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pdf (3.6 MB) - ThyssenKrupp Bautechnik

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2.3. DRIVING SHEET PILE WALLS 17<br />

Base resistance R b (t)<br />

Figure 2.12: Principle of vibratory driving<br />

The acceleration and braking of the eccentric weights is critical in vibratory driving because<br />

in doing so they pass through the low frequencies and thus excite the natural frequencies of<br />

buildings (approx. 1–5 Hz) and suspended floors (approx. 8–15 Hz). These days, vibrators are<br />

therefore in the position of being able to accept the maximum r.p.m. initially and then generate a<br />

variable (from zero to maximum) imbalance moment by rotating the eccentric weights. Furthermore,<br />

there are systems that permit online monitoring of the oscillation velocities at measuring<br />

points close by. The vibrator operator, in conjunction with variable imbalance, is therefore in<br />

the position of being able to react to unacceptably high oscillation velocities by changing the<br />

imbalance amplitude or frequency.<br />

2.3.5 Vibrations and settlement<br />

The use of impact driving and vibratory driving causes ground vibrations that propagate in the<br />

subsoil. Besides possibly causing damage to neighbouring buildings through vibrations, there<br />

may be a risk of compacting the soil at some distance from the sheet pile, which can lead to<br />

settlement. This risk is particularly problematic in the case of long-term, repetitive vibration<br />

effects on buildings founded on loosely packed, uniform sands and silts. Liquefaction of the<br />

soil is another risk: the build-up of pore water pressure due to dynamic actions causes the soil<br />

to lose its shear strength briefly and hence its bearing capacity. Impact driving causes vibrations<br />

in the ground which, however, quickly dissipate after each blow.<br />

Vibrations in the ground propagate in the form of different types of waves. Fig. 2.13 shows

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