CN106842932A - A kind of SPC of TITO NDCS random delay and two degrees of freedom IMC methods - Google Patents

A kind of SPC of TITO NDCS random delay and two degrees of freedom IMC methods Download PDF

Info

Publication number
CN106842932A
CN106842932A CN201710091129.1A CN201710091129A CN106842932A CN 106842932 A CN106842932 A CN 106842932A CN 201710091129 A CN201710091129 A CN 201710091129A CN 106842932 A CN106842932 A CN 106842932A
Authority
CN
China
Prior art keywords
signal
control
nodes
controlled device
decoupling
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.)
Pending
Application number
CN201710091129.1A
Other languages
Chinese (zh)
Inventor
杜锋
Current Assignee (The listed assignees may be inaccurate. Google has not performed a legal analysis and makes no representation or warranty as to the accuracy of the list.)
Hainan University
Original Assignee
Hainan University
Priority date (The priority date 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 date listed.)
Filing date
Publication date
Application filed by Hainan University filed Critical Hainan University
Priority to CN201710091129.1A priority Critical patent/CN106842932A/en
Publication of CN106842932A publication Critical patent/CN106842932A/en
Pending legal-status Critical Current

Links

Classifications

    • GPHYSICS
    • G05CONTROLLING; REGULATING
    • G05BCONTROL OR REGULATING SYSTEMS IN GENERAL; FUNCTIONAL ELEMENTS OF SUCH SYSTEMS; MONITORING OR TESTING ARRANGEMENTS FOR SUCH SYSTEMS OR ELEMENTS
    • G05B13/00Adaptive control systems, i.e. systems automatically adjusting themselves to have a performance which is optimum according to some preassigned criterion
    • G05B13/02Adaptive control systems, i.e. systems automatically adjusting themselves to have a performance which is optimum according to some preassigned criterion electric
    • G05B13/04Adaptive control systems, i.e. systems automatically adjusting themselves to have a performance which is optimum according to some preassigned criterion electric involving the use of models or simulators
    • G05B13/042Adaptive control systems, i.e. systems automatically adjusting themselves to have a performance which is optimum according to some preassigned criterion electric involving the use of models or simulators in which a parameter or coefficient is automatically adjusted to optimise the performance

Landscapes

  • Engineering & Computer Science (AREA)
  • Health & Medical Sciences (AREA)
  • Artificial Intelligence (AREA)
  • Computer Vision & Pattern Recognition (AREA)
  • Evolutionary Computation (AREA)
  • Medical Informatics (AREA)
  • Software Systems (AREA)
  • Physics & Mathematics (AREA)
  • General Physics & Mathematics (AREA)
  • Automation & Control Theory (AREA)
  • Feedback Control In General (AREA)

Abstract

The SPC of TITO NDCS random delay and two degrees of freedom IMC methods, belong to the MIMO NDCS technical fields of limited bandwidth resources.Affect one another and couple between a kind of TITO signals, need the TITO NDCS by decoupling treatment, transmit produced network delay among the nodes due to network data, not only influence the stability of respective close loop control circuit, but also the stability of whole system will be influenceed, even result in the problem that TITO NDCS lose stabilization, propose with the network data transmission process between all real nodes in TITO NDCS, instead of the method for network delay compensation model therebetween, two loops are implemented with SPC and two degrees of freedom IMC respectively simultaneously, the measurement to network delay between node can be exempted, estimate or recognize, reduce clock signal synchronization requirement, reduce influence of the random delay to TITO NDCS stability, improve quality of system control.

