• 专利附录
  • 专利说明
  • 权利要求
  • 类似技术
  • 同族专利
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  • 法律状态
  • 优先权
    • 专利摘要:
    The invention relates to a method for monitoring an electromechanical component of an automation system. This method comprises entering (101) a mechanical state quantity of the electromechanical component, entering (103) an electrical state quantity of the component, determining (105) a state of the electromechanical component on the basis of a multidimensional graph with several states of the electromechanical component, a mechanical state quantity and an electrical state quantity being assigned to each state of said electromechanical component
    公开号:FR3060131A1
    申请号:FR1761952
    申请日:2017-12-11
    公开日:2018-06-15
    发明作者:Ralf Hoffmann；Jens Heinrich；Sebastian Heinrich；Christian Muller
    申请人:Phoenix Contact GmbH and Co KG；
    IPC主号:
    专利说明:

    (57) The invention relates to a method for monitoring an electromechanical component of an automation system. This method comprises entering (101) a mechanical state quantity of the electromechanical component, entering (103) an electric state quantity of the component, determining (105) a state of the electromechanical component on the basis of a multidimensional graph with several states of the electromechanical component, a mechanical state quantity and an electrical state quantity being assigned to each state of said electromechanical component
    100
    The present invention relates to the field of automation. It relates to a method for monitoring an electromechanical component of an automation system.
    On an electromechanical component of an automation system, for example a connection device or a safety cut-off device, the state and the operation of said electromechanical component can vary depending on the environmental conditions. The cause lies for example in temperature variations, vibrations, wear of the component, wear of electrical contacts or mechanical wear of valves.
    At present, the prediction of the lifetime of an electromechanical component is usually made on the basis of empirical tests. We typically assume that the electromechanical components tested offer a representative image of the parameter dispersions, and that the test results correspond to a distribution that can be expected statistically. Finally, a forecast based on the wear behavior is deduced from the test results. With regard to electromechanical components, in particular relays, the Weibull distribution has proved to be applicable for the wear of connection contacts, on the basis of support points determined experimentally with regard to a moment of failure. .
    According to the Weibull distribution determined, we can now deduce a forecast to know what number of cycles of maneuvers is typically reached by a defined percentage of a population. A disadvantage of this approach lies in the fact that the forecasting accuracy depends on the quantity of electromechanical components tested, and on the capacity for representing the real dispersion of the parameters. Another drawback is that the determined limit value is typically set too conservatively, in the case of the use of an electromechanical component, that is to say that the maintenance intervals are too frequent and that the electromechanical components are therefore oversized and unnecessarily expensive. Another disadvantage is that a certain number of electromechanical components in use fail before an expected failure, and that it can therefore occur malfunctions, incidents, or even potentially dangerous breakdowns.
    This is why the present invention aims to create an effective concept for monitoring an electromechanical component of an automation system.
    This object is achieved with a method which, according to a first aspect, comprises: entering a mechanical state quantity of the electromechanical component; entering an electrical state quantity of the electromechanical component; determining a state of the electromechanical component on the basis of a multidimensional graph with several states of the electromechanical component, a mechanical state quantity and an electric state quantity being assigned to each state of said electromechanical component.
    According to one embodiment, in the multidimensional graph a geometric parameter is assigned to each state of the electromechanical component, the method comprising: determining a geometric parameter of the electromechanical component; and a determination of the state of the electromechanical component on the basis of the multidimensional graph, the determined state being assigned to the entered mechanical state quantity, to the entered electrical state quantity and to the geometric parameter.
    According to one embodiment, the multidimensional graph is represented by digital data values, in particular previously stored digital data values. These digital data values can be stored beforehand in a memory of the electromechanical component.
    According to one embodiment, the method comprises: the interpolation between support points of the multidimensional graph in order to determine the state of the electromechanical component, the support points being defined by magnitudes of electrical state, magnitudes d 'mechanical state and / or geometric parameters.
    According to one embodiment, the method comprises: a definition of the multidimensional graph based on a behavior model of the electromechanical component, the behavior model taking into account an influence of the magnitude of mechanical state entered on the magnitude d electric state entered.
