mrcImageGaussSphere
Usage
Usage: mrcImageGaussSphere
Options:
[-o[utput] Out (NULL ).as(outFile ) ] :Essential :OutputDataFile
[-E[uler]A[ngle] EA (YOYS ).as(String )
Rot1 (0.0 ).as(Real )
Rot2 (0.0 ).as(Real )
Rot3 (0.0 ).as(Real ) ] :Optional :Input: Gauss Sphere: Rotation
[-centre ShiftX (0.0 ).as(Real )
ShiftY (0.0 ).as(Real )
ShiftZ (0.0 ).as(Real ) ] :Optional :Input: Gauss Sphere: Centre
[-sigmax sigmax (10 ).as(Real ) ] :Optional :sigmax[A]
[-sigmay sigmay (20 ).as(Real ) ] :Optional :sigmay[A]
[-sigmaz sigmaz (30 ).as(Real ) ] :Optional :sigmaz[A]
[-sigma_range sigma_range (3 ).as(Real ) ] :Optional :x times
[-weight weight (10 ).as(Real ) ] :Optional :weight
[-size size (5 ).as(Real ) ] :Optional :Pixel Size[A]
[-W[idth] Width (0 ).as(Real ) ] :Optional :Width[A]
[-H[ight] Height (0 ).as(Real ) ] :Optional :Height[A]
[-S[ection] Section (0 ).as(Real ) ] :Optional :Section[A]
[-c[onfig] configFile (NULL ).as(inFile ) ] :Optional :ConfigurationFile
[-m[ode] mode (2 ).as(Integer ) ] :Optional :Mode
Gauss Sphere is cutted at sigma_range*sigma
Gauss Sphere = weight * exp ( - ((x^2 / sigmax^2)+(y^2 / sigmay^2)+(z^2 / sigmaz^2))
mrcImageFileSize is (sigma_range*sigmax*2) x (sigma_range*sigmay*2) x (sigma_range*sigmaz*2)
-----------------------------------------------------------------------------------
-EA: for rotation
-----------------------------------------------------------------------------------
mode 0 char
mode 2 float