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EP1516961B1 - Méthode de détermination de la rigidité du sol et dispositif de compactage de sol - Google Patents

Méthode de détermination de la rigidité du sol et dispositif de compactage de sol Download PDF

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Publication number
EP1516961B1
EP1516961B1 EP03405688.7A EP03405688A EP1516961B1 EP 1516961 B1 EP1516961 B1 EP 1516961B1 EP 03405688 A EP03405688 A EP 03405688A EP 1516961 B1 EP1516961 B1 EP 1516961B1
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EP
European Patent Office
Prior art keywords
soil
frequency
compaction
vibration
sub
Prior art date
Legal status (The legal status is an assumption and is not a legal conclusion. Google has not performed a legal analysis and makes no representation as to the accuracy of the status listed.)
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EP03405688.7A
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German (de)
English (en)
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EP1516961A1 (fr
Inventor
Roland Dr. Anderegg
Ulrich Drees
Andreas Kuban
Dominik Von Felten
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Ammann Schweiz AG
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AMMANN AUFBEREITUNG AG
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Priority to EP03405688.7A priority Critical patent/EP1516961B1/fr
Priority to US10/572,568 priority patent/US7483791B2/en
Priority to CNA2004800270734A priority patent/CN1853017A/zh
Priority to PCT/CH2004/000592 priority patent/WO2005028755A1/fr
Priority to EP04761932A priority patent/EP1673508A1/fr
Publication of EP1516961A1 publication Critical patent/EP1516961A1/fr
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Publication of EP1516961B1 publication Critical patent/EP1516961B1/fr
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    • EFIXED CONSTRUCTIONS
    • E01CONSTRUCTION OF ROADS, RAILWAYS, OR BRIDGES
    • E01CCONSTRUCTION OF, OR SURFACES FOR, ROADS, SPORTS GROUNDS, OR THE LIKE; MACHINES OR AUXILIARY TOOLS FOR CONSTRUCTION OR REPAIR
    • E01C19/00Machines, tools or auxiliary devices for preparing or distributing paving materials, for working the placed materials, or for forming, consolidating, or finishing the paving
    • E01C19/22Machines, tools or auxiliary devices for preparing or distributing paving materials, for working the placed materials, or for forming, consolidating, or finishing the paving for consolidating or finishing laid-down unset materials
    • E01C19/23Rollers therefor; Such rollers usable also for compacting soil
    • E01C19/28Vibrated rollers or rollers subjected to impacts, e.g. hammering blows
    • E01C19/288Vibrated rollers or rollers subjected to impacts, e.g. hammering blows adapted for monitoring characteristics of the material being compacted, e.g. indicating resonant frequency, measuring degree of compaction, by measuring values, detectable on the roller; using detected values to control operation of the roller, e.g. automatic adjustment of vibration responsive to such measurements
    • EFIXED CONSTRUCTIONS
    • E02HYDRAULIC ENGINEERING; FOUNDATIONS; SOIL SHIFTING
    • E02DFOUNDATIONS; EXCAVATIONS; EMBANKMENTS; UNDERGROUND OR UNDERWATER STRUCTURES
    • E02D3/00Improving or preserving soil or rock, e.g. preserving permafrost soil
    • E02D3/02Improving by compacting
    • E02D3/046Improving by compacting by tamping or vibrating, e.g. with auxiliary watering of the soil

Definitions

  • the invention relates to a method for determining a mass for the soil stiffness (degree of compaction) of a compacted or compacted soil area according to the preamble of patent claim 1, as well as a soil compacting device according to the preamble of patent claim 7.
  • a compression should always be optimal, d. H. fastest and with the least expenditure of energy feasible when resonance of the soil compaction system occurred.
  • the soil compacting system was formed of the soil to be compacted and the compacting device acting on it.
  • the accelerometer measures a non-harmonic vibration.
  • the excitation was increased or a stiffer and more elastic ground was reached, a periodicity of the oscillation occurred at half the frequency. This condition was considered stable. If the stimulation was increased even more, or if the ground was even stiffer, jumping of the bandage occurred. The measured quotient was significantly higher than mentioned above.