Description

A kind of SPC of TITO-NDCS random delay and two degrees of freedom IMC methods
Technical field
TITO (Two-input and two-output, TITO)-NDCS (Networked decoupling control Systems, NDCS) random delay SPC (Smith predictor control, SPC) and two degrees of freedom IMC (Internal Model control, IMC) method, it is related to the crossing domain of automatic control technology, the network communications technology and computer technology, especially It is related to the multiple-input and multiple-output network decoupling and controlling system technical field of limited bandwidth resources.
Background technology
In dcs, between sensor and controller, controller and actuator, by Real Time Communication Network The closed-loop feedback control system of composition, referred to as network control system (Networked control systems, NCS), NCS's Typical structure is as shown in Figure 1.
NCS compared with the control system of traditional point-to-point structure, with low cost, be easy to information sharing, be easy to extension With safeguard, flexibility is big the advantages of, process automation, automated manufacturing, Aero-Space, nothing be widely used in recent years The multiple fields such as line communication, robot, intelligent transportation.
In NCS, due to the presence of the phenomenons such as network delay, data packetloss and network congestion so that NCS faces many New challenge.The especially presence of random network time delay, it is possible to decrease the control quality of NCS, or even make system loss of stability, sternly System may be caused to break down during weight.
At present, the research on NCS both at home and abroad, primarily directed to single-input single-output (Single-input and Single-output, SISO) network control system, respectively known to network delay, it is unknown or random, network delay be less than one The individual sampling period transmits more than a sampling period, the transmission of list bag or many bags, when whetheing there is data-bag lost, it is entered Row mathematical modeling or stability analysis and controlling.But in actual industrial process, generally existing including at least two inputs With two control systems of output (Two-input and two-output, TITO), the multiple-input and multiple-output for being constituted The research of (Multiple-input and multiple-output, MIMO) network control system is then relatively fewer, especially Needed by decoupling the multiple-input and multiple-output network uneoupled control for processing between input and output signal, there is coupling The achievement in research of system (Networked decoupling control systems, NDCS) delay compensation is then relatively less.
The typical structure of MIMO-NDCS is as shown in Figure 2.
Compared with SISO-NCS, MIMO-NDCS has the characteristics that:
(1) affected one another between input and output signal and there is coupling
In the MIMO-NCS that there is coupling, a change for input signal will become multiple output signals Change, and each output signal is also not only influenceed by an input signal.Even if by meticulous between input and output signal Selection pairing, also exists and influences each other unavoidably between each control loop, thus to make output signal independently tracked respective defeated Enter signal to have any problem.Decoupler in MIMO-NDCS, for releasing or reducing the coupling between MIMO signal Effect.
(2) internal structure is more more complex than SISO-NCS
(3) controlled device there may be uncertain factor
In MIMO-NDCS, the parameter being related to is more, and the contact between each control loop is more, and parameter variations are to overall control The influence of effect processed can become very complicated.
(4) control unit failure
In MIMO-NDCS, including at least there is two or more close loop control circuits, including at least have two or More than two sensors and actuator.The failure of each element may influence the performance of whole control system, when serious Control system can be made unstable, or even caused a serious accident.
Due to the above-mentioned particularity of MIMO-NDCS so that be mostly based on SISO-NCS be designed with control method, The requirement of the control performance of MIMO-NDCS and control quality cannot have been met, prevent its from or be not directly applicable MIMO- In the design and analysis of NDCS, control and design to MIMO-NDCS bring certain difficulty.
For MIMO-NDCS, network delay compensation is essentially consisted in the difficult point of control:
(1) due to network delay and network topology structure, communication protocol, offered load, the network bandwidth and data package size It is relevant etc. factor, to more than several or even the dozens of sampling period random network time delay, to set up each control in MIMO-NDCS The Mathematical Modeling that the random network time delay in loop processed is accurately predicted, estimates or recognized, is nearly impossible at present.
(2) occur when previous node in MIMO-NDCS is to network during latter node-node transmission network data Prolong, no matter using which kind of prediction or method of estimation in previous node, be impossible to know the net for producing thereafter in advance in advance Network time delay exact value.Time delay cause systematic function decline in addition cause system unstable, while also to control system analysis with Design brings difficulty.
(3) to meet in MIMO-NDCS, all node clock signal Complete Synchronizations in different distributions place are unrealistic 's.
(4) due in MIMO-NCS, being affected one another between input and output, and there is coupling, its MIMO-NDCS's Internal structure is more complicated than MIMO-NCS and SISO-NCS, it is understood that there may be uncertain factor it is more, it is implemented time delay benefit Repay more much more difficult than MIMO-NCS and SISO-NCS with control.
The content of the invention
The present invention relates to a kind of two input two in MIMO-NDCS export network decoupling and controlling system (TITO-NDCS) with The compensation of machine network delay and control, the typical structure of its TITO-NDCS are as shown in Figure 3.
For the close loop control circuit 1 in Fig. 3:
1) from input signal x1S () arrives output signal y1S the closed loop transfer function, between () is:
In formula:C1S () is control unit, G11S () is controlled device;τ1Representing will control decoupler CD output signal nodes u1pS (), the random network time delay that actuator A1 nodes are experienced is transferred to through preceding to network path;τ2Represent output signal y1 (s) from sensor S1 nodes, through the random network time delay that feedback network tunnel is experienced to control decoupler CD nodes.
2) from C in close loop control circuit 22The output signal u of (s) control unit2S (), is transmitted by cross decoupling passage Function P12S () acts on close loop control circuit 1, from input signal u2S () arrives output signal y1Closed loop transfer function, between (s) For:
3) from the output signal u of actuator A2 nodes in close loop control circuit 22p(s), by controlled device cross aisle Transmission function G12S () influences the output signal y of close loop control circuit 11(s), from input signal u2pS () arrives output signal y1(s) Between closed loop transfer function, be:
The denominator of above-mentioned closed loop transfer function, equation (1) to (3)In, when containing random network Prolong τ1And τ2Exponential termWithThe presence of time delay loses the performance quality of control system, the system of even resulting in is deteriorated Stability.
For the close loop control circuit 2 in Fig. 3:
1) from input signal x2S () arrives output signal y2S the closed loop transfer function, between () is:
In formula:C2S () is control unit, G22S () is controlled device;τ3Representing will control decoupler CD output signal nodes u2pS (), the random network time delay that actuator A2 nodes are experienced is transferred to through preceding to network path;τ4Represent output signal y2 (s) from sensor S2 nodes, through the random network time delay that feedback network tunnel is experienced to control decoupler CD nodes.
2) from C in close loop control circuit 11The output signal u of (s) control unit1S (), is transmitted by cross decoupling passage Function P21S () acts on close loop control circuit 2, from input signal u1S () arrives output signal y2Closed loop transfer function, between (s) For:
3) from the output signal u of the actuator A1 nodes of close loop control circuit 11pS (), is passed by controlled device cross aisle Delivery function G21S () influences the output signal y of close loop control circuit 22(s), from input signal u1pS () arrives output signal y2(s) it Between closed loop transfer function, be:
The denominator of above-mentioned closed loop transfer function, equation (4) to (6)In, contain random network Delay, τ3And τ4Exponential termWithThe presence of time delay will deteriorate the performance quality of control system, even result in system mistake Go stability.
Goal of the invention:
For the TITO-NDCS of Fig. 3, in the denominator of the closed loop transfer function, equation (1) to (3) of its close loop control circuit 1, Contain random network delay, τ1And τ2Exponential termWithAnd the closed loop transfer function, equation of close loop control circuit 2 (4) in the denominator of (6), random network delay, τ is contained3And τ4Exponential termWithThe presence of time delay can be reduced respectively From the control performance quality of close loop control circuit and the stability of respective close loop control circuit is influenceed, while will also decrease whole system The control performance quality of system simultaneously influences the stability of whole system, and whole system loss of stability will be caused when serious.
It is an object of the invention to:
(1) in order to exempt to each close loop control circuit, the measurement of network delay, estimation or identification between node, and then Reduce network delay τ1And τ2, and τ3And τ4To respective close loop control circuit and whole control system control performance quality with The influence of the stability of a system, when prediction model is equal to its true model, is capable of achieving the characteristic equation of respective close loop control circuit In the exponential term not comprising network delay, and then influence of the network delay to the stability of a system can be reduced, improve the dynamic of system Performance quality, realizes the segmentation to TITO-NDCS network delays, real-time, online and dynamic predictive compensation and controls.
(2) for the TITO-NDCS of single-degree-of-freedom IMC, due to its internal mode controller CIMCIn (s), only one of which feedforward filter Ripple device parameter lambda is adjustable, it is necessary to traded off between the tracing property and robustness of system, for the TITO- of high performance requirements NDCS or exist compared with large disturbances and model mismatch TITO-NDCS, it is difficult to take into account the performance of each side and obtain satisfied control Effect.
(3) present invention proposes a kind of SPC and two degrees of freedom IMC associated methods of TITO-NDCS random networks time delay
For close loop control circuit in Fig. 31:Propose a kind of delay compensation method based on SPC;For closed loop control in Fig. 3 Loop processed 2:Propose a kind of delay compensation method based on two degrees of freedom IMC.
Using method:
For the close loop control circuit 1 in Fig. 3:
The first step:In order to realize meeting during predictive compensation condition, no longer wrapped in the closed loop transform function of close loop control circuit 1 Exponential term containing network delay, to realize to network delay τ1And τ2Compensation with control, use to control decoupling signal u1p(s) And u2pS () is used as input signal, controlled device prediction model G11m(s) and G12mS () is used as controlled process, control and process data By network transfer delay prediction modelAndAround controller C1S (), constructs a positive feedback Prediction Control loop With a negative-feedback Prediction Control loop, as shown in Figure 4;
Second step:In for actual TITO-NDCS, it is difficult to obtain the problem of network delay exact value, to realize in fig. 4 Compensation and control to network delay, in addition to the condition that controlled device prediction model to be met is equal to its true model, must also Random network Time-delay Prediction model must be metAndTo be equal to its true modelAndCondition.Therefore, from Sensor S1 nodes between control decoupler CD nodes, and from control decoupler CD nodes to actuator A1 nodes, Using real network data transmission processAndInstead of the predict-compensate model of network delay therebetweenAnd Thus no matter whether the prediction model of controlled device is equal to its true model, can be realized from system architecture not comprising therebetween The predict-compensate model of network delay, so that in exempting to close loop control circuit 1, random network delay, τ between node1And τ2's Measurement, estimation are recognized;When prediction model is equal to its true model, it is capable of achieving to its random network delay, τ1And τ2Compensation With SPC;Implement the network delay τ of the inventive method1And τ2Compensation it is as shown in Figure 5 with SPC method structures;
For the close loop control circuit 2 in Fig. 3:
The first step:In decoupler CD nodes are controlled, an internal mode controller C is built first2IMCS () is used to replace control Device C2(s);In order to realize meeting during predictive compensation condition, network is no longer included in the closed loop transform function of close loop control circuit 2 The exponential term of time delay, to realize to network delay τ3And τ4Compensation with control, use to control decoupling signal u1p(s) and u2p (s) and up21S () is used as input signal, controlled device prediction model G22m(s) and G21mS () is used as controlled process, control and mistake Number of passes evidence transmits prediction model by network delayAndAround internal mode controller C2IMCS (), constructs a positive feedback Prediction Control loop and a negative-feedback Prediction Control loop, as shown in Figure 4;
Second step:In for actual TITO-NDCS, it is difficult to obtain the problem of network delay exact value, to realize in fig. 4 Compensation and control to network delay, in addition to the condition that controlled device prediction model to be met is equal to its true model, must also Random network Time-delay Prediction model must be metAndTo be equal to its true modelAndCondition.Therefore, from Sensor S2 nodes between control decoupler CD nodes, and from control decoupler CD nodes to actuator A2 nodes, Using real network data transmission processAndInstead of the predict-compensate model of network delay therebetweenAnd Thus no matter whether the prediction model of controlled device is equal to its true model, can be realized from system architecture not comprising therebetween The predict-compensate model of network delay, so that in exempting to close loop control circuit 2, random network delay, τ between node3And τ4's Measurement, estimation are recognized;When prediction model is equal to its true model, it is capable of achieving to its random network delay, τ3And τ4Compensation With control;At the same time, in the backfeed loop of control decoupler CD nodes close loop control circuit 2, feedback filter F is increased2 (s);The network delay two degrees of freedom IMC method structures for implementing the inventive method are as shown in Figure 5;
For the close loop control circuit 1 in Fig. 5:
1) from input signal x1S () arrives output signal y1S the closed loop transfer function, between () is:
In formula:G11mS () is controlled device G11The prediction model of (s).
2) from internal mode controller C in close loop control circuit 22IMCThe output IMC signals u of (s)2(s), by cross decoupling Channel transfer function P12S () acts on close loop control circuit 1, from input IMC signals u2S () arrives output signal y1Between (s) Closed loop transfer function, is:
3) from the output signal u that decoupler CD nodes are controlled in close loop control circuit 22p(s), in control decoupler CD By controlled device cross aisle transmission function prediction model G12mS () acts on close loop control circuit 1;Returned from closed-loop control The control signal u of the actuator A2 nodes of road 22p(s), while passing through controlled device cross aisle transmission function G12S () is estimated with it Model G12mS () acts on close loop control circuit 1;From input signal u2pS () arrives output signal y1Closed loop transmission letter between (s) Number is:
Using the inventive method, when controlled device prediction model is equal to its real model, that is, work as G11m(s)=G11(s) When, the characteristic equation of close loop control circuit 1 will be byBecome 1+C1(s) G11(s)=0, no longer comprising the network delay τ of the influence stability of a system in its closed loop transform function1And τ2Exponential termWithSo as to reduce influence of the network delay to the stability of a system, improve the dynamic control performance quality of system, realize to The dynamic compensation of machine network delay and SPC.
For the close loop control circuit 2 in Fig. 5:
1) from input signal x2S () arrives output signal y2S the closed loop transfer function, between () is:
In formula:G22mS () is controlled device G22The prediction model of (s);C2IMCS () is internal mode controller;F2S () is feedback Wave filter.
2) from controller C in close loop control circuit 11The output signal u of (s)1S (), letter is transmitted by cross decoupling passage Number P21S () acts on close loop control circuit 2, from input signal u1S () arrives output signal y2Closed loop transfer function, between (s) For:
3) from cross decoupling channel transfer function P21The output signal u of (s) unitp21S (), acts on control decoupler The prediction model G of controlled device in CD node controls loop 222m(s), from input signal up21S () arrives output signal y2Between (s) Closed loop transfer function, be:
4) from the output signal u that decoupler CD nodes are controlled in close loop control circuit 11p(s), in control decoupler CD By controlled device cross aisle transmission function prediction model G21mS () acts on close loop control circuit 2;Returned from closed-loop control The control signal u of the actuator A1 nodes of road 11p(s), while passing through controlled device cross aisle transmission function G21S () is estimated with it Model G21mS () acts on close loop control circuit 2;From input signal u1pS () arrives output signal y2Closed loop transmission letter between (s) Number is:
Using the inventive method, when controlled device prediction model is equal to its real model, that is, work as G22m(s)=G22(s) When, the closed loop transfer function, denominator of close loop control circuit 2 will be byBecome 1.
Now, close loop control circuit 2 is equivalent to an open-loop control system, in the denominator of closed loop transfer function, no longer Network delay τ comprising the influence stability of a system3And τ4Exponential termWithThe stability of system only with controlled device and Internal mode controller stability in itself is relevant;So as to influence of the network delay to the stability of a system can be reduced, improve the dynamic of system State control performance quality, realizes the dynamic compensation to random network time delay and two degrees of freedom IMC.
When system is present compared with large disturbances and model mismatch, feedback filter F2The presence of (s) can improve system with Track and antijamming capability, reduce influence of the network delay to the stability of a system, further improve the dynamic property quality of system.
In close loop control circuit 1, controller C1The selection of (s):
Close loop control circuit 1 uses SPC methods, is realized from TITO-NDCS structures and specific controller C1The control of (s) The selection of strategy is unrelated;Controller C1S () can be according to controlled device G11The Mathematical Modeling of (s) and the change feelings of model parameter Condition, both may be selected conventional control strategy, and Based Intelligent Control or complex control strategy also may be selected.
In close loop control circuit 2, design and the selection of two degrees of freedom IMC:
(1) internal mode controller C2IMCThe design of (s) and selection:
Design internal mode controller typically uses pole-zero cancellation method, i.e. two step design methods:The first step is that design one takes it It is the inversion model of plant model as feedforward controller C22(s);Second step is that certain order is added in feedforward controller Feedforward filter f2S (), constitutes a complete internal mode controller C2IMC(s)。
1) feedforward controller C22(s)
Error, the interference of system when first ignoring controlled device and plant model Incomplete matching and other are various about The factors such as beam condition, in selection close loop control circuit 2, controlled device prediction model is equal to its true model, i.e.,:G22m(s)=G22 (s)。
Now, controlled device prediction model can be divided into according to the poles and zeros assignment situation of controlled device:G22m(s)= G22m+(s)G22m-(s), wherein:G22m+S () is controlled device prediction model G11mPure lag system and s RHPs are included in (s) The irreversible part of zero pole point;G22m-S () is the reversible part of minimum phase in controlled device prediction model.
Under normal circumstances, the feedforward controller C of close loop control circuit 222S () can be chosen for:
2) feedforward filter f2(s)
The thing of feedforward controller can be influenceed due to the pure lag system in controlled device and positioned at the zero pole point of s RHPs Reason is realisation, thus the reversible part G of controlled device minimum phase has only been taken in the design process of feedforward controller22m-(s), Have ignored G22m+(s);There is error due to possible Incomplete matching between controlled device and controlled device prediction model, system In there is likely to be interference signal, these factors are likely to make system to lose stabilization.Therefore, adding one in feedforward controller Determine the feedforward filter of order, for reducing influence of the factors above to the stability of a system, improve the robustness of system.
Generally the feedforward filter f of close loop control circuit 22S (), is chosen for fairly simple n2Rank wave filterWherein:λ2It is feedforward filter time constant;n2It is the order of feedforward filter, and n2=n2a-n2b;n2a It is controlled device G22The order of (s) denominator;n2bIt is controlled device G22The order of (s) molecule, usual n2> 0.
3) internal mode controller C2IMC(s)
The internal mode controller C of close loop control circuit 22IMCS () can be chosen for:
Be can be seen that from equation (14):The internal mode controller C of one degree of freedom2IMCIn (s), the adjustable ginseng of only one of which Number λ2;Due to λ2The change of parameter suffers from direct relation with the tracking performance of system and antijamming capability, therefore in filter of adjusting The customized parameter λ of ripple device2When, the tracing property generally required in system is traded off between the two with antijamming capability.
(2) feedback filter F2The design of (s) and selection:
The feedback filter F of close loop control circuit 22S (), can choose fairly simple firstorder filter F2(s)=(λ2s+ 1)/(λ2fS+1), wherein:λ2It is feedforward filter f2Time constant in (s);λ2fIt is feedback filter regulation parameter.
Under normal circumstances, in feedback filter regulation parameter λ2fIn the case of immobilizing, the tracking performance of system can be with Feedforward filter regulation parameter λ2Reduction and improve;In feedforward filter regulation parameter λ2In the case of immobilizing, system Tracing property it is almost unchanged, and antijamming capability then can be with λ2fReduction and become strong.
Therefore, the TITO-NDCS based on two degrees of freedom IMC, can be by reasonable selection feedforward filter f2(s) and feedback Wave filter F2S the parameter of (), to improve the tracing property and antijamming capability of system, reduces shadow of the network delay to the stability of a system Ring, improve the dynamic property quality of system.
The scope of application of the invention:
Using the SPC methods of close loop control circuit 1 during suitable for controlled device prediction model equal to its true model, and Using the two degrees of freedom IMC methods of close loop control circuit 2, a kind of TITO- for being constituted when model there may be certain deviation The compensation of NDCS random network time delays and control;Its Research Thinking and method, can equally be well applied to controlled device prediction model etc. Using the SPC methods of close loop control circuit 1 when its true model, and model when there may be certain deviation using closed loop control The two degrees of freedom IMC methods in loop processed 2, multiple-input and multiple-output network decoupling and controlling system (MIMO-NDCS) for being constituted is random The compensation of network delay and control.
It is a feature of the present invention that the method is comprised the following steps:
For close loop control circuit 1:
(1) is h when the sensor S1 nodes cycle1Sampled signal trigger when, employing mode A is operated;
(2) is when control decoupler CD nodes are by feedback signal y1bWhen () triggers s, employing mode B is operated;
(3) is when actuator A1 nodes are by control decoupling signal u1pWhen () triggers s, employing mode C is operated;
For close loop control circuit 2:
(4) is h when the sensor S2 nodes cycle2Sampled signal trigger when, employing mode D is operated;
(5) is when control decoupler CD nodes are by feedback signal y2bWhen () triggers s, employing mode E is operated;
(6) is when actuator A2 nodes are by control decoupling signal u2pWhen () triggers s, employing mode F is operated;
The step of mode A, includes:
A1:Sensor S1 nodes work in time type of drive, and its trigger signal is cycle h1Sampled signal;
A2:After sensor S1 nodes are triggered, to controlled device G11The output signal y of (s)11S () and controlled device are intersected Channel transfer function G12The output signal y of (s)12(s), and actuator A1 nodes output signal y11mb(s) and y12mbS () enters Row sampling, and calculate the system output signal y of close loop control circuit 11(s) and feedback signal y1b(s), and y1(s)=y11(s) +y12(s) and y1b(s)=y1(s)-y11mb(s)-y12mb(s);
A3:Sensor S1 nodes are by feedback signal y1b(s), by the feedback network path of close loop control circuit 1 to control Decoupler CD node-node transmissions, feedback signal y1bS () will experience network transfer delay τ2Afterwards, control decoupler CD sections are got to Point;
The step of mode B, includes:
B1:Control decoupler CD nodes work in event driven manner, by feedback signal y1bS () is triggered;
B2:In decoupler CD nodes are controlled, by the system Setting signal x of close loop control circuit 11S (), subtracts feedback letter Number y1b(s) and controlled device cross aisle transmission function prediction model G12mThe output valve y of (s)12maS () and controlled device are pre- Estimate model G11mThe output valve y of (s)11maS (), obtains system deviation signal e1(s), i.e. e1(s)=x1(s)-y1b(s)-y12ma (s)-y11ma(s);
B3:To e1S () implements control algolithm C1S (), obtains control signal u1(s);