    According to one embodiment, the multidimensional graph is defined by carrying out a behavior simulation of the electromechanical component, said behavior simulation implementing the behavior model.
    According to one embodiment, the method also comprises a display of the determined state of the electromechanical component, in particular using a display device.
    According to one embodiment, the method also comprises the production of a control signal for the control of the electromechanical component in response to the determined state of said electromechanical component, and the control of the electromechanical component with the control signal produced.
    According to one embodiment, the mechanical state quantity and the electrical state quantity are entered by the electromechanical component.
    According to one embodiment, the mechanical state quantity comprises one of the following mechanical state quantities: a rebound of a contact of the electromechanical component, a duration of the rebound of a contact of the electromechanical component, a number of rebounds of an electromechanical component contact, a temperature of an electromechanical component element, an ambient temperature of the electromechanical component, a speed of movement of an electromechanical component element, in particular an armature, a contact force or a detachment force of a contact of the electromechanical component.
    According to one embodiment, the quantity of electrical state is a current passing through the electromechanical component or a voltage of said electromechanical component.
    According to one embodiment, the determined state of the electromechanical component is a lifetime of said electromechanical component.
    According to one embodiment, the electromechanical component is an electromechanical switch, in particular a relay.
    According to a second aspect, the present invention relates to an electromechanical component. This electromechanical component comprises an input device which is designed to capture a quantity of mechanical state of the electromechanical component and a quantity of electrical state of said electromechanical component. The electromechanical component also comprises a memory in which is stored a multidimensional graphic with several states of the electromechanical component, a magnitude of mechanical state and a magnitude of electrical state being assigned to each state of the electromechanical component. The electromechanical component further includes a processor which is adapted to determine a state of the electromechanical component based on the multidimensional graph.
    The electromechanical component is designed to implement the process. Other characteristics of said electromechanical component result directly from the characteristics of the process.
    According to a third aspect, the present invention relates to a computer program with a program code for implementing the method. The electromechanical component can be installed, from a programming point of view, to execute the program code or parts of the program code.
    Other objects, advantages and characteristics of the present invention will emerge more clearly from the following detailed description of embodiments thereof, given by way of non-limiting example with reference to the appended drawings in which:
    Figure 1 is a schematic representation of a method for monitoring an electromechanical component of an automation system;
    Figure 2 shows a schematic representation of an electromechanical component;
    Figure 3 shows schematic representations of multidimensional graphics;
    FIG. 4a shows a schematic representation of a behavior model intended to define a multidimensional graph;
    FIG. 4a ′ shows a schematic representation of a behavior model intended to define a multidimensional graph;
    FIG. 4b shows a schematic representation of a behavior model intended to define a multidimensional graph;
    FIG. 4b 'shows a schematic representation of a behavior model intended to define a multidimensional graph;
    FIG. 5a shows schematic representations of curves over time of state quantities of an electromechanical component;
    FIG. 5b shows schematic representations of curves over time of state quantities of an electromechanical component;
    FIG. 5c shows schematic representations of curves over time of state quantities of an electromechanical component;
    FIG. 5d shows schematic representations of curves over time of state quantities of an electromechanical component;
    FIG. 5e shows schematic representations of curves over time of state quantities of an electromechanical component;
    FIG. 5f shows schematic representations of a behavior model intended to define a multidimensional graph;
    FIG. 6a shows a schematic representation of a behavior model intended to define a multidimensional graph;
    FIG. 6a 'shows a schematic representation of a behavior model intended to define a multidimensional graph;
    FIG. 6b shows a schematic representation of a behavior model intended to define a multidimensional graph;
    FIG. 6b 'shows a schematic representation of a behavior model intended to define a multidimensional graph;
    Figure 1 shows a schematic representation of a method 100 for monitoring an electromechanical component of an automation system. This method 100 comprises an entry 101 of a mechanical state quantity of said electromechanical component, an entry 103 of an electric state quantity of the electromechanical component, and a determination 105 of a state of the electromechanical component on the basis of a multidimensional graph with several states of said electromechanical component, a mechanical state quantity and an electrical state quantity being assigned to each state of the electromechanical component.