  • the object of the invention is to compress a soil area to a predetermined or to a maximum of a machine design according to achievable soil stiffness, to determine the degree of compaction achieved and to provide a soil compaction device with which this optimal soil compaction is to make.
  • a soil compaction with a predetermined or maximum possible soil stiffness is a ground contact unit acting on the floor area of a soil compacting device moves over the latter. In this case acts on the ground contact unit a time periodically changing with at least one action frequency force.
  • the vibrations of a vibration system consisting of the soil compacting device with the ground contact unit and the respective ground area, are determined.
  • the vibration form of the vibration of the vibration system is recorded, and the soil rigidity (degree of compaction) is then determined from the vibration mode, from the engine parameters of the soil compacting device and from the timing of the soil compaction force.
  • the subharmonics are determined, but also their amplitudes, which are set in relation to the amplitude of the action frequency.
  • the maximum amplitude values will be used for this purpose.
  • a sensor will be mounted on the ground contact unit next to a sensor for the subharmonics, which measures the temporal deflection in the direction of soil compaction.
  • the temporal deflection of the excitation can also be measured; However, it can easily be determined from the instantaneous position of the imbalance or imbalances.
  • the temporal position of the maximum amplitudes (excitation oscillation to the vibration of the ground contact unit) will be determined with a comparator unit.
  • the excitation is preferably adjusted such that the maximum amplitude of the excitation by 90 ° to 180 °, preferably by 95 ° to 130 ° ahead of the maximum amplitude of the ground contact unit.
  • An adjustment of the exciting force may be avoided when using e.g. be achieved by two imbalances, which rotate at the same rotational speed and the angular distance is changeable.
  • the imbalances can be moved in the same direction or in opposite directions.
  • FIG. 1 For this purpose, a compactor 1 with rear, rubber-tired wheels 3 and a front bandage 5 as a ground contact unit and a chassis 6 is shown. Based on this system, a one-sided bond between a bottom region 7 to be compacted (substructure) and the compactor 1 (compacting device) is the main reason for the occurrence of nonlinear effects. The one-sided binding is justified by the fact that between the compactor 1 and the bottom portion 7 compressive forces but no tensile forces can be transmitted.
  • the compaction apparatus 1 When the maximum ground force values are exceeded, the compaction apparatus 1 periodically loses contact with the ground area 7 (subsurface). Additional non-linear elements of the soil properties, such as shear strain-controlled stiffness changes, can be neglected in comparison. Also, the superlinear spring characteristic of (rubber) damping elements 8 between the chassis 6 and ground contact unit 5 (bandage), or a superstructure 9 and an undercarriage 11 of a trench roller 12 explained later is of minor importance and does not significantly affect the calculation results of an analytical description. The same applies to a vibration plate 14 with a superstructure 15 and a lower carriage 17th
  • a compacting device generally, as well as the compactor 1 in FIG. 1 , a ground contact unit (bandage 5, undercarriage 11 or 17 ) with a vibrating part, for example with a rotating imbalance 13 with a mass m d including an imbalance exciter.
  • a static Auflastabout of the chassis 6 is based with a mass m f (static weight) via damping elements 8 (stiffness k G , damping c G ) from.
  • the static weight m f together with the damping elements 8 , produces a point-point-excited vibration system which is tuned low (low natural frequency).
  • the uppercarriage 9 or 15 or the chassis 6 acts in vibration mode with respect to the vibrations of the undercarriage 11 or 17 or the bandage 5 as a low-pass second order.
  • the vibration energy transmitted into the chassis 6 or the superstructure 9 or 15 is minimized.
  • the compacted or compacted bottom of the bottom region 7 is a building material for which, depending on the properties investigated, different models exist.
  • simple spring-damper models (stiffness k B , damping c B ) are used.
  • the spring properties take into account the contact zone between the soil compaction unit (bandage) and the elastic half-space (floor area).
  • the ground stiffness k B is a static, frequency-independent variable. This property could be demonstrated in the present application in the field trial for homogeneous and layered soils.
  • Equation (1) describes the associated motion differential equations for the degrees of freedom x d of the drum 5 and x f of the chassis 6 .
  • a soil reaction force F B between the bandage 5 and the compacted or compacted bottom region 7 controls the nonlinearity of the unilateral bond.