B4:Internal Model Control Algorithm C in close loop control circuit 2 will be come from2IMCThe output IMC signals u of (s)2S () acts on Decoupling cross aisle transmission function P12S () obtains its decoupling signal up12(s);By control signal u1(s) and up12S () is subtracted each other and is obtained The control decoupling signal u of close loop control circuit 11p(s), i.e. u1p(s)=u1(s)-up12(s);By u1pS () acts on controlled device Prediction model G11mS () obtains its output valve y11ma(s);
B5:The control decoupling signal u that close loop control circuit 2 is exported will be come from2pS () acts on controlled device cross aisle Transmission function prediction model G12mS () obtains its output valve y12ma(s);
B6:Will control decoupling signal u1pS feedforward network path that () passes through close loop control circuit 1Unit is to actuator A1 node-node transmissions, u1pS () will experience network transfer delay τ1Afterwards, actuator A1 nodes are got to;
The step of mode C, includes:
C1:Actuator A1 nodes work in event driven manner, by control decoupling signal u1pS () is triggered;
C2:Will control decoupling signal u1pS () acts on controlled device prediction model G11mS () obtains its output valve y11mb (s);The feedforward network path of close loop control circuit 2 will be come fromThe control decoupling signal u of unit2pS () acts on controlled right As cross aisle transmission function prediction model G12mS () obtains its output valve y12mb(s);
C3:Will control decoupling signal u1pS () acts on controlled device G11S () obtains its output valve y11(s);Control is solved Coupling signal u1pS () acts on controlled device cross aisle transmission function G21S () obtains its output valve y21(s);So as to realize to quilt Control object G11(s) and G21The decoupling of (s) and SPC, while realizing to random network delay, τ1And τ2Compensation with control;
The step of mode D, includes:
D1:Sensor S2 nodes work in time type of drive, and its trigger signal is cycle h2Sampled signal;
D2:After sensor S2 nodes are triggered, to controlled device G22The output signal y of (s)22S () and controlled device are intersected Channel transfer function G21The output signal y of (s)21(s), and actuator A2 nodes output signal y22mb(s) and y21mbS () enters Row sampling, and calculate the system output signal y of close loop control circuit 22(s) and feedback signal y2b(s), and y2(s)=y22(s) +y21(s) and y2b(s)=y2(s)-y22mb(s)-y21mb(s);
D3:Sensor S2 nodes are by feedback signal y2b(s), by the feedback network path of close loop control circuit 2 to control Decoupler CD node-node transmissions, feedback signal y2bS () will experience network transfer delay τ4Afterwards, control decoupler CD sections are got to Point;
The step of mode E, includes:
E1:Control decoupler CD nodes work in event driven manner, by feedback signal y2bS () is triggered;
E2:In decoupler CD nodes are controlled, by feedback signal y2bS () is first pre- with controlled device cross aisle transmission function Estimate model G21mThe output y of (s)21ma(s) be added after again with controlled device prediction model G22mThe output valve y of (s)22maS () subtracts each other Obtain its signal y2c(s), i.e. y2c(s)=y2b(s)+y21ma(s)-y22ma(s);By y2cS () acts on feedback filter F2(s) To its output valve yF2(s);By system Setting signal x2S (), subtracts feedback filter F2The output signal y of (s)F2(s), be System deviation signal e2(s), i.e. e2(s)=x2(s)-yF2(s);
E3:To e2S () implements Internal Model Control Algorithm C2IMCS (), obtains IMC signals u2(s);
E4:Control algolithm C in close loop control circuit 1 will be come from1The output control signal u of (s)1S () acts on decoupling and hands over Fork channel transfer function P21S () obtains its decoupling signal up21(s);By IMC signals u2(s) and up21S () subtracts each other and obtains closed loop control The control decoupling signal u in loop processed 22p(s), i.e. u2p(s)=u2(s)-up21(s);
E5:By decoupling signal up21S () acts on controlled device prediction model G22mS () obtains its output valve y22ma(s);Will Come from the control decoupling signal u of the output of close loop control circuit 11pS () acts on controlled device cross aisle transmission function and estimates Model G21mS () obtains its output valve y21ma(s);
E6:Will control decoupling signal u2pS feedforward network path that () passes through close loop control circuit 2Unit is to actuator A2 node-node transmissions, u2pS () will experience network transfer delay τ3Afterwards, actuator A2 nodes are got to;
The step of mode F, includes:
F1:Actuator A2 nodes work in event driven manner, by control decoupling signal u2pS () is triggered;
F2:Will control decoupling signal u2pS () acts on controlled device prediction model G22mS () obtains its output valve y22mb (s);The feedforward network path of close loop control circuit 1 will be come fromThe control decoupling signal u of unit1pS () acts on controlled right As cross aisle transmission function prediction model G21mS () obtains its output valve y21mb(s);
F3:Will control decoupling signal u2pS () acts on controlled device G22S () obtains its output valve y22(s);Control is solved Coupling signal u2pS () acts on controlled device cross aisle transmission function G12S () obtains its output valve y12(s);So as to realize to quilt Control object G22(s) and G12The decoupling of (s) and two degrees of freedom IMC, while realizing to random network delay, τ3And τ4Compensation with control System.
The present invention has following features:
1st, due to from exempting in structure in TITO-NDCS, the measurement of random network time delay, observation, estimate or recognize, together When can also exempt the synchronous requirement of node clock signal, time delay can be avoided to estimate the inaccurate evaluated error for causing of model, it is to avoid To expending the waste of node storage resources needed for time-delay identification, while can also avoid due to " sky sampling " or " many that time delay is caused The compensation error that sampling " brings.
2nd, it is unrelated with the selection of specific network communication protocol due to from TITO-NDCS structures, realizing, thus be both applicable In the TITO-NDCS using wired network protocol, the TITO-NDCS of wireless network protocol is also applicable for use with;It is not only suitable for really Qualitative procotol, also suitable for the procotol of uncertainty;The TITO-NDCS of heterogeneous network composition is not only suitable for, while Also it is applied to the TITO-NDCS that heterogeneous network is constituted.
3rd, using the control loop 1 of SPC, due to being realized from TITO-NDCS structures and specific controller C1S () controls plan Selection slightly is unrelated, thus can be not only used for using the TITO-NDCS of conventional control, also can be used for using Based Intelligent Control or using multiple The TITO-NDCS of miscellaneous control strategy.
4th, using the control loop 2 of two degrees of freedom IMC, the adjustable parameter of its close loop control circuit is 2, can further be carried The stability of system high, tracking performance and antijamming capability;Especially when system is present compared with large disturbances and model mismatch, feedback Wave filter F2S the presence of () can further improve the dynamic property quality of system, reduce shadow of the network delay to the stability of a system Ring.
5th, because the present invention uses compensation and control method that " software " changes TITO-NDCS structures, thus at it Any hardware device need not be further added by implementation process, the software resource carried using existing TITO-NDCS intelligent nodes, it is sufficient to Its compensation and control function are realized, hardware investment can be saved and be easy to be extended and applied.
Brief description of the drawings
Fig. 1:The typical structure of NCS
In Fig. 1, system is by sensor S nodes, controller C nodes, actuator A nodes, controlled device, feedforward network path Transmission unitAnd feedback network tunnel unitConstituted.
In Fig. 1:X (s) represents system input signal;Y (s) represents system output signal;C (s) represents controller;U (s) tables Show control signal;τcaThe feedforward network that control signal u (s) is experienced in expression from controller C nodes to actuator A node-node transmissions Tunnel time delay;τscThe feedback net that detection signal y (s) of sensor S nodes is experienced in expression to controller C node-node transmissions Network tunnel time delay;G (s) represents controlled device transmission function.
Fig. 2:The typical structure of MIMO-NDCS
In Fig. 2, system controls decoupler CD nodes by r sensor S node, m actuator A node, controlled device G, M feedforward network tunnel time delayUnit, and r feedback network tunnel time delayUnit is constituted;
In Fig. 2:yjS () represents j-th output signal of system;uiS () represents i-th control signal of system;Represent Will control decoupling signal uiS feedforward network that () is experienced from from control decoupler CD nodes to i-th actuator A node-node transmission leads to Road propagation delay time;Represent j-th detection signal y of sensor S nodes of systemjS () passes to control decoupler CD nodes Defeated experienced feedback network tunnel time delay;G represents controlled device transmission function.
Fig. 3:The typical structure of TITO-NDCS
