CN107422744B - A kind of intersection duration control method based on radial velocity control - Google Patents

A kind of intersection duration control method based on radial velocity control Download PDF

Info

Publication number
CN107422744B
CN107422744B CN201710302046.2A CN201710302046A CN107422744B CN 107422744 B CN107422744 B CN 107422744B CN 201710302046 A CN201710302046 A CN 201710302046A CN 107422744 B CN107422744 B CN 107422744B
Authority
CN
China
Prior art keywords
radial velocity
time
carrier
intersection
target
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.)
Active
Application number
CN201710302046.2A
Other languages
Chinese (zh)
Other versions
CN107422744A (en
Inventor
司昌龙
郝程鹏
马慧
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.)
Institute of Acoustics CAS
Original Assignee
Institute of Acoustics CAS
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 Institute of Acoustics CAS filed Critical Institute of Acoustics CAS
Priority to CN201710302046.2A priority Critical patent/CN107422744B/en
Publication of CN107422744A publication Critical patent/CN107422744A/en
Application granted granted Critical
Publication of CN107422744B publication Critical patent/CN107422744B/en
Active legal-status Critical Current
Anticipated expiration legal-status Critical

Links

Classifications

    • GPHYSICS
    • G05CONTROLLING; REGULATING
    • G05DSYSTEMS FOR CONTROLLING OR REGULATING NON-ELECTRIC VARIABLES
    • G05D1/00Control of position, course, altitude or attitude of land, water, air or space vehicles, e.g. using automatic pilots
    • G05D1/10Simultaneous control of position or course in three dimensions
    • G05D1/101Simultaneous control of position or course in three dimensions specially adapted for aircraft

Landscapes

  • Engineering & Computer Science (AREA)
  • Aviation & Aerospace Engineering (AREA)
  • Radar, Positioning & Navigation (AREA)
  • Remote Sensing (AREA)
  • Physics & Mathematics (AREA)
  • General Physics & Mathematics (AREA)
  • Automation & Control Theory (AREA)
  • Control Of Position, Course, Altitude, Or Attitude Of Moving Bodies (AREA)

Abstract

The present invention discloses a kind of intersection duration control method based on radial velocity control.The described method includes: setting aircraft and hit time for intersecting target;Calculate the most short remaining time that the aircraft reaches the intersection target;According to the hit time, the Actual Time Remaining that the aircraft reaches the intersection target is calculated;By controlling radial velocity of the aircraft relative to the intersection target movement, the Actual Time Remaining is converged into the most short remaining time.In the method, pass through the control to radial velocity, adjusting radial velocity restrains Actual Time Remaining to the least residue time, consider the case where remaining time is less than the straight line hit time in the design process simultaneously, and it remains to that carrier is made most quickly to reach intersection target in this case, and in the case where bearer rate variation, remain to that carrier is made to realize that target intersects in the way of closest to the setting intersection time.