    FIG. 2 shows a schematic representation of an electromechanical component 200. This electromechanical component 200 comprises an input device which is designed to capture a mechanical state quantity and an electrical state quantity of said electromechanical component 200. It also comprises a memory 203 in which is stored a multidimensional graph with several states of said component 200, a mechanical state quantity and an electrical state quantity being assigned to each state of component 200. It further comprises a processor 205 which is designed to determine a state of said component 200 based on the multidimensional graph.
    Figure 3 shows schematic representations of multidimensional graphics. These multidimensional graphs can be a behavior model for the description of a state, for example a lifetime, for an electromechanical component, in particular a relay. The description of the state can be done using the behavior model with which a forecast of the state can take place for example by taking into account the load conditions, the environmental conditions and the geometric parameters.
    The concept can consist in representing states of the electromechanical component determined in an experimental way, for example values of lifespan, in the model of behavior by taking account of the conditions of load, the environmental conditions, the quantities of mechanical state , electrical state quantities and / or geometrical parameters, in order to deduce therefrom a forecast of the state which one can expect, for example of the lifetime in the sense of reliability.
    A load to be connected can be assigned to charge zones which are characterized by identical fault mechanisms, but by different charge intensities, for example:
    - DC voltage / AC voltage;
    - inductive load / ohmic load / capacitive load and combinations; or
    - reduced load and interruption of contact.
    The result is that a graph can be created, which represents a state, for example a lifetime, of an electromechanical component as a function of the charging conditions, environmental conditions, mechanical state quantities, quantities electrical status and / or geometric parameters.
    Here are in detail the steps that can be performed for this:
    Step 1 :
    Recording of electrical, relevant geometric quantities mechanical state quantities, parameters this is desirable, all of state and, if other parameters of each electromechanical component to be tested.
    2nd step :
    Fixing and / or determination of the load areas and definition of selected loads which sufficiently represent the load areas, for example the maximum value, the average value and the minimum value.
    Step 3:
    Performing tests at selected locations in defined load zones, with different parameters, for example overtravel, contact interval, restoring force or rebound time.
    Step 4:
    Creation of the behavior model using test results, taking into account the variation or dispersion of the parameters.
    The application of the forecast on the basis of a multidimensional graph is done by deducing from the graph the state which one can expect, taking into account the characteristic values of the electromechanical component, for example the overtravel, the contact interval , the restoring force or the rebound time. By taking into account the cycles of maneuver already accomplished, one can predict for example the lifetime which still remains.
    An example of application of this behavior model resides in a representation of a real electromechanical component, for example of a relay with an electronic system and a firmware, with which characteristic values important for the electrical lifetime are determined or measured during operation, and a remaining service life must be deducted taking into account the connected load, with the voltage / current on the contact, of the operating cycles already completed, and / or environmental conditions.
    In the event of a breakdown which can be expected, due to a high number of maneuvering cycles, with a defined duration, the system will be subject to maintenance inside an automation. can be preventive, or electromechanical components can be changed. The integration of this behavior model into a multidimensional system model is advantageous.
    Other modes using a graph a simulator of the execution component of the method 100 and of the electromechanical component 200 will be described in more detail in the following.
    The method 100 allows analysis and monitoring of the electromechanical component 200 using a multidimensional graph which can be defined on the basis of a behavior model. For this purpose, behavior can be used, electromechanical 200 can for example be a connection device. The concept makes it possible, with the state quantities entered from the real electromechanical component 200, which may be characteristic values, to represent a behavior of said component 200 using the multidimensional graph.
    In behavior simulation or system simulation, the components of different areas which are present in an automation system are represented in behavior models and are linked via state or effective quantities, by for example a current, a force, a flow or a logical state. The advantage of behavior simulation lies, for example, in the fact that the action and the repercussion of state variables can be taken into account. Thus, for example, the repercussions of mechanical systems on electromagnetic and electrical systems can be represented.
    The simulation thus represents a state of the electromechanical component 200. In this way, values and variations of the magnitudes of mechanical or electrical state, for example, can be entered.