In Fig. 3, system is made up of close loop control circuit 1 and 2, and system includes sensor S1 and S2 node, control decoupling Device CD nodes, actuator A1 and A2 node, controlled device transmission function G11(s) and G22S () and controlled device cross aisle are passed Delivery function G21(s) and G12(s), cross decoupling channel transfer function P21(s) and P12(s), feedforward network tunnel unit WithAnd feedback network tunnel unitWithConstituted.
In Fig. 3:x1(s) and x2S () represents system input signal;y1(s) and y2S () represents system output signal;C1(s) and C2S () represents the controller of control loop 1 and 2;u1(s) and u2S () represents control signal;u1p(s) and u2pS () represents control solution Coupling signal;τ1And τ3Represent u1p(s) and u2pS () experiences from control decoupler CD nodes to actuator A1 and A2 node-node transmission Feedforward network tunnel time delay;τ2And τ4Represent the detection signal y of sensor S1 and S2 node1(s) and y2S () is to control The feedback network tunnel time delay of decoupler CD node-node transmissions experience.
Fig. 4:A kind of TITO-NDCS random delay compensation comprising prediction model and control structure
In Fig. 4,AndIt is network transfer delayAndPrediction model;AndIt is network Propagation delay timeAndPrediction model;G11m(s) and G22mS () is controlled device transmission function G11(s) and G22(s) Prediction model;G12m(s) and G21mS () is controlled device cross aisle transmission function G12(s) and G21The prediction model of (s);C1(s) And C2IMCS () is the controller and internal mode controller of control loop 1 and 2.
Fig. 5:A kind of SPC of TITO-NDCS random delay and two degrees of freedom IMC methods
In Fig. 5, F2S () is feedback filter
Specific embodiment
Exemplary embodiment of the invention will be described in detail by referring to accompanying drawing 5 below, make the ordinary skill of this area Personnel become apparent from features described above of the invention and advantage.
Specific implementation step is as described below:
For close loop control circuit 1:
The first step:Sensor S1 nodes work in time type of drive, and its trigger signal is cycle h1Sampled signal;When After sensor S1 nodes are triggered, to controlled device G11The output signal y of (s)11S () and controlled device cross aisle transmit letter Number G12The output signal y of (s)12(s), and actuator A1 nodes output signal y11mb(s) and y12mbS () is sampled, and Calculate the system output signal y of close loop control circuit 11(s) and feedback signal y1b(s), and y1(s)=y11(s)+y12(s) and y1b(s)=y1(s)-y11mb(s)-y12mb(s);
Second step:Sensor S1 nodes are by feedback signal y1b(s), by the feedback network path of close loop control circuit 1 to Control decoupler CD node-node transmissions, feedback signal y1bS () will experience network transfer delay τ2Afterwards, control decoupler CD is got to Node;
3rd step:Control decoupler CD nodes work in event driven manner, by feedback signal y1bS () triggers after, will System Setting signal x1S (), subtracts feedback signal y1b(s) and controlled device cross aisle transmission function prediction model G12m(s) Output valve y12ma(s) and controlled device prediction model G11mThe output valve y of (s)11maS (), obtains system deviation signal e1(s), That is e1(s)=x1(s)-y1b(s)-y12ma(s)-y11ma(s);
4th step:To e1S () implements control algolithm C1S (), obtains control signal u1(s);Close loop control circuit will be come from Internal Model Control Algorithm C in 22IMCThe output IMC signals u of (s)2S () acts on decoupling cross aisle transmission function P12S () obtains it Decoupling signal up12(s);By control signal u1(s) and up12S () subtracts each other the control decoupling signal u for obtaining close loop control circuit 11p (s), i.e. u1p(s)=u1(s)-up12(s);By decoupling signal u1pS () acts on controlled device prediction model G11mS () obtains its defeated Go out value y11ma(s);
5th step:The control decoupling signal u that close loop control circuit 2 is exported will be come from2pS () acts on controlled device intersection Channel transfer function prediction model G12mS () obtains its output valve y12ma(s);
6th step:Will control decoupling signal u1pS feedforward network path that () passes through close loop control circuit 1Unit is to holding Row device A1 node-node transmissions, u1pS () will experience network transfer delay τ1Afterwards, actuator A1 nodes are got to;
7th step:Actuator A1 nodes work in event driven manner, by control decoupling signal u1pAfter (s) triggering, will control Decoupling signal u processed1pS () acts on controlled device prediction model G11mS () obtains its output valve y11mb(s);Closed loop control will be come from The feedforward network path in loop processed 2The control decoupling signal u of unit2pS () acts on controlled device cross aisle transmission function Prediction model G12mS () obtains its output valve y12mb(s);
8th step:Will control decoupling signal u1pS () acts on controlled device G11S () obtains its output valve y11(s);Will control Decoupling signal u processed1pS () acts on controlled device cross aisle transmission function G21S () obtains its output valve y21(s);So as to realize To controlled device G11(s) and G21The decoupling of (s) and SPC, while realizing to random network delay, τ1And τ2Compensation with control;
9th step:Return to the first step;
For close loop control circuit 2:
The first step:Sensor S2 nodes work in time type of drive, and its trigger signal is cycle h2Sampled signal;When After sensor S2 nodes are triggered, to controlled device G22The output signal y of (s)22S () and controlled device cross aisle transmit letter Number G21The output signal y of (s)21(s), and actuator A2 nodes output signal y22mb(s) and y21mbS () is sampled, and Calculate the system output signal y of close loop control circuit 22(s) and feedback signal y2b(s), and y2(s)=y22(s)+y21(s) and y2b(s)=y2(s)-y22mb(s)-y21mb(s);
Second step:Sensor S2 nodes are by feedback signal y2b(s), by the feedback network path of close loop control circuit 2 to Control decoupler CD node-node transmissions, feedback signal y2bS () will experience network transfer delay τ4Afterwards, control decoupler CD is got to Node;
3rd step:Control decoupler CD nodes work in event driven manner, by feedback signal y2bAfter (s) triggering, will be anti- Feedback signal y2b(s) elder generation and controlled device cross aisle transmission function prediction model G21mThe output y of (s)21ma(s) be added after again with Controlled device prediction model G22mThe output valve y of (s)22maS () subtracts each other and obtains its signal y2c(s), i.e. y2c(s)=y2b(s)+y21ma (s)-y22ma(s);By y2cS () acts on feedback filter F2S () obtains its output valve yF2(s);By system Setting signal x2 S (), subtracts feedback filter F2The output signal y of (s)F2S (), obtains system deviation signal e2(s), i.e. e2(s)=x2(s)-yF2 (s);
4th step:To e2S () implements Internal Model Control Algorithm C2IMCS (), obtains IMC signals u2(s);Closed loop control will be come from Control algolithm C in loop processed 11The output control signal u of (s)1S () acts on decoupling cross aisle transmission function P21S () obtains Its decoupling signal up21(s);By IMC signals u2(s) and up21S () subtracts each other the control decoupling signal u for obtaining close loop control circuit 22p (s), i.e. u2p(s)=u2(s)-up21(s);
5th step:By decoupling signal up21S () acts on controlled device prediction model G22mS () obtains its output valve y22ma (s);The control decoupling signal u that close loop control circuit 1 is exported will be come from1pS () acts on controlled device cross aisle transmission letter Number prediction model G21mS () obtains its output valve y21ma(s);
6th step:Will control decoupling signal u2pS feedforward network path that () passes through close loop control circuit 2Unit is to holding Row device A2 node-node transmissions, u2pS () will experience network transfer delay τ3Afterwards, actuator A2 nodes are got to;
7th step:Actuator A2 nodes work in event driven manner, by control decoupling signal u2pAfter (s) triggering, will control Decoupling signal u processed2pS () acts on controlled device prediction model G22mS () obtains its output valve y22mb(s);Closed loop control will be come from The feedforward network path in loop processed 1The control decoupling signal u of unit1pS () acts on controlled device cross aisle transmission function Prediction model G21mS () obtains its output valve y21mb(s);
8th step:Will control decoupling signal u2pS () acts on controlled device G22S () obtains its output valve y22(s);Will control Decoupling signal u processed2pS () acts on controlled device cross aisle transmission function G12S () obtains its output valve y12(s);So as to realize To controlled device G22(s) and G12The decoupling of (s) and two degrees of freedom IMC, while realizing to random network delay, τ3And τ4Compensation With control;
9th step:Return to the first step;
The foregoing is only presently preferred embodiments of the present invention and oneself, be not intended to limit the invention, it is all in essence of the invention Within god and principle, any modification, equivalent substitution and improvements made etc. should be included within the scope of the present invention.
The content not being described in detail in this specification belongs to prior art known to professional and technical personnel in the field.