  • Vibratory plates ( FIG. 8 ) and rammers are basically the same considerations, taking into account the respective excitation principle result in analogous equations.
  • a numerical simulation allows the calculation of the solutions of equations (1).
  • the use of numerical solution algorithms is essential.
  • analytical calculation methods such as the averaging method, very good approximate solutions and statements of a fundamental nature can be made for a bifurcation of the fundamental vibrations for linear and nonlinear oscillations.
  • the averaging theory is described in Heatgg Roland (1998), “Nonlinear Vibrations in Dynamic Soil Compactors, Progress VDI, Series 4, VDI Verlag Dusseldorf.” This allows a good overall view about the occurring solutions.
  • analytical methods are associated with a disproportionately high outlay.
  • the coordinate system of equations (1) and (3) includes a static depression due to the dead weight (static load weight m f , swinging mass m d ).
  • the static sinking has to be subtracted for comparison purposes in the simulation result.
  • the initial conditions for the simulation are all set to "0". The results are given for the case of the steady state.
  • a solvent solver is chosen "ode 45" (Dormand-Price) with a variable integration step size (maximum step size 0.1 s) in the time range from 0 s to 270 s.
  • FIG. 3 is a comparison between a simulated and a measured case of a "strong jumping" of a compactor 1, here a compactor from Ammann AC 110 with 11 t total weight, shown.
  • a very good agreement between measured and calculated vibration behavior of a bandage 5 can be seen.
  • the measured data were recorded with an acceleration sensor mounted in the vertical direction on the non-rotating, oscillating part of the drum 5, the signal then amplified and analyzed using a program package, eg LabView / DIAdem®.
  • an amplitude A 0 of 1 mm and a ground stiffness k B of 140 MN / m have been specified. If one measures the movement in a time range for the "jumping" of a compactor, an iterative calculation method can be used to determine the actual soil stiffness down to a tolerance. For this purpose, the machine parameters of the compacting device, the operating state and the time position of the imbalance or imbalances must be known.
  • the practically measured and numerically simulated operating state of jumping of the pulley AC 110 with respect to the chaos theory represents a nonlinear system after the occurrence of the first period doubling.
  • the compactors are thus among the technical systems that are fundamentally capable of chaotic behavior. Their dynamics can thus be described using the methods of nonlinear and chaotic vibrational theory. This opens up a large field of different analysis methods, which can be applied in theory and practice of compaction technology.
  • F B is the force acting on the floor area; please refer FIG. 2 .
  • phase space representation with x 1 ( t ) - x 2 ( t ), or x ( t ) - ⁇ ( t ) is derived.
  • phase curves also referred to as orbitals
  • orbitals are closed circles or ellipses in the case of linear, stationary and monofrequent oscillations.
  • additional harmonics occur (periodic lifting of the bandage from the ground)
  • the harmonics can be recognized as modulated periodicities. Only at period doublings, ie subharmonic oscillations such as "jumping", does the original circle mutate into closed curves that have intersections in the phase space representation.
  • FIG. 5 illustrated phase curve.
  • the left display shows the measured and the left display the calculated values. Again the agreement of the simulation with the data measured in practice is shown.
  • FIG. 6 shows the measured, unmediated occurrence of jumping a roller (Ammann AC 110) during the transition of the machine from a very soft pad (tire) on an already compacted, hard sand-gravel mixture. With otherwise constant machine parameters, ground stiffness and damping are the variable system parameters.
  • the performed FFT shows in FIG. 6 left, the linear, monofrequency vibration behavior on the tire, Pneu (soft bottom) 204; the subharmonic oscillation, which additionally occurs on a hard surface, has about twice the amplitude compared to the fundamental mode (right illustration in FIG. 6 If you measure with each unbalance rotation in an excellent position of the rotating eccentric the corresponding vibration amplitude, or the deformation value of the movement, this is always constant on the tire (harmonious), on the hard pad, however, the value alternates according to the additional subharmonic vibration component. Due to their periodicity, harmonics can not be detected in this type of signal acquisition.
  • the measurement acquisition can in practice be triggered by the pulse of a Hall probe, which detects the zero crossing of the vibro wave.
