IMKAD - Integrated spatio-temporal modeling of deformation processes

Configurations and description of deformation processes

Surveying configurations for deformation analysis based on non-linear models and correlated measured values
In the past, deformation processes were mostly detected pointwise.

This meant a loss of information since only points on an object surface which are clearly reproducible (eg. corners of buildings) or signalized points could be measured.
By means of terrestrial laser scanning buildings can nowadays be measured area-wise. The relations within the measured point cloud are non-linear and the measured values are highly correlated.
In order to find an optimal surveying configuration for terrestrial laser scanners (eg. number of scans and geometric orientation to a target) the variance-based sensitivity analysis will be extended with regard to the correlations mentioned above.


 (c) Leica HDS 7000,(© iigs)
Measurement configuration to verify the test bodys (© iigs) (c) v


As part of this project a new non-linear temporal method for modeling an object surface will be developed in order to detect deformations.
At the beginning, small free-form objects made of different materials (wood, metal, fibre-reinforced plastics, cast resin) will be used for analysis. Later on real monitoring objects (eg. bridge, dam) will be observed. 
On doing so, the chosen surveying configuration (location and number of laser scanner positions) is very essential.
For this reason, it is necessary to investigate a method which provides the determination of an optimal surveying configuration by using highly correlated point clouds.
This non-linear sensitivity analysis, which examines the influence of input data on output data, directly provides conclusions on the appropriate instruments, their quality parameters and the surveying configuration. 
The result of this project may provide a method to model and determine deformations on any point on an object surface.

Partners:       Department of Geodesy and Geoinformation, TU Wien


Martin  Metzner

Martin Metzner

Deputy Director

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