Claims (5)

1. a kind of SPC of TITO-NDCS random delay and two degrees of freedom IMC methods, it is characterised in that the method includes following step Suddenly:
For close loop control circuit 1:
(1) is h when the sensor S1 nodes cycle1Sampled signal trigger when, employing mode A is operated;
(2) is when control decoupler CD nodes are by feedback signal y1bWhen () triggers s, employing mode B is operated;
(3) is when actuator A1 nodes are by control decoupling signal u1pWhen () triggers s, employing mode C is operated;
For close loop control circuit 2:
(4) is h when the sensor S2 nodes cycle2Sampled signal trigger when, employing mode D is operated;
(5) is when control decoupler CD nodes are by feedback signal y2bWhen () triggers s, employing mode E is operated;
(6) is when actuator A2 nodes are by control decoupling signal u2pWhen () triggers s, employing mode F is operated;
The step of mode A, includes:
A1:Sensor S1 nodes work in time type of drive, and its trigger signal is cycle h1Sampled signal;
A2:After sensor S1 nodes are triggered, to controlled device G11The output signal y of (s)11(s) and controlled device cross aisle Transmission function G12The output signal y of (s)12(s), and actuator A1 nodes output signal y11mb(s) and y12mbS () is adopted Sample, and calculate the system output signal y of close loop control circuit 11(s) and feedback signal y1b(s), and y1(s)=y11(s)+y12 (s) and y1b(s)=y1(s)-y11mb(s)-y12mb(s);
A3:Sensor S1 nodes are by feedback signal y1bS (), is decoupled by the feedback network path of close loop control circuit 1 to control Device CD node-node transmissions, feedback signal y1bS () will experience network transfer delay τ2Afterwards, get to control decoupler CD nodes;
The step of mode B, includes:
B1:Control decoupler CD nodes work in event driven manner, by feedback signal y1bS () is triggered;
B2:In decoupler CD nodes are controlled, by the system Setting signal x of close loop control circuit 11S (), subtracts feedback signal y1b (s) and controlled device cross aisle transmission function prediction model G12mThe output valve y of (s)12maS () and controlled device estimate mould Type G11mThe output valve y of (s)11maS (), obtains system deviation signal e1(s), i.e. e1(s)=x1(s)-y1b(s)-y12ma(s)-y11ma (s);
B3:To e1S () implements control algolithm C1S (), obtains control signal u1(s);
B4:Internal Model Control Algorithm C in close loop control circuit 2 will be come from2IMCThe output IMC signals u of (s)2S () acts on decoupling Cross aisle transmission function P12S () obtains its decoupling signal up12(s);By control signal u1(s) and up12S () subtracts each other and obtains closed loop The control decoupling signal u of control loop 11p(s), i.e. u1p(s)=u1(s)-up12(s);By u1pS () acts on controlled device and estimates Model G11mS () obtains its output valve y11ma(s);
B5:The control decoupling signal u that close loop control circuit 2 is exported will be come from2pS () acts on the transmission of controlled device cross aisle Function prediction model G12mS () obtains its output valve y12ma(s);
B6:Will control decoupling signal u1pS feedforward network path that () passes through close loop control circuit 1Unit is saved to actuator A1 Point transmission, u1pS () will experience network transfer delay τ1Afterwards, actuator A1 nodes are got to;
The step of mode C, includes:
C1:Actuator A1 nodes work in event driven manner, by control decoupling signal u1pS () is triggered;
C2:Will control decoupling signal u1pS () acts on controlled device prediction model G11mS () obtains its output valve y11mb(s);Will Come from the feedforward network path of close loop control circuit 2The control decoupling signal u of unit2pS () acts on controlled device friendship Fork channel transfer function prediction model G12mS () obtains its output valve y12mb(s);
C3:Will control decoupling signal u1pS () acts on controlled device G11S () obtains its output valve y11(s);By control decoupling letter Number u1pS () acts on controlled device cross aisle transmission function G21S () obtains its output valve y21(s);So as to realize to controlled right As G11(s) and G21The decoupling of (s) and SPC, while realizing to random network delay, τ1And τ2Compensation with control;
The step of mode D, includes:
D1:Sensor S2 nodes work in time type of drive, and its trigger signal is cycle h2Sampled signal;
D2:After sensor S2 nodes are triggered, to controlled device G22The output signal y of (s)22(s) and controlled device cross aisle Transmission function G21The output signal y of (s)21(s), and actuator A2 nodes output signal y22mb(s) and y21mbS () is adopted Sample, and calculate the system output signal y of close loop control circuit 22(s) and feedback signal y2b(s), and y2(s)=y22(s)+y21 (s) and y2b(s)=y2(s)-y22mb(s)-y21mb(s);
D3:Sensor S2 nodes are by feedback signal y2bS (), is decoupled by the feedback network path of close loop control circuit 2 to control Device CD node-node transmissions, feedback signal y2bS () will experience network transfer delay τ4Afterwards, get to control decoupler CD nodes;
The step of mode E, includes:
E1:Control decoupler CD nodes work in event driven manner, by feedback signal y2bS () is triggered;
E2:In decoupler CD nodes are controlled, by feedback signal y2bS () first estimates mould with controlled device cross aisle transmission function Type G21mThe output y of (s)21ma(s) be added after again with controlled device prediction model G22mThe output valve y of (s)22maS () subtracts each other and obtains it Signal y2c(s), i.e. y2c(s)=y2b(s)+y21ma(s)-y22ma(s);By y2cS () acts on feedback filter F2S () obtains its defeated Go out value yF2(s);By system Setting signal x2S (), subtracts feedback filter F2The output signal y of (s)F2S (), obtains system deviation Signal e2(s), i.e. e2(s)=x2(s)-yF2(s);
E3:To e2S () implements Internal Model Control Algorithm C2IMCS (), obtains IMC signals u2(s);
E4:Control algolithm C in close loop control circuit 1 will be come from1The output control signal u of (s)1S () acts on decoupling intersection logical Road transmission function P21S () obtains its decoupling signal up21(s);By IMC signals u2(s) and up21(s) subtract each other obtain closed-loop control return The control decoupling signal u on road 22p(s), i.e. u2p(s)=u2(s)-up21(s);
E5:By decoupling signal up21S () acts on controlled device prediction model G22mS () obtains its output valve y22ma(s);To come from In the control decoupling signal u of the output of close loop control circuit 11pS () acts on controlled device cross aisle transmission function prediction model G21mS () obtains its output valve y21ma(s);
E6:Will control decoupling signal u2pS feedforward network path that () passes through close loop control circuit 2Unit is saved to actuator A2 Point transmission, u2pS () will experience network transfer delay τ3Afterwards, actuator A2 nodes are got to;
The step of mode F, includes:
F1:Actuator A2 nodes work in event driven manner, by control decoupling signal u2pS () is triggered;
F2:Will control decoupling signal u2pS () acts on controlled device prediction model G22mS () obtains its output valve y22mb(s);Will Come from the feedforward network path of close loop control circuit 1The control decoupling signal u of unit1pS () acts on controlled device friendship Fork channel transfer function prediction model G21mS () obtains its output valve y21mb(s);
F3:Will control decoupling signal u2pS () acts on controlled device G22S () obtains its output valve y22(s);By control decoupling letter Number u2pS () acts on controlled device cross aisle transmission function G12S () obtains its output valve y12(s);So as to realize to controlled right As G22(s) and G12The decoupling of (s) and two degrees of freedom IMC, while realizing to random network delay, τ3And τ4Compensation with control.
2. method according to claim 1, it is characterised in that:From TITO-NDCS structures, realize system not comprising control The predict-compensate model of all-network time delay in loop 1 and control loop 2, so as to exempt to network delay τ between node1And τ2, And τ3And τ4Measurement, estimate or recognize, exempt the requirement synchronous to node clock signal.
3. method according to claim 1, it is characterised in that:Realized from TITO-NDCS structures, to random network time delay The implementation of compensation method, the selection with specific network communication protocol is unrelated.
4. method according to claim 1, it is characterised in that:SPC is used for control loop 1, can be from TITO-NDCS Realized in structure and specific controller C1S the selection of () control strategy is unrelated, thus can be not only used for using the TITO- of conventional control NDCS, also can be used for using Based Intelligent Control or the TITO-NDCS using complex control strategy.
5. method according to claim 1, it is characterised in that:Two degrees of freedom IMC, its closed loop are used for control loop 2 The adjustable parameter of control loop is 2, can further improve stability, tracking performance and the antijamming capability of system;Especially When system is present compared with large disturbances and model mismatch, feedback filter F2S the presence of () can further improve the dynamic of system Can quality, influence of the reduction network delay to the stability of a system.
CN201710091129.1A 2017-02-20 2017-02-20 A kind of SPC of TITO NDCS random delay and two degrees of freedom IMC methods Pending CN106842932A (en)