Description

A kind of intersection duration control method based on radial velocity control
Technical field
The present invention relates to control field more particularly to a kind of intersection duration control methods based on radial velocity control.
Background technique
With the development of science and technology, the process of single or multiple movable bodies and target intersected, when in addition to requiring intersection Outside the intersection precision at quarter, the requirement accurately controlled also proposed to the time of intersection.The development of Interception Technology is especially defendd, it is single Hair guided weapon to be remarkably decreased the strike success rate of the targets such as naval vessel, it is therefore desirable to carry out saturation attack, i.e., from single-point Or multi-point transmitting one or more wave time weapon attacks same target, arrives all weapons in the approximate same time Up at the object hit.
Common intersection problem only considers the overload situations in guided procedure, without being controlled for the time of intersection consumption System.Accurately to control the time that intersection needs, usually by increasing trajectory curvature, increase the motion path of movable body in turn Consume the extra trajectory time.
At present to the control of intersection time, the control problem of time will be usually intersected, is considered as one in proportional guidance law (PNG) the time difference problem ε of guiding time and needs intersected between the time is compensated in guidanceT, the PNG of estimation is guided surplus Remaining time TdDifference with the time to be flown on current location is as a compensation rate εTIt is introduced into the controller of PNG and is modified, and The closed loop of guidance law is provided by the theory of optimal control and Taylor series.But this method does not consider to compensate time εT< 0, The case where navigation time of PNG cannot be less than with navigation time, and the case where bearer rate changes is not considered.
In addition, there is also by remaining time T at presentdBe converted to a target range R=V (Td- t) the case where, V is in formula Bearer rate further establishes the state equation of the deviation of distance to go and target range, and remaining time control problem is converted The problem of being tracked for a kind of distance.But it is easy to cause method to dissipate because of the minor change of bearer rate in this method, it can not It is used in the case where bearer rate variation;In addition, this method is required in multichip carrier synchronization in use, each carrier is intersected with target Flight (navigation) time and each carrier straight line hit time phase difference it is little, and each carrier straight line hit time phase difference not Greatly, which significantly limits the usage scenario of method.
Summary of the invention
The object of the present invention is to provide a kind of intersection duration control methods based on radial velocity control, any first to solve Problem is intersected independent of the time-constrain to trajectory time Estimate and speed variable under the conditions of beginning.
To achieve the above object, the present invention provides a kind of intersection duration control method based on radial velocity control, the party Method includes:
The hit time for setting carrier and intersecting target;
Calculate the most short remaining time that the carrier reaches the intersection target;
According to the hit time, the Actual Time Remaining that the carrier reaches the intersection target is calculated;
By controlling the radial velocity of the carrier, the Actual Time Remaining is converged into the most short remaining time.
Preferably, the radial velocity by controlling the carrier converges to Actual Time Remaining described most short surplus It the remaining time, specifically includes:
Construct the radial velocity instruction of the carrier;
The radial velocity is adjusted according to radial velocity instruction, Actual Time Remaining is converged to described most short surplus The remaining time.
Preferably, the radial velocity instruction of the building carrier, specifically includes:
The Actual Time Remaining is modified, obtained for the first correction time;
According to first correction time, the radial velocity instruction of the carrier is calculated;
The radial velocity is instructed and carries out limited amplitude protection.
Preferably, described that the Actual Time Remaining is modified, it obtained for the first correction time, specifically includes:
According to the most short remaining time and the Actual Time Remaining, the compensation letter of the Actual Time Remaining is constructed Breath;
According to the compensated information, and the corresponding penalty coefficient of selection, the Actual Time Remaining is modified, is obtained To first correction time.
Preferably, described instruct to the radial velocity carries out limited amplitude protection, comprising:
When radial velocity instruction is greater than the movement velocity of the carrier, the radial velocity instruction is taken to be equal to described The movement velocity of carrier.
Preferably, described that the radial velocity is adjusted according to radial velocity instruction, it specifically includes:
Calculate radial velocity of the carrier relative to intersection target movement;
According to the carrier relative to the radial distance of intersection target, radial velocity and radial velocity instruction, building The state change model of the carrier;
