Discretisation of Orientation Space (The Class SO3Grid)

represents a set of orientations

Complete Function list


`Syntax`
`S3G = regularSO3Grid(CS)`
`S3G = regularSO3Grid(CS,SS,'resolution',2.5*degree) % specify the resolution`
`S3G = regularSO3Grid(CS,SS,'resolution',5*degree,'ZYZ') % use ZYZ convention`
`S3G = regularSO3Grid(CS,SS,'phi2','sections',10) % 10 phi2 sections`
`S3G = regularSO3Grid`
`S3G = equispacedSO3Grid(CS,SS,'points',n)`
`S3G = equispacedSO3Grid(CS,'resolution',res)`

`% fill only a ball with radius of 20 degree`
`S3G = equispacedSO3Grid(CS,'maxAngle',20*degree)`

`Input`
`CS`	@crystalSymmetry
`SS`	@specimenSymmetry
`n`	approximate number of points
`res`	resolution in radiant

`Ouptut`
`S3G`	@SO3Grid

`Options`
`maxAngle`	radius of the ball to be filles
`center`	center of the ball
`sections`	number of sections

`Flags`
`phi1 \| Phi \| phi2`	sections along which variable