  • the branches produce a cascade of new vibrational components with each half the frequency of the previous lowest frequency of the spectrum. Since the first branching off from the fundamental oscillation with the frequency f, or period T, splits off, the frequency cascade f, f / 2, f / 4, f / 8 etc. is generated. Analogously to the fundamental oscillation, the subharmonic harmonics also generate it creates a frequency continuum in the low-frequency range of the signal spectrum. This is also a specific property of the chaotic system, in this case the vibrating roller.
  • the system of the compactor is in a deterministic rather than a stochastic chaotic state. Since the parameters that cause the chaotic state are not all measurable (not fully observable), the operating state of the subharmonic vibrations can not be predicted for practical compaction.
  • the operating behavior in practice is also characterized by many imponderables, the machine can slip away due to the strong contact loss to the ground, the load of the machine by the low-frequency vibrations is very high. Ongoing further bifurcations of the machine behavior (unexpected) can occur, which immediately result in heavy additional loads. High stresses also occur between the bandage and the floor; This leads to the undesirable loosening of near-surface layers and causes grain breakup.
  • the subharmonic vibrations each represent a new state of motion of the machine
  • relative measurements eg. B. for detecting the compaction state of the soil
  • subharmonic oscillation on the reference inspection procedures such as the pressure plate test (DIN 18 196) be calibrated.
  • the correlation basically changes with the occurrence of the jumping; only within the respective branching state of the movement exists a linear relationship of the measured value with the soil stiffness.
  • the bifurcation occurs in the form of the period doubling scenario, the FIG. 7 or the FIG. 8 show this on the basis of the FFT spectrum for a trench roller or a vibrating plate.
  • phase space of the motions of the upper and lower carriage of the vibrating plate and the trench roller show in comparison to the corresponding orbital of the compactor ( FIG. 5 ) significantly increase the complexity of the movements when the advanced period doubling scenario, or deterministic chaos, occurs.
  • plates and rammers are devices weighing between 50 and 500 kg, it can be casually said that the smaller the device, the greater the vibration challenge.
  • the ground stiffness k B achieved by a soil compaction device as determined by the soil compaction devices mentioned above can be dispensed with, as long as accurate (exact) ground stiffness values are desired and only an indication is given indicating whether soil rigidity increases or is already satisfactory on further traversal with the device Has achieved value, greatly simplified and thus inexpensive with the following in FIG. 10 shown measuring device 20 are made.
  • Such a measuring device 20 for a Bodensteiftechniksrichtwert will be installed mainly in the already inexpensive vibrating plates.
  • the vibrations of the undercarriage 17 are recorded with an acceleration sensor 21 , amplified by an amplifier 23 and integrated with an integrator 25 over a predetermined period of time.
  • the integration is made from the acceleration value measured with the acceleration sensor 21 after two times Integration to get a way.
  • the output signal of the integrator 25 is fed to a plurality of bandpass filters 27 .
  • the bandpass filter is designed such that once the excitation frequency f, the first harmonic at twice the excitation frequency 2 ⁇ f, the first subharmonic with the half excitation frequency f / 2, the second subharmonic with a fourth excitation frequency f / 4 and the third subharmonic with a achtel excitation frequency f / 8 are transmitted to one output 29a to 29e .
  • the measuring device has four quotient formers 31a to 31d for monitoring the frequencies 2 * f, f, f / 2, f / 4 and f / 8 .
  • the output 29b (output signal to f) is connected as a divisor to all quotient formers 31a to 31d . All outputs are each connected to a quotient generator 31a to 31d .
  • the output 29a (output signal to 2 * f) is connected as a dividend to the quotient generator 31a whose output signal (quotient) is applied to its output 33a .
  • the output 33a is routed via a normalization circuit 35 to two lights 37a in a display panel 39 .
  • the luminaires 37b do not light up even if they are repeatedly driven over with the vibrating plate, further compaction, be it due to the soil composition or the machine data of the vibrating plate used, is not possible. The same applies to the lights 37c and 37d .
  • the maximum amplitude A (f) with the action frequency f is smaller than that A (f / 2) of the first subharmonic f / 2.
  • the expected maximum amplitudes can be read analogously from the "fig tree scenario”.
  • the soil stiffness k B degree of compaction
  • the soil stiffness k B degree of compaction
  • bandpass filter 27 a unit which performs a fast Fourier transformation (FFT) may also be used.