The radial velocity of the carrier is controlled according to the state change model and radial velocity instruction reaches unanimity.
Preferably, described fast relative to the radial distance of intersection target, radial velocity and the radial direction according to the carrier Degree instruction, constructs the state change model of the carrier, specifically includes:
It is instructed according to the radial distance of the carrier, radial velocity and radial velocity, constructs the state variable of the carrier;
Derivation is carried out to the state variable, obtains the state change model of the carrier.
Preferably, it is described according to the state change model control the carrier radial velocity and radial velocity instruction become In consistent, specifically include:
Extract the control amount of the state change model;
The control amount is approached using exponent approximation control law, obtains the first analysis parameter;
The stability of the System with Sliding Mode Controller of the radial velocity of the carrier based on the first analysis parameter composition, really The radial velocity and radial velocity instruction for protecting the carrier reach unanimity.
Using a kind of intersection duration control method based on radial velocity control provided by the invention, based on to radial velocity Control restrains Actual Time Remaining to the least residue time by adjusting radial velocity, while considering in the design process surplus The remaining time is less than the case where straight line hit time, and remains to that carrier is made most quickly to reach intersection target, Yi Ji in this case In the case that bearer rate changes, remain to that carrier is made to realize that target intersects in the way of closest to the setting intersection time.
Detailed description of the invention
Fig. 1 is aircraft provided in an embodiment of the present invention and the intersection schematic diagram for intersecting target;
Fig. 2 is the flow chart of the intersection duration control method provided in an embodiment of the present invention based on radial velocity control;
Fig. 3, which is aircraft of the embodiment of the present invention, intersects state with the earth coordinates lower horizontal plane intersected during target intersection Gesture figure;
Fig. 4 be the embodiment of the present invention in aircraft with the movement velocity of 1100m/s with intersect target intersect analogous diagram;
Fig. 5 be the embodiment of the present invention in aircraft with the movement velocity of 900m/s with intersect target intersect analogous diagram;
Fig. 6 be the embodiment of the present invention in aircraft with the movement velocity of 700m/s with intersect target intersect analogous diagram;
Fig. 7-1 be the embodiment of the present invention in aircraft with the movement velocity of 499m/s with intersect target intersect analogous diagram;
Fig. 7-2 is the partial enlarged view of Fig. 7-1;
Fig. 8 is in the embodiment of the present invention in different emission times, in same transmitting position, with different emission rate VtTransmitting Multiple aircraft with it is same intersect target intersection analogous diagram;
Fig. 9-1 is in different transmitting positions in the embodiment of the present invention, with the multiple aircraft of identical emission rate transmitting and together The analogous diagram of one intersection target intersection;
Fig. 9-2 is in the embodiment of the present invention in different transmitting positions, with different emission rates emit multiple aircraft with The analogous diagram of same intersection target intersection.
Appended drawing reference A in attached drawing indicates aircraft, and T indicates intersection target.
Specific embodiment
Below by drawings and examples, technical scheme of the present invention will be described in further detail.
Fig. 1 is aircraft provided in an embodiment of the present invention and the intersection schematic diagram for intersecting target.Under normal conditions, it is setting The hit time T of aircraft (i.e. weapon carrier)fAfterwards, aircraft is emitted, as shown in Figure 1, the movement velocity of aircraft is Vt, Trajectory is curve track as shown in Figure 1, and for aircraft in t moment, the linear distance relative to intersection target is r, the present invention The purpose of embodiment is the radial velocity by controlling aircraft, makes aircraft (such as S location) when moving to a certain position, is turned To in the movement for being similar to straight line of opposite intersection target, aircraft and the intersection time for intersecting target are accurately controlled to setting The hit time T setf
Fig. 2 is the flow chart of the intersection duration control method provided in an embodiment of the present invention based on radial velocity control.Such as Shown in Fig. 2, this method specific implementation is as follows:
Step S100: setting aircraft and hit time for intersecting target.
Specifically, before emitting aircraft, the hit time T of aircraft is first setf, make aircraft hit the time with Intersect target intersection.
Step S200: the most short remaining time that the aircraft reaches the intersection target is calculated.
Specifically, it is assumed that intersection target hovering, after aircraft is emitted, aircraft is reached from current location in t moment and handed over The shortest time of meeting target are as follows:
Wherein, r be aircraft in t moment with the linear distance that intersects target, tgo1It is aircraft from t moment full speed edge Time needed for linear motion to intersection target, VtFor the movement velocity of aircraft.
