scispace - formally typeset
Search or ask a question

Showing papers by "Ulrich Johann published in 2011"


Journal ArticleDOI
Heather Audley1, Karsten Danzmann1, A. F. Garcia Marin1, Gerhard Heinzel1, A. Monsky1, Miquel Nofrarías1, Frank Steier1, D. Gerardi, R. Gerndt, Gerald Hechenblaikner, Ulrich Johann, P. Luetzow-Wentzky, V. Wand, F. Antonucci2, Michele Armano3, G. Auger4, Matteo Benedetti2, Pierre Binétruy4, C. Boatella, J. Bogenstahl1, Daniele Bortoluzzi2, Paolo Bosetti2, M. Caleno3, Antonella Cavalleri2, M. Cesa3, M. Chmeissani5, Giacomo Ciani6, A. Conchillo7, G. Congedo2, I. Cristofolini2, M. Cruise8, F. De Marchi2, M. Diaz-Aguilo, Ingo Diepholz1, G. Dixon8, Rita Dolesi2, J. Fauste3, Luigi Ferraioli2, D. Fertin3, Walter Fichter, Ewan Fitzsimons9, M. Freschi3, C. García Marirrodriga3, Lluis Gesa7, F. Gibert7, Domenico Giardini10, Catia Grimani, A. Grynagier, B. Guillaume3, Felipe Guzman1, I. Harrison11, Martin Hewitson1, Daniel Hollington12, J. H. Hough9, D. Hoyland8, Mauro Hueller2, J. Huesler3, O. Jeannin4, Oliver Jennrich3, Philippe Jetzer13, B. Johlander3, Christian J. Killow9, X. Llamas, Ivan Lloro7, A. Lobo7, R. Maarschalkerweerd11, S. Madden3, Davor Mance10, Ignacio Mateos7, Paul McNamara3, José F. F. Mendes11, E. Mitchell12, D. Nicolini3, Daniele Nicolodi2, F. Pedersen3, Michael Perreur-Lloyd9, A. Perreca2, Eric Plagnol4, P. Prat4, Giuseppe D. Racca3, B. Rais4, Juan Ramos-Castro14, J. Reiche1, J. A. Romera Perez3, D. I. Robertson9, H. Rozemeijer3, J. Sanjuan6, M. Schulte12, D. Shaul12, L. Stagnaro3, S. Strandmoe3, T. J. Sumner12, A.M. Taylor9, D. Texier3, C. Trenkel15, D. Tombolato2, Stefano Vitale2, Gudrun Wanner1, H. Ward9, S. Waschke12, Peter Wass12, W. J. Weber2, Peter Zweifel10 
TL;DR: The first complete integration and testing of the space-qualified hardware and are the first tests on an optical system level were performed at the Albert Einstein Institute, Hannover, Germany as discussed by the authors.
Abstract: Preparations for the LISA Pathfinder mission have reached an exciting stage. Tests of the engineering model (EM) of the optical metrology system have recently been completed at the Albert Einstein Institute, Hannover, and flight model tests are now underway. Significantly, they represent the first complete integration and testing of the space-qualified hardware and are the first tests on an optical system level. The results and test procedures of these campaigns will be utilized directly in the ground-based flight hardware tests, and subsequently during in-flight operations. In addition, they allow valuable testing of the data analysis methods using the MATLAB-based LTP data analysis toolbox. This paper presents an overview of the results from the EM test campaign that was successfully completed in December 2009.

26 citations


Proceedings ArticleDOI
22 May 2011
TL;DR: In this paper, the transition between macroscopic and microscopic objects is discussed, and the question of what brings about the transition from these two distinct realms, and when does it occur?
Abstract: While quantum concepts like superposition and entanglement are frequently being confirmed in the lab, these concepts seem to be in blatant contradiction to our everyday experience. There, objects are always in distinct states that can be verified without disturbing the system under investigation. Is there an essential difference between macroscopic and microscopic objects, and if there is, what brings about the transition between these two distinct realms, and when does it occur? This question lies at the heart of Schrodinger's famous gedankenexperiment, where a cat is brought into a superposition of being dead and alive. According to quantum theory, this is possible in principle as long as the system in question is isolated completely from its environment such that nobody could possibly know whether the system is in one state or the other except by performing a measurement on the system itself. Several theoretical models have been put forward that propose to modify the laws of quantum theory to introduce a collapse of the wavefunction for complex and/or massive objects or objects that are distributed over large distances [1–6]. We call these models macrorealistic.

5 citations