  • FFT fast Fourier transformation
  • the respective oscillation amplitude can also be determined within time windows. In this case, starting from the lowest position of the eccentric and the known rotational speed, the amplitude values for the first harmonic and corresponding subharmonics will be recorded, if they are present.
  • FIG. 11 is a variant of the in FIG. 10 shown circuit shown.
  • an acceleration sensor 42 designed analogously to the acceleration sensor 21 is arranged on the uppercarriage 15 of a vibration plate 14 .
  • damping elements between the upper and lower chassis is a vibration damping.
  • the output signals of the acceleration sensor 42 for the first harmonic 2f and the first and second subharmonic f / 2 and f / 4 are now not integrated in contrast to the circuit 20 and processed as acceleration signals after amplification by the amplifier 23 in a bandpass filter 41st
  • the signals are usually high enough.
  • the signal of the third subharmonic f / 8 is now, since it is usually small, integrated with an integrator 43 and analogous to in FIG. 10 processed. It does not have to be integrated until the third subharmonic f / 8 . It is also possible to integrate the second subharmonic f / 4 or the fourth subharmonic f / 16 (x: factor, x ⁇ 1-2).
  • the sensor for receiving the waveform of the vibration system is arranged according to the above description on the undercarriage 11 or 17 or on the chassis 6 ; he but can also be arranged on the superstructure 9 and 15 respectively.
  • vibration influences due to the damping elements, as outlined above, must be taken into account.
  • the demonstration of the chaotic behavior of dynamically excited compaction devices places the vibration behavior patterns known from various investigations into a common context.
  • the basis is the one-sided bond between soil (asphalt layer) and the oscillating part of the device.
  • the increase in the vibration excitation and / or the increasing rigidity of the soil with increasing compression leads to the periodic lifting of the compactor from the ground.
  • the resulting non-linearity increases with greater unbalance or increasing densification, which leads to the bifurcation of the movement behavior.
  • the branching occurs suddenly and, depending on the type of machine, represents an undesirable or intended operating condition. Therefore, this is avoided in controlled rolls by reducing the vertical unbalance.
  • the oscillating part enters the period doubling scenario, the movement behavior becomes chaotic.

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Claims (11)

  1. Procédé pour déterminer une mesure de la rigidité du sol (kB) ou du degré de compactage d'une zone de sol (7) compactée ou à compacter, avec lequel une unité de contact de sol (5 ; 11 ; 17) d'un équipement de compactage du sol (1 ; 12 ; 14) agissant sur la zone de sol (7) est déplacée au-dessus de celle-ci, une force de compactage du sol (FB) qui varie périodiquement dans le temps avec au moins une fréquence d'action (f) agissant sur l'unité de contact de sol (5 ; 11 ; 17) et les oscillations d'un système oscillant, lequel contient l'équipement de compactage du sol (1 ; 12 ; 14), l'unité de contact de sol (5 ; 11 ; 17) et la zone de sol (7), étant déterminées, une forme d'oscillation de l'oscillation du système oscillant (f, f/[2.n], A(f), A(f/[2.n])) étant enregistrée et la mesure de la rigidité du sol (kB) ou du degré de compactage étant déterminée à partir de la forme d'oscillation, à partir de paramètres mécaniques de l'équipement de compactage du sol et à partir d'une situation dans le temps de la force de compactage du sol (FB), caractérisé en ce que plusieurs sous-harmoniques (f/2, f/4, f/8, etc.) sont déterminées pour la fréquence d'action (f) à partir de la forme d'oscillation (f, f/[2.n], A(f), A(f/[2.n])) du système oscillant et parmi toutes les sous-harmoniques (f/2, f/4, f/8, etc.) pour la fréquence d'action (f), celle ayant la fréquence la plus basse (f/[2.n]) est déterminée comme mesure de la rigidité du sol (kB), une rigidité du sol atteinte étant d'autant plus élevée que la fréquence de la fréquence sous-harmonique la plus basse (f/[2.n]) est basse.
  2. Procédé selon la revendication 1, caractérisé en ce que la force de compactage du sol (FB) qui varie périodiquement dans le temps est une oscillation « sinusoïdale » pure à une fréquence (f) unique ou de préférence une superposition de plusieurs oscillations « sinusoïdales ».