Step S300: according to the hit time, when calculating the aircraft and reaching the real surplus of the intersection target Between.
Specifically, when t moment, Actual Time Remaining needed for aircraft reaches intersection target are as follows:
tgo=Tf-t (2)
Wherein, tgoActual Time Remaining needed for reaching intersection target for aircraft.
Step S400: by controlling radial velocity of the aircraft relative to the intersection target movement, by the reality Border remaining time converges to the most short remaining time.
In particular, it is desirable to intersect using near linear trajectory with target in terminal phase, then there must be a moment, so that practical Remaining time is equal to most short remaining time, it may be assumed that tgo≈tgo1, for example, as shown in figure 1, when aircraft runs to S location, at this time Actual Time Remaining tgoConverge to most short remaining time tgo1
To realize Actual Time Remaining tgoConverge to most short remaining time tgo1, the radial speed of construction aircraft can be passed through Degree instructs to adjust the radial velocity of aircraft, so that the curve trajectory of aircraft is turned to straight line trajectory at certain point, and then make reality Border remaining time tgoConverge to most short remaining time tgo1, specifically implementation method is as follows:
Step S410: the radial velocity instruction of the aircraft is constructed.
Specifically, as shown in Figure 1, aircraft is when being initially launched, if not being the attack time of setting not enough or being arranged The hit time just reach straight line hit, then: tgo> tgo1, to the Actual Time Remaining tgoIt is modified, specifically:
It enables
st=tgo-tgo1 (3)
Wherein, stActual Time Remaining tgoCompensated information;
According to compensated information st, and according to certain penalty coefficient k, to the Actual Time Remaining tgoIt is modified, obtains To the first correction time, specifically:
Wherein,For the first correction time;
According to the first correction timeThe radial velocity instruction of aircraft is calculated, are as follows:
Wherein,The as radial velocity instruction of aircraft, by physical characteristic it is found that under the hypothesis of the embodiment of the present invention, The radial velocity of aircraftThe movement velocity V of aircraft can not be greater thant;To guarantee aircraft always towards intersection target fortune It is dynamic, it avoids intersection process from dissipating, so that the Actual Time Remaining is converged to the most short remaining time, therefore to the radial speed Degree instruction carries out limited amplitude protection, specifically:
Specifically, by formula (6) it is found that guarantee that aircraft is moved towards target always, it is necessary to makeAnd then it wants It asksBy formula (6) it is found that guaranteeK > 0 must be chosen.
Under special circumstances, work as appearanceObviously aircraft will not contract far from intersection target, Actual Time Remaining at this time It is short, therefore in order to keepAnd possible maximum value should be got, it enablesεtFor the positive real number of a very little, such as can take εt=0.000001, it avoidsAnd dissipate intersection process.
It is to during intersection below, the Actual Time Remaining divides to the most short remaining time convergent process Analysis:
In intersection procedure, the inertia of system is not considered, is located at t0The instruction of moment radial velocityBy very short one After section time Δ t, distance becomes:From formula (1), (2), (3):
Obviously
∴st1≤st0
Δ t is replaced with infinitesimal dt, with infinitesimal dstInstead of Δ st=st1-st0, it can be released by formula (7):
Again because in initial moment, tgo> tgo1, in TfMoment tgo=0, and any time tgo1>=0, it is clear that tgoAnd tgo1 It is consecutive variations, at a time t ∈ (0, Tf], there is tgo=tgo1, that is, work as tgo=tgo1When, aircraft turns to directly from curve trajectory Line trajectory is moved to intersection target.
Further, as Actual Time Remaining tgoLess than most short remaining time tgolWhen, have:
According to formula (6) it is found that at this time
Obviously, byDefinition and physical characteristic it is found that aircraft radial velocityAbsolute valueMaximum value is Vt, WhenWhen, aircraft along with intersect target link to intersect target line move.I.e. in this case, this guidance method can be led Drawing aircraft, temporally the smallest method is intersected with target, the case where without dissipating.
Further, the selection of the penalty coefficient k in formula (4) can be with are as follows:
According to formula (4), (6) and (7), it is known that:
AndObviously in identical (r, Tf,st) condition when, with the increase of k,Successively decrease, increase λ with the increase of k, i.e., trajectory remaining time restrain to can straight line hit the time speed speed.But by Equation of Relative Motion with Small (as shown in Figure 3), the radial velocity of aircraft areWherein, q be aircraft with intersect The angle of sight between target,Angle of the aircraft relative to earth coordinates;By the radial velocity of aircraft It is found thatAdjustment really by adjusting q,It carries out, and angle of sight q changes with relative position, it is especially larger in distance r When, slowly, in order to consume more remaining times in trajectory early period, later period trajectory is straight as far as possible, therefore main in early period for variation By adjustmentAdjust the difference of the Actual Time Remaining and least residue time, andIt is influenced by aircraft characteristic, it is impossible to It is too fast, and in terms of overload angle, it is unsuitable too fast, to guarantee that trajectory is steady.Therefore k value should be suitably selected, adapts to the needs used, The embodiment of the present invention can use k value be 3, in other practical applications, in the case where meeting above-mentioned condition, can according to demand depending on.