Priority Applications (1)

Application Number Priority Date Filing Date Title
CN201710091129.1A CN106842932A (en) 2017-02-20 2017-02-20 A kind of SPC of TITO NDCS random delay and two degrees of freedom IMC methods

Applications Claiming Priority (1)

Application Number Priority Date Filing Date Title
CN201710091129.1A CN106842932A (en) 2017-02-20 2017-02-20 A kind of SPC of TITO NDCS random delay and two degrees of freedom IMC methods

Publications (1)

Publication Number Publication Date
CN106842932A true CN106842932A (en) 2017-06-13

Family

ID=59128626

Family Applications (1)

Application Number Title Priority Date Filing Date
CN201710091129.1A Pending CN106842932A (en) 2017-02-20 2017-02-20 A kind of SPC of TITO NDCS random delay and two degrees of freedom IMC methods

Country Status (1)

Country Link
CN (1) CN106842932A (en)

Similar Documents

Publication Publication Date Title
CN106707762A (en) Hybrid control method for uncertain time delay of two-input and two-output network control system
CN106802561A (en) A kind of compensation method of TITO NDCS variable network time delays
CN106802562A (en) A kind of two input two exports network decoupling and controlling system long delay compensation method
CN106773726A (en) A kind of two input two exports network decoupling and controlling system random delay compensation method
CN106802559A (en) A kind of two input two exports Network Delays in Networked Control Systems Based two degrees of freedom IMC methods
CN106919042A (en) A kind of IMC methods of two input and output network decoupling and controlling system time-varying network time delay
CN106802557A (en) A kind of SPC and IMC methods of TITO NDCS random network time delays
CN106773731A (en) A kind of dual input exports the unknown time delay mixed control method of network decoupling and controlling system
CN106802556A (en) A kind of IMC methods of two input and output network decoupling and controlling system unknown network time delay
CN106842940A (en) A kind of compensation method of TITO NDCS network delays long
CN107065529A (en) The unknown time delay two degrees of freedom IMC methods of two-output impulse generator network decoupling and controlling system
CN106773737A (en) A kind of two input and output network decoupling and controlling system time-vary delay system mixed control methods
CN106842932A (en) A kind of SPC of TITO NDCS random delay and two degrees of freedom IMC methods
CN106873368A (en) A kind of dual input exports the compensation method of network decoupling and controlling system non-determined time delay
CN106814618A (en) A kind of two input two exports the IMC methods of the big network delay of network decoupling and controlling system
CN106814621A (en) A kind of two input two exports network decoupling and controlling system random network time delay IMC methods
CN106773738A (en) A kind of IMC methods of two input and output network decoupling and controlling system time-varying network time delay
CN106814615A (en) A kind of compensation method of the TITO NDCS network delays of two degrees of freedom IMC
CN106773734A (en) A kind of two input two exports network decoupling and controlling system variable network time delay IMC methods
CN106814613A (en) A kind of two input and output network decoupling and controlling system random delay mixed control methods
CN106773728A (en) A kind of IMC methods of two input and output network decoupling and controlling system random network time delay
CN106773732A (en) A kind of TITO NDCS random network delay compensation methods of SPC and two degrees of freedom IMC
CN106950827A (en) A kind of two degrees of freedom IMC methods of TITO NDCS random network time delays
CN106950828A (en) A kind of SPC and two degrees of freedom IMC TITO NDCS unknown network delay compensation methods
CN106919045A (en) A kind of two input and output network decoupling and controlling system random delay mixed control methods

Legal Events

Date Code Title Description
PB01 Publication
PB01 Publication
SE01 Entry into force of request for substantive examination
SE01 Entry into force of request for substantive examination
RJ01 Rejection of invention patent application after publication
RJ01 Rejection of invention patent application after publication

Application publication date: 20170613