  3. Procédé selon la revendication 1 ou 2, caractérisé en ce que la fréquence d'action (f) de la force de compactage du sol (FB) qui varie dans le temps est réglée à une fréquence de résonance (f0) du système oscillant ou de préférence à une fréquence qui dépasse la fréquence de résonance (f0) d'une valeur de fréquence prédéfinie, uniquement déterminée par les stabilités du réglage.
  4. Procédé selon l'une des revendications 1 à 3, caractérisé en ce que la sous-harmonique respectivement la plus basse (f/[2.n]) lors d'un déplacement de l'unité de contact de sol (5 ; 11 ; 17) au-dessus d'une zone de sol (7) correspondante est mise en mémoire en étant associée à cette zone de sol (7) et comparée avec une sous-harmonique mesurée la plus basse (f/[2.n]) lors d'un nouveau passage et un passage supplémentaire est suspendu si aucune sous-harmonique plus basse (f/[2.n]) n'est atteinte après un nombre prédéfini de passages, car il est impossible de parvenir à un compactage supplémentaire du sol avec les données mécaniques réglées.
  5. Procédé selon l'une des revendications 1 à 4, caractérisé en ce que les valeurs de l'amplitude des oscillations des sous-harmoniques au-dessus d'une zone de sol (7) correspondante sont mises en mémoire en étant associées à cette zone de sol (7) et comparées avec les valeurs de l'amplitude lors d'un nouveau passage et un passage supplémentaire est suspendu si une valeur accrue de l'amplitude de la sous-harmonique la plus basse est atteinte après un nombre prédéfini de passages, car il est impossible de parvenir à un compactage supplémentaire du sol avec les données mécaniques réglées.
  6. Procédé selon l'une des revendications 1 à 5, caractérisé en ce que l'amplitude (A0) de la force de compactage du sol (FB) excitatrice, immédiatement après la détermination de la sous-harmonique respectivement la plus basse (f/[2.n]), est ramenée à une valeur jusqu'à ce qu'une position stable de l'équipement de compactage du sol soit atteinte.
  7. Équipement de compactage du sol (1 ; 12 ; 14) pour compacter une zone de sol (7) à une mesure prédéfinie de la rigidité du sol (kB) ou du degré de compactage, comprenant une unité de contact de sol (5 ; 11 ; 17) agissant sur la zone de sol (7), comprenant un mécanisme d'entraînement pour au moins une masse oscillante (md) qui exerce sur l'unité de contact de sol (5 ; 11 ; 17) une force de compactage du sol (FB) qui varie périodiquement, et comprenant au moins un capteur (21) pour déterminer une oscillation d'un système oscillant, lequel contient l'équipement de compactage du sol (1 ; 12 ; 14) avec l'unité de contact de sol (5 ; 11 ; 17) et la zone de sol (7), caractérisé par une unité d'interprétation (20) reliée avec l'au moins un capteur (21) avec laquelle peut être enregistrée et mise en mémoire une forme d'oscillation à partir d'une oscillation excitatrice ou d'oscillations excitatrices agissant sur l'unité de contact de sol (5 ; 11 ; 17) avec une ou plusieurs fréquences d'action (f) et la mesure de la rigidité du sol (kB) ou du degré de compactage pouvant être déterminée avec l'unité d'interprétation (20) à partir de la forme d'oscillation, à partir de paramètres mécaniques de l'équipement de compactage du sol (1 ; 12 ; 14) et à partir d'une situation dans le temps de la force de compactage du sol (FB), plusieurs sous-harmoniques (f/2, f/4, f/8, etc.) pouvant être déterminées à cet effet avec l'unité d'interprétation (20) pour la fréquence d'action (f) de l'au moins une masse oscillante (md) et parmi ces sous-harmoniques (f/2, f/4, f/8, etc.), celle ayant la fréquence la plus basse (f/[2.n]) pouvant être déterminée comme mesure de la rigidité du sol (kB) ou du degré de compactage, et la rigidité du sol (kB) atteinte étant d'autant plus élevée que la fréquence de la fréquence sous-harmonique la plus basse (f/[2.n]) est basse.