Step S420: the radial velocity is adjusted according to radial velocity instruction, Actual Time Remaining is converged to The most short remaining time.
Specifically, to avoid the movement velocity V due to aircrafttChange and cause the hair of Actual Time Remaining convergence process It dissipates, the radial velocity that the embodiment of the present invention passes through control aircraftMake the radial velocity of aircraft processedWith the diameter of aircraft processed It reaches unanimity always to speed command, it is ensured that the Actual Time Remaining tgoSteadily to the most short remaining time tgo1Convergence, It is specific as follows:
Fig. 3, which is aircraft of the embodiment of the present invention, intersects state with the earth coordinates lower horizontal plane intersected during target intersection Gesture figure.As shown in figure 3, the course of aircraft A isThe speed of a ship or plane is Vt, it is assumed that intersection target T approximation is motionless, and line of sight angle is Q, target range r are obtained by Fig. 3:
Wherein,For the radial velocity of aircraft, q is aircraft and intersect the angle of sight between target,Aircraft is opposite In the angle of earth coordinates,For the lateral velocity of aircraft.
First derivative is asked to obtain respectively formula (9) left and right:
Construct the state variable of aircraft:
Think to instruct consecutive variationsIt is approximately zero, to state variable X derivation, obtains the state change model of aircraft, has Body are as follows:
Wherein, u is the control amount of the state change model, form are as follows:
The System with Sliding Mode Controller of design radial velocity makes radial velocity trace command.It takesIt is forced using exponential form Nearly rateThe control amount u of the state equation of radial velocity control system is designed, the first analysis ginseng can be obtained Number, makes the control system by exponential approach in sliding-mode surface s=0, i.e. radial velocityIt is instructed by exponential approach in radial velocity It is specific as follows:
It is restrained, is had according to exponent approximation form control:
Wherein, function sgn (s) is used for the symbol of access value s, and ε is positive real number;
It enablesu1The as described first analysis parameter.
Obtain the first analysis parameter u1Afterwards, the course angular speed of needs can be released according to formula (11)AsInstruction. To based on the first analysis parameter u1The radial velocity of the aircraft of compositionThe stability of System with Sliding Mode Controller divided Analysis, if it is that can guarantee to make radial velocity that system, which is stablized,The radial velocity that levels off to instructionFurther ensure the real surplus Time tgoSteadily to the most short remaining time tgo1Convergence, specific as follows:
Take liapunov function
(1) whenWhen knowing, then
∵ k, ε > 0
Obviously, system is stablized, the Actual Time Remaining tgoSteadily to the most short remaining time tgo1Convergence.
(2) whenWhen, andWhen unknowable,Bounded, i.e.,At this point, control amount is
It enablesThen
Obviously, as ε >=m,System is stablized, the Actual Time Remaining tgoSteadily to it is described most short remaining when Between tgo1Convergence.
The course angular speed that the embodiment of the present invention passes through control aircraftAnd then control the radial velocity of aircraftMake The radial velocity of aircraftRadial velocity instruction with aircraft reaches unanimity always, it is ensured that the Actual Time Remaining tgoSurely Surely to the most short remaining time tgo1Convergence, while can avoid the movement velocity V in aircrafttVariation causes real surplus Time tgoThe diverging of convergence process.
Further, in practical applications, method provided in an embodiment of the present invention is suitable for same aircraft with different hairs Firing rate degree Vt(i.e. movement velocity Vt) intersected with the same target that intersects.
For example, fig. 4 to fig. 6 and Fig. 7-1 to Fig. 7-2 are same aircraft with different emission rate Vt(i.e. movement velocity Vt) with it is same intersect target intersection analogous diagram.As shown in fig. 4 to fig. 6 and Fig. 7-1 to Fig. 7-2, simulation step length 0.001s, The emitter position of aircraft is (10000,0) m, and it is 150 ° that the position for intersecting target, which is (0,0) m direction of the launch, aircraft Emission rate is respectively 1100m/s, 900m/s, 700m/s, 499m/s, hits time TfIt is set as 20s, the aircraft is most Big angle rate limitation is 50 °/s.By the simulation result of fig. 4 to fig. 6 and Fig. 7-1 to Fig. 7-2 it is found that aircraft is in different fortune It can be achieved to intersect according to the time as defined in approximation (20s) with target under dynamic speed.As shown in table 1, situation 1,2,3 intersects the time It is 19.999s, substantially completely consistent (emulation cycle 0.001s) with defined hit time 20s, the 4th kind of situation, when intersection Between 20.068s.
