News & Updates
This page contains the latest information on the VIBES toolbox for MATLAB. New releases are announced here, together with a listing of new features. Expand the sections to read more about a feature.
VIBES Toolbox update 1.1.2
Update 1.1.2 is now compatible with MATLAB versions 2015b 32/64-bit and newer.
VIBES Toolbox version 1.1.0 is now available
The latest update of the VIBES toolbox for MATLAB comes with many functional upgrades, lots and lots (and lots) of minor bug fixes and a full revision of the documentation.
Documentation & data-management
Major revision of the documentation: most common class methods and functions are documented, including some technical background information and equations.
Toolbox documentation is now directly available using the command vibes.doc, or vibes.doc(topic) where topic can be a class name, a class method or a function.
Multi-level repository browser for three-level project management.
The repository browser can be called by the command vibes.browse. It now offers three levels of data management, namely "Environment" (e.g. company, university, organisation), "Project" and an unlimited number of "Repositories", i.e. data resources. These repositories do not need to share the same root folder and may include different drives or network locations.
Repository manager to simplify management of the repositories.
A convenient user interface has been added that allows to create, change or remove repositories.
Customization of toolbox classes has now been made easier with illustation of class extension and method overloading.
The toolbox includes a tutorial vibesClassExtension which demonstrates how to extend a built-in class, define additional properties and methods.
Substructuring & experimental modelling
Primal and dual substructure coupling to allow for admittance and impedance coupling.
Subsystem admittances and impedances can now be coupled using the commands:
YAB = couple(YA,YB);
ZAB = couple(ZA,ZB);
In case of admittance, the LM-FBS algorithm will be used for dual assembly. In case of impedance, the subsystem matrices are added in a primal fashion.
Improved automatic DoF matching in many matrix operations such as matrix-inversion, multiplication, plus and minus.
Proper bookkeeping of nodes, DoFs, directions and quantities is essential to prevent making mistakes in your calculations. In all arithmetic operations involving vibes.FRFMatrix and vibes.FreqBlocks objects, such as a matrix inverse operation f = Y \ u, DoFs are automatically searched for in the two objects that have matching position, direction, unit and grouping. This way, one can never add "apples to pears" and the toolbox returns information about which DoFs have been matched in both objects.
Improved FRF consistency functionality assisting you to evaluate the quality of your experimental model.
The FRF consistency function uses the Virtual Point Transformation to evaluate how consistent sensor displacements and force excitations are with respect to each other. For instance, this allows to evaluate the consistency of entire columns or rows of an FRF matrix.
The toolbox includes a tutorial vibesExperimentalModelling, demonstrating the various options of the consistency function.
Transfer path analysis & mathematics
Improved matrix-inversion for force identification with options for singular value truncation and matrix (Tikhonov) regularisation.
The matrixinverse method of the vibes.FRFMatrix class calls the vibes.math.matrixinverse function, which accepts arguments for additional control over the matrix inversion.
|Balancing||Balancing of the matrix columns (useful in case of different quantities)|
|SingularValues||Truncation using a selection of singular values|
|RelThreshold||Truncation using a relative threshold on the singular values|
|AbsThreshold||Truncation using an absolute threshold on the singular values|
|DampingFactor||Damping of singular values using a Tikhonov factor|
|CustomFunction||Full customisation using the ability to specify your own algorithm for matrix inversion|
Insight in mathematic operations by being able to "step in" the m-files that perform the calculations.
All functions in the packages vibes.math are included as m-files, such that one is able to follow the operations step-by-step.
Numerical (FE) modelling
Improved support for numerical models with upgrades on the classes vibes.MCKModel and vibes.ModalModel.
The vibes.MCKModel and vibes.ModalModel classes are neatly integrated to quickly evaluate the effect of e.g. different modal damping parameters. Mode shapes can be plotted and animated with color maps.
VIBES Toolbox version 1.0.3 is available
The first release the VIBES toolbox for MATLAB.