  8. Équipement de compactage du sol (1 ; 12 ; 14) selon la revendication 7, caractérisé en ce qu'avec l'unité d'interprétation (20), les valeurs d'amplitude maximales (A(f), A(f/[2.n])) des sous-harmoniques (f/[2.n]) issues de la forme d'oscillation ainsi que de la fréquence d'action (f) sont mises dans une relation mutuelle pour la détermination plus précise de la mesure de la rigidité du sol (kB) ou du degré de compactage.
  9. Équipement de compactage du sol (1 ; 12 ; 14) selon la revendication 7 ou 8, caractérisé en ce que l'au moins un capteur est relié avec le mécanisme d'entraînement et la fréquence de l'au moins une masse oscillante peut être réglée par le mécanisme d'entraînement de telle sorte qu'il est possible d'atteindre une amplitude d'oscillation maximale, ce qui indique une résonance d'un système oscillant.
  10. Équipement de compactage du sol (1 ; 12 ; 14) selon l'une des revendications 7 à 9, caractérisé par un deuxième capteur avec lequel peut être déterminé le moment d'une force, de préférence maximale, de l'au moins une masse oscillante dans le sens du compactage du sol, le premier capteur étant configuré de telle sorte qu'il peut en plus déterminer une amplitude d'oscillation prédéfinie, de préférence maximale, de l'unité de contact de sol dans le sens du compactage du sol, et une unité de comparaison reliée avec les deux capteurs et le mécanisme d'entraînement, laquelle règle la fréquence d'entraînement de telle sorte qu'il existe entre les deux valeurs maximales de l'amplitude un angle d'avance de phase de l'oscillation de masse excitatrice entre 90° et 180°, de préférence entre 95° et 130°.
  11. Équipement de compactage du sol (1 ; 12 ; 14) selon l'une des revendications 7 à 10, caractérisé en ce que l'au moins une masse oscillante présente un balourd modifiable et le moment de balourd du balourd peut être réduit de telle sorte que les sous-harmoniques mesurées se situent tout juste encore dans la sensibilité de mesure du premier capteur.
EP03405688.7A 2003-09-19 2003-09-19 Méthode de détermination de la rigidité du sol et dispositif de compactage de sol Expired - Lifetime EP1516961B1 (fr)

Priority Applications (5)

Application Number Priority Date Filing Date Title
EP03405688.7A EP1516961B1 (fr) 2003-09-19 2003-09-19 Méthode de détermination de la rigidité du sol et dispositif de compactage de sol
US10/572,568 US7483791B2 (en) 2003-09-19 2004-09-20 Determination of soil stiffness levels
CNA2004800270734A CN1853017A (zh) 2003-09-19 2004-09-20 基础刚度值的确定
PCT/CH2004/000592 WO2005028755A1 (fr) 2003-09-19 2004-09-20 Determination de valeurs de rigidite du sol
EP04761932A EP1673508A1 (fr) 2003-09-19 2004-09-20 Determination de valeurs de rigidite du sol

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EP3517687A1 (fr) 2018-01-26 2019-07-31 Keller Holding GmbH Procédé de détection et de commande de compactage lors du compactage d'un sol au moyen d'un vibreur en profondeur
EP3981919B1 (fr) 2020-10-06 2022-11-09 Hamm AG Procédé de fourniture des informations associées à l'état de compactage d'un sol lors de la mise en oeuvre d'un processus de compactage au moyen d'un compacteur

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EP3517687A1 (fr) 2018-01-26 2019-07-31 Keller Holding GmbH Procédé de détection et de commande de compactage lors du compactage d'un sol au moyen d'un vibreur en profondeur
EP3981919B1 (fr) 2020-10-06 2022-11-09 Hamm AG Procédé de fourniture des informations associées à l'état de compactage d'un sol lors de la mise en oeuvre d'un processus de compactage au moyen d'un compacteur
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Also Published As

Publication number Publication date
WO2005028755A1 (fr) 2005-03-31
EP1673508A1 (fr) 2006-06-28
US7483791B2 (en) 2009-01-27
CN1853017A (zh) 2006-10-25
EP1516961A1 (fr) 2005-03-23
US20070276602A1 (en) 2007-11-29

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