| US 7,542,860 B2 | ||
| Method and device for detecting the location of a pulse-type mechanical effect on a system part | ||
| Bela Bechtold, Möhrendorf (Germany); Peter Jax, Erlangen (Germany); Vojtech Ocelik, Erlangen (Germany); and Jan Zach, Erlangen (Germany) | ||
| Assigned to Areva NP GmbH, Erlangen (Germany) | ||
| Filed on Jul. 18, 2008, as Appl. No. 12/175,472. | ||
| Application 12/175472 is a continuation of application No. PCT/EP2007/000134, filed on Jan. 10, 2007. | ||
| Claims priority of application No. 10 2006 004 941 (DE), filed on Feb. 03, 2006. | ||
| Prior Publication US 2008/0288187 A1, Nov. 20, 2008 | ||
| Int. Cl. G01R 23/00 (2006.01); H03F 1/26 (2006.01) | ||
| U.S. Cl. 702—78 [702/52; 702/56; 702/189; 73/660] | 14 Claims |

| 1. A method for detecting a location of a pulse-type mechanical effect on a system part, which comprises the steps of:
detecting an operating noise present in the system part continuously by a plurality of sensors disposed on the system part
and being converted by the sensors into measurement signals;
storing the measurement signals in time intervals for a time range;
determining a first magnitude of a transform of each of the measurement signals with an aid of prescribed first parameters
of a mathematical transformation rule in first time windows that are temporally sequential in first time steps and lie within
the time range;
deriving a first evaluation function for each of the first time steps from the first magnitudes determined for each of the
prescribed first parameters resulting in a plurality of first evaluation functions;
comparing the first evaluation functions respectively with a first threshold value, and an overshooting of the first threshold
value by at least one of the first evaluation functions at a triggering instant is valued as an index for a presence of a
pulse-type signal component indicating the mechanical effect;
determining second evaluation functions with an aid of prescribed second parameters of the mathematical transformation rule
and with the same algorithms in second time windows that are temporally sequential in second time steps and lie within the
time range, and which are smaller than the first time windows; and
determining the location of an effect from instants at which the second evaluation functions respectively fulfill a prescribed
criterion, and from propagation time differences resulting therefrom.
|