods

Class Details

Class Variables

$epsError = 0

$iterationCount = 0

$options = array( 'max_iteration' => 30, 'err_tolerance' => 1E-005, 'divergent_skip' => true )

$root = null

Method Detail

Math_Numerical_RootFinding_Common (Constructor) [line 116]

Parameters:

compute [line 183]

getEpsError [line 225]

getEqResult [line 313]

Parameters:

getIterationCount [line 211]

getRoot [line 197]

isDivergentRows [line 244]

Parameters:

reset [line 267]

set [line 140]

Parameters:

validateEqFunction [line 291]

Parameters:

$options = array(
'max_iteration' => 30,
'err_tolerance' => 1E-005,
'divergent_skip' => true
)