    In addition to the representation in behavior models with a bidirectional flow of state quantities, complex behavior models can be represented via metamodels, and be integrated into behavior simulation. The application of metamodels is advantageous for example in the representation of a reliability behavior of electrical contacts as a function of a load, a mechanical overtravel, a contact interval, a contact force, a restoring force, a rebound as a function of time, or an opening speed. Thanks to the integration of metamodels, a probability of failure can also be determined using the entered state quantities and, in the event of a potentially dangerous state, a shutdown of the automation system can be carried out.
    The behavior or simulation model typically includes objects from the following areas:
    - electrical circuits, for example electronic circuits, sensors such as light barriers or switches;
    - magnetic sensors, for example flexible blade contacts, relays;
    - electromagnetic contactors, for example relays, valves, Hall effect sensor;
    - fluids, for example pressure valves, injectors;
    - thermal sources, for example load resistors, heaters, fans, coolers;
    - software objects, for example firmware blocks, PWM, OSSD; and
    - metamodels for the representation of stochastic contexts.
    Figures 4a and 4a 'show a schematic representation of a behavior model to define a multidimensional graph. The model relates for example to an electromagnetic device, like electromechanical component, diagram shows a component of firmware 401, of behavior of connection This an electronic component 403, an electromechanical component 405, a component with fluid 407 and a data interface 409 for a transmission bidirectional data. It also shows a firmware module 411, an electronic module 413, an electromagnetic module 415, a mechanical module 417 and a metamodel module 419 for determining contact reliability as the state of the electromechanical component.
    The performance of a behavior simulation on the basis of the behavior model makes it possible to define the multidimensional graph which represents mechanical state quantities and electrical state quantities of the electromechanical component on the state of said component.
    Figures 4b and 4b 'show a schematic representation of a behavior model to define a multidimensional graph. The model relates, for example, to an electromagnetic device, as an electromechanical component. This diagram shows a firmware component 401, an electronic component 403, an electromechanical component 405, a fluid component 407 and a data interface 409 for bidirectional data transmission. It also shows an object 421 to determine an electric arc duration, as the state of the electromechanical component, an object 423 to determine a behavior of contact rebound, as electromechanical, and an object 425 contact, as of connection behavior of the component to determine. one of the component state for resistance state of electromechanical, which can optional or in addition.
    be used title
    The performance of a behavior simulation on the basis of the behavior model makes it possible to define the multidimensional graph which represents mechanical state quantities and electrical state quantities of the electromechanical component on the state of said component.
    FIGS. 5a to 5f show schematic representations of curves over time of state quantities of electromechanical components. Two exemplary embodiments will be described in more detail in the following.
    First example of realization
    The lifetime of a contact of a relay, as an electromechanical component, in the case of loads with a high starting current, for example of contactors or motors, strongly depends on the rebounding behavior when the contact is started.
    If the contact does not rebound or if the bouncing time is less than 0.1 ps, so that it cannot usually form a starting electric arc, contact wear due to heating by l the starting electric arc is weaker than in the case of rebounding contacts with a rebounding duration typically greater than 1 to 5 ms and a number of rebounds between 2 and 5. In the event that critical values are exceeded, for example the number of rebounds or the rebound time, the load contact can be permanently welded, and the load can stay on, which can be a potentially dangerous condition.
    The modification of the rebound behavior can be done thanks to a large number of influences, for example a number of operating cycles at the level of the load contact, the influence of an ambient temperature or mechanical wear, the influence of a control voltage or the fatigue of contact springs.
    In this exemplary embodiment, the rebound behavior, in particular the number of rebounds or the rebound time of the load contact is determined. If modifications cause the rebound behavior to reach critical values in terms of number of rebounds or rebound duration, information on this change in state is supplied to the electromechanical component. A warning, for example, can then be sent to a user, or a stop can be made at an appropriate time, before a failure, and therefore before a critical state.
    The rebound behavior can be determined by entering the load current using a current sensor, for example a contact with flexible blades, and by the mechanical repercussion of the contact bounce on the control current. of the relay coil. With rebound contacts, the charging current is temporarily stopped by the open contact. At high loads, an electric arc may form between the open contacts. Entering the cutoff and / or modification of the charging current can be tricky if the charging voltage is very high, for example with the mains voltage and, due to the electric arc, the remaining source voltage changes very little.
