Development of models: FEM and Analytical

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What FEA can be used in:. The whole tower analysis
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Presentation transcript:

Simulations of Random Vibrations of large reinforced concrete structure. Development of models: FEM and Analytical Benchmark with existing, measurable structures Extrapolation to the ILC case : THE PLATFORM

The CMS Plug 2 2

Benchmark the FEA code: The CMS platform The radiation cover shield of the PX56 shaft at the LHC Point 5 is has very close dimensions to the push-pull platform. It is an ideal benchmark Platform Closed Platform half open M.Oriunno, IWLC10 – Geneva, Oct.2010 3 3 3

(CERN EDMS Document N.1099646)

Random vibrations with FEM Full 3D mesh in conjuction with the Random Vibration Solver Module: Huge model with ~300k elements, Very Long Computing time ~ 12 hours Not suitable for parametric study, i.e. changes of geometry or material properties Solver as Black Box, hard to have full control of the algorithm Harmonic Analysis -> Determination of the Transfer Functions Modal analysis of the full 3D mesh, still very long, computing time waste on several uniteresting local modes Simplified 3D or 2D model representing the master degree of interest: fast, reliable, flexible. One need to know exactly which global mode are of interest.

Reinforced concrete Slab Total mass 1800 t 2 m 20 m 18 m Reinforced concrete Slab Four support lines for 4’000 tons each Steel plate 30 mm at the bottom Steel re-bars 16mm2 10kt Anti-seismic supports

Random vibrations study The Model requires the Ground Motion Spectrum P(f) and the Frequency Response Function H(f) of the structure Frequency Response Function 2 Ground Motion PSD X = FEA Analytically M.Oriunno, IWLC10 – Geneva, Oct.2010 11

CMS Platform (as built) 2200 CMS Platform (as built) Detail of the support Iron re-bars (equivalent th. 25 mm) Concrete, 2150 mm Iron re-bars (equivalent th. 25 mm) Total th. 2.2 m

Comparison with Static test performed on the platform Dummy load = 2500 tons, Weight of the platform = 1780 tons Max sag at the center = 3.5 mm N.B. = Platform Simply supported on the edges

Mode 4 Mode 1 Mode FREQ 1 18.318 2 44.315 3 44.315 4 66.142 5 82.536 6 82.809 7 89.630 8 89.630 9 100.68 10 100.68 Mode 5 Mode 2 Mode 3 Mode 6

Middle Point (Gephone N.3) Transfer Function

Simulations vs. Measured PSD (Platform middle Point) Peak 44 Hz (Geoph. Offset from Platfom center ? ) Peak 89 Hz Resonance at ~18 Hz

Integrated Displacement (r.m.s.)