class AliMUONGeometryMisAligner: public TObject

 Standard constructor

 Standard constructor

 Standard constructor

 Default constructor

 Destructor

 Set XY angular misalign factor

 Set XY angular misalign factor

 Misalign using uniform distribution

    misalign the centre of the local transformation
    rotation axes :
    fAngMisAlig[1,2,3] = [x,y,z]
    Assume that misalignment about the x and y axes (misalignment of z plane)
    is much smaller, since the entire detection plane has to be moved (the
    detection elements are on a support structure), while rotation of the x-y
    plane is more free.

 Misalign using gaussian distribution

    misalign the centre of the local transformation
    rotation axes :
    fAngMisAlig[1,2,3] = [x,y,z]
    Assume that misalignment about the x and y axes (misalignment of z plane)
    is much smaller, since the entire detection plane has to be moved (the
    detection elements are on a support structure), while rotation of the x-y
    plane is more free.

 Misalign given transformation and return the misaligned transformation.
 Use misalignment parameters for detection elements.
 Note that applied misalignments are small deltas with respect to the detection
 element own ideal local reference frame. Thus deltaTransf represents
 the transformation to go from the misaligned d.e. local coordinates to the
 ideal d.e. local coordinates.
 Also note that this -is not- what is in the ALICE alignment framework known
 as local nor global (see AliMUONGeometryMisAligner::MisAlign)

 Misalign given transformation and return the misaligned transformation.
 Use misalignment parameters for modules.
 Note that applied misalignments are small deltas with respect to the module
 own ideal local reference frame. Thus deltaTransf represents
 the transformation to go from the misaligned module local coordinates to the
 ideal module local coordinates.
 Also note that this -is not- what is in the ALICE alignment framework known
 as local nor global (see AliMUONGeometryMisAligner::MisAlign)

 Takes the internal geometry module transformers, copies them to
 new geometry module transformers.
 Calculates  module misalignment parameters and applies these
 to the new module transformer.
 Calculates the module misalignment delta transformation in the
 Alice Alignment Framework newTransf = delta * oldTransf.
 Add a module misalignment to the new geometry transformer.
 Gets the Detection Elements from the module transformer.
 Calculates misalignment parameters and applies these
 to the local transformation of the Detection Element.
 Obtains the new global transformation by multiplying the new
 module transformer transformation with the new local transformation.
 Applies the new global transform to a new detection element.
 Adds the new detection element to a new module transformer.
 Calculates the d.e. misalignment delta transformation in the
 Alice Alignment Framework (newGlobalTransf = delta * oldGlobalTransf).
 Add a d.e. misalignment to the new geometry transformer.
 Adds the new module transformer to a new geometry transformer.
 Returns the new geometry transformer.

 Set cartesian displacement parameters different along x, y

 Set cartesian displacement parameters, the same along x, y

 Set angular displacement

 Set cartesian displacement (Kept for backward compatibility)

 Set angular displacement (Kept for backward compatibility)

 Set option for gaussian distribution

 Set option for uniform distribution

 Set module (half chambers) cartesian displacement parameters

 Set module (half chambers) cartesian displacement parameters