    This is why, in addition or in parallel, the mechanical influence of the rebound contact on the control current of the coil can be determined. FIG. 5a represents the excitation voltage of the relay coil, the coil current, the contact current at the closing contact, and the armature movement. These status variables can be entered using a measurement technique. It can be seen that the twists of the closing contact have repercussions on the coil current. This influence on the coil current can be captured and analyzed by a measurement technique.
    One possibility for analysis is the simple double differentiation of the coil current in order to capture the change in the coil current, as shown for example in Figure 5b. After the first contact has been made, the twists are identifiable as zero points after double differentiation of the coil current. Via the number and duration of the zero points, the number and duration of contact twists can be identified on the control side.
    Another possible application is the analysis of the causes of contact twists and possibly of a correction during operation. A cause of the appearance of twists can for example be a heating of the relay, and an increase, related to this heating, of the coil resistance. This effect reduces the coil current for energizing the relay, which can at the same time lead to a decrease in the strength of the magnetic system and therefore an increase in the bouncing time or the number of bouncing.
    Other possibilities reside in the modifications of the mechanical parameters, for example due to friction or to fatigue and, thus, in the modifications of the kinetic ratios during the establishment of the contact. To determine the causes, it is possible to compare the determined state variables of the behavior model when the relay parameters and the measured state variables of the real object vary. By optimizing the model parameters for a minimum deviation from a model characteristic curve, for example the differentiated coil current and the measured differentiated coil current, the parameters which are decisive for the modified behavior of the real object can be determined, as well as their magnitude. From this knowledge, for example through a modification of the control characteristic curve, for example an increase in current, a voltage value, a pulse shape, a pulse duration , of a pulse frequency in the case of pulse width modulation (PWM), a command can influence the rebound behavior so that the number or duration of bounces is / are minimized and thus the time to reach a critical state, for example of a permanently welded contact, can be moved backwards.
    Second example of realization
    To reduce the relay control power, a PWM (pulse width modulation) command is often chosen. The advantage is that the relay coil, after starting, can operate with a rhythmic voltage which is sufficient to maintain the working state. Since the relay parameters can be dispersed, the pulse width is typically chosen so that even under the worst conditions, this working state remains maintained for all possible relays. But as very few relays (in normal distribution processes << 0.1%) require these worst conditions, the vast majority remaining is controlled by a power greater than the power required.
    causes heating and complications, particularly if there is a large number of relays controlled simultaneously.
    The concept consists in entering the optimal control power for the relay concerned, for example using a pulse-pause ratio, and in adjusting the control to a minimum so that the working position is always respected.
    The procedure is for example as follows: step 1:
    This power this fact, excitation of the relay during a start time with full voltage until the end position is reached in a safe way, step 2:
    pulse width modulation of the operating voltage and measurement of the coil current, step 3:
    when the movement of the armature begins (which can be identified by the increase in the coil voltage), modification of the pulse rate so that the armature remains safely again in the working position.
    FIG. 5c shows by way of example the curve of the control voltage, of the coil current, of the displacement of the armature and of the contact force under normal conditions. The coil voltage changes after 45 ms to a pulse width modulation which is calculated so that the armature remains in the working position. FIG. 5d shows an example of a case in which the PWM pulse width modulation is not sufficient, so that after a delay time of approximately ms, the armature begins to detach from the end position stroke, and that the contact force is reduced. FIGS. 5e and 5f show a state in which the displacement of the armature is detected by virtue of the fact that the coil current is differentiated and the displacement of the armature is captured by a positive zero point of the differential armature current. With this signal, the PWM modulation is now changed, for example by increasing a duty cycle value, so that the armature directly reaches the end position again. The resulting displacement of the remaining armature is minimal and the contact force at the load contact remains essentially unchanged, as shown in Figure 5e.
