FUGUE: FMRIB's Utility for Geometrically Unwarping EPIs - User GuideFUGUE Version 2.2 (in c# minor)
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INTRODUCTION
This document gives a brief description of the various command line
programs available in the FUGUE component of FSL - used for unwarping
geometric distortion in EPI images. At present no
GUI interface exists.
For each of the programs described here, a full list of available options
can be obtained by running the command with the -h
option.
Note that for all programs the options follow the normal convention that
"single minus" options are separated by a space from their arguments (if any)
whilst "double minus" options are separated by an equals sign and no space.
For example,
prelude -c data --unwrap=result
or
prelude --complex=data -u result
PRELUDE
prelude (Phase Region Expanding Labeller for Unwrapping
Discrete Estimates) performs 3D phase unwrapping of images. The input
can either be a single complex analyse file, or a pair of real analyse
files giving the phase and absolute values separately. If the files
are 4D files, then each 3D volume is unwrapped separately, and the
result saved as a 4D file of unwrapped phase images. The output in
either case is a real, unwrapped phase image (in radians).
The two main forms of usage are:
- prelude -c data -u result
- uses a single complex input file
- prelude -a data_abs -p data_phase -u result
- uses separate phase and absolute input files
Additional options that are useful are:
- -m mask
- uses the user defined mask
- -n num
- specifies the number of phase partitions
the algorithm uses for labelling - a larger value is likely to be more
robust but slower
- -s
- unwrap in 2D, then stick slices together
with appropriate offsets - this is less robust but fast - mainly used for
very high-resolution images where speed is an issue
- --labelslices
- does labelling in 2D, but
unwrapping in 3D - the default for high-res images
FUGUE
fugue (FMRIB's Utility for Geometrically Unwarping EPIs)
performs unwarping of an EPI image based on fieldmap data. The input
required consists of the EPI image, the fieldmap (as an unwrapped
phase map or a scaled fieldmap in rad/s) and appropriate image
sequence parameters (dwell time for EPI and asymmetric spin echo time
for unwrapped phase fieldmap pairs).
The main forms of usage are:
- fugue -i epi -p unwrappedphase -d dwelltoasymratio -s 0.5 -u result
- fieldmap specified by a 4D file unwrappedphase containing two unwrapped
phase images - a symmetric and an asymmetric spin echo - plus the ratio of
dwell time to asymmetric spin echo time
- fugue -i epi --dwell=dwelltime --loadfmap=fieldmap -u result
- uses a previously calculated fieldmap
Note the option -s 0.5 is an example of how
to specify the regularisation to apply to the fieldmap (2D Gaussian
smoothing of sigma=0.5 in this case which is a reasonable default).
There are many different forms of regularisation available which can
be applied separately or together. These are:
- -s sigma
- 2D Gaussian smoothing
- --smooth3=sigma
- 3D Gaussian smoothing
- -m
- 2D median filtering
- --poly=n
- 3D Polynomial fitting of degree n
- --fourier=n
- 3D Sinusoidal fitting of degree n
Some other uses are:
- fugue -p unwrappedphase --asym=asymtime --savefmap=fieldmap -s 0.5
- computes the fieldmap, applying some regularisation - useful for
seeing the fieldmap and the effect of regularisation
- fugue -i undistortedimage -p unwrappedphase -d dwelltoasymratio -s 0.5 -w warpedimage
- applies the fieldmap as a forward warp, turning an undistorted image into a distorted one - useful for creating a registration target for the EPI from the undistorted absolute fieldmap image
Additional options that are useful are:
- --unwarpdir=dir
- specifies the direction of
the unwarping/warping - i.e. phase-encode direction - with dir being one of
x,y,z,x-,y-,z- (default is y)
- --phaseconj
- uses the phase conjugate correction method, rather than pixel shifts
- --icorr
- applies an intensity correction term
when using the pixel shift method - often poorly conditioned for standard
fieldmap acquisitions
Mark Jenkinson
Copyright © 2001, University of Oxford