fmri pre-processing Juergen Dukart

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Transcription:

fmri pre-processing Juergen Dukart

Outline Why do we need pre-processing? fmri pre-processing Slice time correction Realignment Unwarping Coregistration Spatial normalisation Smoothing

Overview fmri time-series kernel Design matrix Statistical Parametric Map Motion correction Smoothing General Linear Model (Co-registration and) Spatial normalisation Parameter Estimates Standard template

Why do we need pre-processing?

What do we want?

Movement

Distortions

Inter-subject variability

Non-gaussian distribution

fmri pre-processing Slice timing correction (optional) Realignment (Motion correction) Unwarping (Distortion correction, optional) Co-registration Link functional scans to anatomical scan Spatial normalisation (unified segmentation) Fitting images to a standard brain Smoothing Increases signal-to-noise ratio and approximates a Gaussian distribution

Slice timing (optional) TR: 2 sec 1.2 1 1.2 1 Slice1 Slice11 Slice12 0.8 Slice1 0.8 0.6 0.6 0.4 0.4 0.2 0.2 0 TR:-1 TR:0 TR:1 TR:2 TR:3 TR:4 TR:5 0 TR:-1 TR:0 TR:1 TR:2 TR:3 TR:4 TR:5

Slice timing (optional) 1.8 1.6 1.4 Slice1 Slice11 Slice12 1.2 1 0.8 0.6 0.4 0.2 0 TR:-1 TR:0 TR:1 TR:2 TR:3 TR:4 TR:5

fmri pre-processing Slice timing correction (optional) Realignment (Motion correction) Unwarping (Distortion correction, optional) Co-registration Link functional scans to anatomical scan Spatial normalisation (unified segmentation) Fitting images to a standard brain Smoothing Increases signal-to-noise ratio and approximates a Gaussian distribution

Realignment (motion correction) Translation Z Rotation Yaw Roll X Pitch Y

Realignment (motion correction) 1 0 0 Xtrans Translations 0 1 0 Ytrans 0 0 1 Zt rans 0 0 0 1 Rigid body transformations parameterised by: Pitch about X axis 1 0 0 0 0 cos( ) sin( ) 0 0 sin( ) cos( ) 0 0 0 0 1 Roll about Y axis cos( ) 0 sin( ) 0 0 1 0 0 sin( ) 0 cos( ) 0 0 0 0 1 Yaw about Z axis cos( ) sin( ) 0 0 sin( ) cos( ) 0 0 0 0 1 0 0 0 0 1 Minimizing the squared difference (error) between the images Squared Error

Realignment (motion correction

fmri pre-processing Slice timing correction (optional) Realignment (Motion correction) Unwarping (Distortion correction, optional) Co-registration Link functional scans to anatomical scan Spatial normalisation (unified segmentation) Fitting images to a standard brain Smoothing Increases signal-to-noise ratio and approximates a Gaussian distribution

Distortion correction (unwarp) Fieldmap Raw EPI Undistorted EPI

Unwarp can estimate changes in distortion from movement Resulting field map at each time point Measured field map Estimated change in field wrt change in pitch (x-axis) Estimated change in field wrt change in roll (y-axis) 0 = + + distortions in a reference image (FieldMap) subject motion parameters (that we obtain in realignment) change in deformation field with subject movement (estimated via iteration)

fmri pre-processing Slice timing correction (optional) Realignment (Motion correction) Unwarping (Distortion correction, optional) Co-registration Link functional scans to anatomical scan Spatial normalisation (unified segmentation) Fitting images to a standard brain Smoothing Increases signal-to-noise ratio and approximates a Gaussian distribution

Co-registration Normalized mutual information functional and structural images in the same space

Co-registration T2 intensity T1 intensity T2 intensity T1 intensity

Spatial normalization Normalizes structural images to a standard brain template (standard space) The obtained transformation (warping) parameters can be applied on co-registered fmri data Improved spatial normalization based on high resolution structural information

fmri pre-processing Slice timing correction (optional) Realignment (Motion correction) Unwarping (Distortion correction, optional) Co-registration Link functional scans to anatomical scan Spatial normalisation (unified segmentation) Fitting images to a standard brain Smoothing Increases signal-to-noise ratio and approximates a Gaussian distribution

Smoothing

Smoothing

Thank you for attention