Situation 1, when aircraft speed of a ship or plane 1100m/s, the time of straight line intersection is about 10000/1100=9.091s, and is required The intersection time be 20s and the 2 times or more that is the rectilinear flight time, it is larger with the time phase difference of rectilinear flight, therefore the situation Suitable for more usage scenarios.
Situation 4, when aircraft speed of a ship or plane 1100m/s, most short remaining time is about 10000/499=20.04s, than what is required The intersection time is big, from Fig. 7-2 as can be seen that aircraft turns to straight line intersection direction by maximum angular rate with prestissimo and target Intersection, the intersection time only 0.028s more than most short remaining time.
Table 1 intersects situation with target from same position and angle in emission time, friction speed aircraft
Further, in practical applications, method provided in an embodiment of the present invention is also applied in different emission times, In Same transmitting position, with different emission rate Vt(i.e. movement velocity Vt) the multiple aircraft of transmitting intersect with the same target that intersects.
For example, Fig. 8 is in different emission times, in same transmitting position, with different emission rate Vt(i.e. movement velocity Vt) Emit multiple aircraft and the same analogous diagram for intersecting target intersection.As shown in Figure 8, it is assumed that launch point emits one every 10s Aircraft emits 4 altogether, and launch angle is 135 °.As 0 moment when being emitted using first aircraft, four boats after 104s Row device is intersected with target is intersected.The transmitting position of aircraft is (0, -1500) m, is intersected target position (0,0).Each aircraft Initial velocity be 20m/s, the speed between time 30s-40s is [20+0.5 (t-30)] (m/s), in time 40s- Speed between 50s is [25-0.2 (t-40)] (m/s), and speed is 23m/s after time 50s.
2 same position of table emits multiple aircraft and the same intersection situation for intersecting target
As shown in Table 2, each aircraft is emitted in same position by different time, and itself the case where there are larger speed changes Under, it is each can hit according to the rules the time the same time with intersect target intersection.
Further, in practical applications, method provided in an embodiment of the present invention is applied also in different transmitting positions, with Same or different emission rate Vt(i.e. movement velocity Vt) the multiple aircraft of transmitting intersect with the same target that intersects.
Fig. 9-1 to Fig. 9-2 is in different transmitting positions, with same or different emission rate Vt(i.e. movement velocity Vt) Emit multiple aircraft and the same analogous diagram for intersecting target intersection.As shown in Fig. 9-1 and Fig. 9-2, item is emulated according to table 3 respectively Part is emulated.Fig. 9-1 is the analogous diagram of situation 1 in table 3, and Fig. 9-2 is the analogous diagram of situation 2 in table 3.Four aircraft difference Emit from (- 9093,5250) m, (- 6364, -6364) m, (- 2070, -7727) m and (4750, -8227) m, by situation 1 in table 3 (position is (0,0) m) intersection, obtains the simulation result such as table 3.1 and table 3.2 with target is intersected with the speed of situation 2.
The more aircraft saturation intersections of 3 multiposition of table use simulated conditions
The simulation result that 36s is intersected is arranged in 3.1 situation 1 of table
The simulation result that 40s is intersected is arranged in 3.2 situation 2 of table
Show that situation 1 is a kind of ideal situation by the simulation result of table 3.1 and table 3.2, i.e., the navigation of each launch point transmitting Device is ideal situation, and the speed of a ship or plane is consistent, and situation 2 be a kind of highly non-uniform situation of aircraft VELOCITY DISTRIBUTION, this two kinds In the case of, aircraft reaches intersection target point by the hit time of setting substantially.Situation 2 covers the similar boat in The velocity deviation of row device.Wherein No. 3 aircraft in case 2, since straight line intersects the difference of the hit time of time and setting only Have 5ms surplus, and when its initial position course and target line hit line angle be 30 °, peak turn rate be 50 °/ S, therefore its arrival time is slightly larger than setting time.
It is comprehensive, by fig. 4 to fig. 6, the simulation scenarios of Fig. 7-1 to 7-2, Fig. 8, Fig. 9-1 to Fig. 9-2 it is found that the present invention is implemented The intersection duration control method that example provides is suitable for low speed, middling speed, high speed, the aircraft of speed change and temporally intersects use;Meanwhile Its least residue time t is close to or smaller than suitable for the single aircraft intersection timego1The case where intersecting target;It is equally applicable to Multiple aircraft in same position or different location, same time or different time transmitting, according to identical speed or different Speed, it is final simultaneously with the use that intersect target and intersect.Therefore this method covers possible whole use scopes.
Above-described specific embodiment has carried out further the purpose of the present invention, technical scheme and beneficial effects It is described in detail, it should be understood that being not intended to limit the present invention the foregoing is merely a specific embodiment of the invention Protection scope, all within the spirits and principles of the present invention, any modification, equivalent substitution, improvement and etc. done should all include Within protection scope of the present invention.