    Figures 6a, 6a ', 6b and 6b' show a schematic representation of a behavior model to define a multidimensional graph. The physical behavior model of the electromechanical component can form a digital twin of said electromechanical component. The behavior model can be implemented using a behavior simulator and used to define a multidimensional graph.
    The behavior model (1) as a system representation contains physical models of all the components of the electromechanical component, such as:
    (1.1) electronic (relay control circuit, inclusive switching requirement block) (1.2) electromagnet (magnetic relay system);
    (1.3) mechanical (contact spring, relay return springs);
    (1.4) switching contact (contact resistance model, electric arc relay switching contact);
    (1.5) current sensor (charge current sensor);
    (1.6) charging voltage;
    (1.7) load (resistance, inductivity, capacity); and (1.8) lifetime graph.
    The test results and corresponding parameters can also be represented, in a graphical manner, in a replacement or metamodel. It may be advantageous to generate different models for different types of load, for example direct current or alternating current, and different fault mechanisms, for example a contact which does not open, as a potentially dangerous fault, or a contact which does not close. The production of a replacement model is done for example using the MOP method (Optimal Forecast Metamodel).
    The state quantities include for example:
    (2.1) contact voltage contact NC;
    (2.2) operating voltage control circuit;
    (2.3) relay coil current;
    (2.4) contact voltage NO contact (load contact);
    (2.5) room temperature;
    (2.6) charging current; and (2.7) charging voltage.
    A simulation of the behavior of the electromechanical component takes place. From the simulation, internal parameters are collected, for example, which cannot be entered using a measurement technique, but which can be important for behavior (for example breakdown / lifetime), for example a load contact overtravel or load contact friction stroke.
    Furthermore, the measured values transmitted in the form of signals are converted by mathematical operations such as for example integral operations, transforms or derivatives, so that the characteristic properties of the signals can be represented for example by coefficients. These can be represented and processed in a manner analogous to normal parameters.
    The measured values transmitted and the parameters determined therefrom in the simulation as well as the parameters determined with the behavior model in the simulation are processed for example in at least one metamodel for predicting fault behavior, for example of a number of remaining operating cycles.
    The state quantities or states are output or displayed. In the event of a net reduction in the remaining service life that can be expected or a small remaining service life, an unexpected failure can be avoided, for example by means of preventive maintenance. In the case of a long remaining service life, scheduled maintenance can for example be postponed.
    In another application, an active influence exerted on the electromechanical component or an optimization of this one can be done thanks to modifications of adjustable parameters (1.9), like for example:
    an operating voltage;
    a duty cycle value; or a switching sequence in case of redundancy.
    In terms of the simulation model, an optimizer (6) can optimize the results of the simulation, for example the remaining life, by varying simulation parameters (1.9), for example characteristic relay values, to find a set of (1.10) with which we reach as high remaining parameters optimal parameters, for example a possible duration.
    All the features described and illustrated here with reference to individual embodiments can be provided in different combinations, within the object of the present invention, in order to obtain advantageous effects at the same time.
    than
    权利要求:
    Claims (15)
    [1" id="c-fr-0001]
    1. Method (100) for monitoring an electromechanical component (200) of an automation system, characterized in that it comprises:
    entering (101) a mechanical state quantity of the electromechanical component (200);
    entering (103) an electrical state quantity of the electromechanical component (200);
    determining (105) a state of the component on the basis of a graph several states of the component, a mechanical state quantity and an electrical state quantity being assigned to each state of said electromechanical component (200).
    [2" id="c-fr-0002]
    2. Method (100) according to claim 1, in the multidimensional graph a geometric parameter being electromechanical (200) multidimensional with electromechanical (200), also assigned each state of the electromechanical component (200), characterized in that it comprises:
    a geometric parameter (200) of on; and the state the determined base being of the component of the graph assigned to the electromechanical component determination the multidimensional electromechanical determination (200), the state entered mechanical state quantity, the entered electrical state quantity and the geometric parameter .
    [3" id="c-fr-0003]
    3. Method (100) according to any one of the preceding claims, characterized in that the multidimensional graph is represented by digital data values, in particular previously stored digital data values.
