TECHNISCHE UNIVERSITAT IIMENAU Patent applications |
Patent application number | Title | Published |
20090217236 | METHOD FOR RECOVERY OF TRACEABILITY LINKS - The invention relates to a method for recovery of the traceability links among the model elements when there are changes in at least one of the model elements in a system model. According to the invention, first an elementary change in an observed model element having at least one traceability link is detected. Then the detected elementary change is compared with predetermined change activities that are defined by one or more elementary changes and predetermined changes in links. The detected elementary change is assigned to all predetermined change activities in which a suitable elementary change is defined. Finally, the recovery of the traceability links of the modified model element takes place according to the predetermined changes in links when all elementary changes of the predetermined change activity have been detected. | 08-27-2009 |
20080252287 | Method and Arrangement for the Contactless Inspection of Moving Electrically Conductive Substances - The invention relates to a method and arrangement for the contactless determination of conductivity-influencing properties and their spatial distribution over the entire cross section of an electrically conductive substance moving in a primary magnetic field (B). The substance may be a liquid or a solid. A simultaneous measurement of a number of mechanical state parameters of the magnetic system is performed (three-dimensional components of the force and the torque), said parameters being variable by the effect of a secondary field on the magnetic system, the secondary field being produced on the basis of eddy currents induced in the substance by the primary field (B). To determine the spatial distribution of the property that is sought, the primary field is changed in intensity or form a number of times and a measurement of the state parameters is carried out for each change. The determination of the properties sought or their distribution takes place by solving an inverse problem using the method of least squares. | 10-16-2008 |