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IGCAR : Annual Report - Indira Gandhi Centre for Atomic Research

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IGC<br />

<strong>Annual</strong> <strong>Report</strong> 2007<br />

Case 2. Hinged support at<br />

the location where FSA rests on<br />

the sleeve top and fixed support<br />

at the discriminator location.<br />

Natural frequencies in water<br />

obtained from analytical<br />

prediction are given in Table 1<br />

. It is observed that almost<br />

similar values <strong>for</strong> natural<br />

frequencies are obtained in<br />

both SA support conditions.<br />

The SA was erected in the<br />

sleeve fixed in the Grid Box<br />

assembly, which in turn was<br />

supported on a vibration<br />

isolated test structure.<br />

Experimental modal analysis<br />

DUMMY FSA<br />

Fig.1 Experimental setup <strong>for</strong><br />

vibration measurement in water<br />

was carried out by exciting the<br />

SA laterally using a 50N <strong>for</strong>ce<br />

electro-dynamic exciter<br />

suspended from a top support<br />

structure. Fig.1 shows the<br />

experimental setup.<br />

Sine-Random signal<br />

generator is used to give input<br />

to the power amplifier through<br />

which the exciter is actuated.<br />

The response of the SA is<br />

measured using accelerometers<br />

installed at various locations<br />

along the length of the<br />

subassembly. Output of the<br />

<strong>for</strong>ce transducer and response<br />

accelerometers are recorded in<br />

FFT analyzer to estimate<br />

Frequency Response Function<br />

(FRF) up to 100 Hz. Modal<br />

frequencies above 100 Hz do<br />

not have much influence on the<br />

overall SA response due to FIV<br />

mechanisms. Hence modal<br />

measurement and analysis <strong>for</strong><br />

the present study was carried<br />

out in the frequency range upto<br />

100 Hz. The FRF at various<br />

measurement locations are<br />

transferred to modal analysis<br />

software to find out the modal<br />

parameters using polynomial<br />

curve fit method. Experiment<br />

was repeated by changing the<br />

excitation point. Fig. 2 shows a<br />

typical FRF measured in water<br />

and the first three natural<br />

frequencies are 3.5, 21.3 and<br />

56.5 Hz.<br />

Hence it is confirmed that the<br />

experimental values are<br />

matching with analytical<br />

prediction. To confirm the<br />

natural frequencies obtained<br />

from the random test, SA was<br />

excited with sinusoidal<br />

excitation at 3.5 Hz. It was<br />

observed that subassembly was<br />

vibrating with more than 10<br />

mm displacement at the top<br />

end. Results from this<br />

investigation will be employed<br />

<strong>for</strong> interpreting vibration<br />

signatures obtained from FIV<br />

studies on subassemblies.<br />

100m<br />

80m<br />

Magnitude, g / N<br />

60m<br />

40m<br />

20m<br />

3.5Hz<br />

21.3 Hz<br />

50 Hz electrical<br />

56.5Hz<br />

0<br />

20 40 60 80 100<br />

Hz<br />

Fig.2 Frequency response function [Accelerometer 2730 mm from top of SA]<br />

28 R&D FOR FBRs

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