    [4" id="c-fr-0004]
    4. Method (100) according to any one of the preceding claims, characterized in that it comprises:
    the interpolation between points of support of the multidimensional graph in order to determine the state of the electromechanical component (200), the points of support being defined electromechanical (200j by magnitudes of electrical state, magnitudes of mechanical state and / or geometric parameters.
    [5" id="c-fr-0005]
    5. Method (100) according to any one of the preceding claims, characterized in that it comprises:
    the definition of the multidimensional graph on the basis of a behavior model of the component the behavior model holding the mechanical state quantity takes account of an input influence on the electrical state quantity entered.
    [6" id="c-fr-0006]
    6. Method (100) according to claim
    5, characterized in that the multidimensional graph is defined by carrying out a behavior simulation of the electromechanical component (200), said behavior simulation implementing the behavior model.
    [7" id="c-fr-0007]
    7. Method (100) according to any one of the preceding claims, characterized in that it also comprises the display of the determined state of the electromechanical component (200), in particular using a device for display.
    [8" id="c-fr-0008]
    8. Method (100) according to any one of the preceding claims, characterized in that it also comprises the production of a control signal for the control of the electromechanical component (200) in reaction to electromechanical electromechanical
    [9" id="c-fr-0009]
    9. Process the determined state of said component (200), and the control of the component (200) with the control signal produced. (100) according to any one of the preceding claims, characterized in that the mechanical state quantity and the electric state quantity are entered by the electromechanical component (200).
    [10" id="c-fr-0010]
    10. Method (100) according to any one of the preceding claims, characterized in that the mechanical state quantity comprises one of the following mechanical state quantities: a rebound of a contact of the electromechanical component (200), duration of a bounce of a contact of the electromechanical component (200), a number of bounces of a contact of the electromechanical component (200), a temperature of an element of the electromechanical component '200' an ambient temperature of the electromechanical component (200 ;
    displacement of an element of the component (200), in particular of an armature, a contact force or a detachment force of a contact of the electromechanical component (200).
    [11" id="c-fr-0011]
    11. Method (100) according to any one of the preceding claims, characterized in that the electrical state quantity is a current passing through the electromechanical component (200) or a voltage of said electromechanical component (200).
    [12" id="c-fr-0012]
    12. Method (100) according to any one of the preceding claims, characterized in that the determined state of the electromechanical component (200) is a lifetime of said electromechanical component (200).
    [13" id="c-fr-0013]
    13. Method (100) according to any one of the preceding claims, characterized electromechanical component (200) is electromechanical, in particular a relay
    [14" id="c-fr-0014]
    14. Electromechanical component (200) what it includes:
    input (201) which is designed for mechanical state of the component and an electrical state quantity an electromechanical speed in one that the switch characterized in graphically assigned mechanical component stored a states of a device for entering an electromechanical quantity (200 ) of said electromechanical component (200);
    a memory (203) in which is multidimensional with several electromechanical components (200), a state quantity and an electrical state quantity being at each state of the electromechanical component (200); and a processor (205) which is adapted to determine a state of the electromechanical component (200) based on the multidimensional graph.
    [15" id="c-fr-0015]
    15. Computer program with a program code for implementing the method (100) according to any one of claims 1 to 13.
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    公开号 | 公开日
    US20180164759A1|2018-06-14|
    RU2677702C1|2019-01-21|
    DE102016124083B4|2018-07-05|
    CN108037452B|2019-07-26|
    GB2557740A|2018-06-27|
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    GB201720613D0|2018-01-24|
    JP6611370B2|2019-11-27|
    DE102016124083A1|2018-06-14|
    JP2018106705A|2018-07-05|
    US10324431B2|2019-06-18|
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    法律状态:
    2019-12-24| PLFP| Fee payment|Year of fee payment: 3 |
    2020-12-29| PLFP| Fee payment|Year of fee payment: 4 |
    2021-12-27| PLFP| Fee payment|Year of fee payment: 5 |
    优先权:
    申请号 | 申请日 | 专利标题
    DE102016124083.4A|DE102016124083B4|2016-12-12|2016-12-12|Method for monitoring an electromechanical component of an automation system|
    DE102016124083.4|2016-12-12|
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