rot.m File Reference

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Functions
id	August: (S length)
	denominator (col)=0.0
	Q2 (j, i) *Q1(j
	Q1 (j, i) **2 - Q2(j
i **end	numerator (col)
	ang (col)=0.5 *atan2(numerator(col)
	scale1 (col)
B G	scale2 (col)
Deciding which solution(1, 2) will produce the smallest error	SB (j, col)
	Q2A (j, i) **2 bbb = bbb + real(SB(j,col))*imag(SB(j,col))
	Q1A (j, i) *Q2A(j =aaa*cos(ang(col))^2 + bbb*sin(2.0d0*ang(col))+ ccc*sin(ang(col))^2
Square	sum (error) of solution aaa=0.0
ang(col	sin ()
Picking the solution(1, 2) with the smallest square sum else	scale (col)
id	col: (col scale)

Variables
	function [OUT] =rot(S)
for	j
end Square sum(error) of solution	bbb =0.0
	ccc =0.0
end	OUT =S

Function Documentation

ang()

ang ( col  )

pure virtual

August:()

id August: ( S  length )

virtual

col:()

id col: ( col  scale )

virtual

denominator()

denominator ( col  )

pure virtual

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numerator()

i** end numerator

(

col

)

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Q1()

Q1	(	j	,
		i
	)

Q1A()

Q1A	(	j	,
		i
	)		=aaa*cos(ang(col))^2 + bbb*sin(2.0d0*ang(col))+ ccc*sin(ang(col))^2

Q2()

Q2	(	j	,
		i
	)

Q2A()

Q2A	(	j	,
		i
	)		= bbb + real(SB(j,col))*imag(SB(j,col))

SB()

Deciding which solution (1,2) will produce the smallest error SB	(	j	,
		col
	)

scale()

Picking the solution (1,2) with the smallest square sum else scale

(

col

)

scale1()

scale1

(

col

)

scale2()

B G scale2

(

col

)

sin()

ang(col sin ( )

staticvirtual

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sum()

Square sum ( error  )

pure virtual

Variable Documentation

bbb

bbb =0.0

Definition at line 36 of file rot.m.

ccc

i ccc =0.0

Definition at line 37 of file rot.m.

function

function[OUT] =rot(S)

Definition at line 1 of file rot.m.

j

for j

Initial value:

=1:Nc
          numerator(col)=numerator(col)+imag(S(j,col))*real(S(j,col))

Definition at line 15 of file rot.m.

OUT

end OUT =S

Definition at line 67 of file rot.m.