Claims (6)

1. a kind of intersection duration control method based on radial velocity control, which is characterized in that the described method includes:
The hit time for setting carrier and intersecting target;
Calculate the most short remaining time that the carrier reaches the intersection target;The most short remaining time is to carry described in t moment Body reaches the ratio of the linear distance of the intersection target and the movement velocity of the carrier;
According to the hit time, the Actual Time Remaining that the carrier reaches the intersection target is calculated;The real surplus Time is the difference of the hit time and t moment;
The Actual Time Remaining is modified, obtained for the first correction time, according to first correction time, described in calculating The radial velocity of carrier instructs, and instructs to the radial velocity and carries out limited amplitude protection, is instructed according to the radial velocity and adjusts institute The Actual Time Remaining is converged to the most short remaining time by the radial velocity for stating carrier.
2. method according to claim 1, which is characterized in that it is described that the Actual Time Remaining is modified, it obtains To the first correction time, specifically include:
According to the most short remaining time and the Actual Time Remaining, the compensated information of the Actual Time Remaining is constructed;
According to the compensated information, and the corresponding penalty coefficient of selection, the Actual Time Remaining is modified, institute is obtained Stated for the first correction time.
3. method according to claim 2, which is characterized in that described instruct to the radial velocity carries out clipping guarantor Shield, comprising:
When radial velocity instruction is greater than the movement velocity of the carrier, the radial velocity instruction is taken to be equal to the carrier Movement velocity.
4. method according to claim 1, which is characterized in that described to adjust the diameter according to radial velocity instruction To speed, specifically include:
Calculate radial velocity of the carrier relative to intersection target movement;
It is instructed according to the carrier relative to the radial distance of intersection target, radial velocity and the radial velocity, described in building The state change model of carrier;
The radial velocity of the carrier is controlled according to the state change model and radial velocity instruction reaches unanimity.
5. according to the method described in claim 4, it is characterized in that, the radial direction according to the carrier relative to intersection target Distance, radial velocity and radial velocity instruction, construct the state change model of the carrier, specifically include:
It is instructed according to the radial distance of the carrier, radial velocity and radial velocity, constructs the state variable of the carrier;
Derivation is carried out to the state variable, obtains the state change model of the carrier.
6. according to the method described in claim 4, it is characterized in that, described control the carrier according to the state change model Radial velocity and radial velocity instruction reach unanimity, specifically include:
Extract the control amount of the state change model;
The control amount is approached using exponent approximation control law, obtains the first analysis parameter;
The stability of the System with Sliding Mode Controller of the radial velocity of the carrier based on the first analysis parameter composition, it is ensured that institute The radial velocity and radial velocity instruction for stating carrier reach unanimity.
CN201710302046.2A 2017-05-02 2017-05-02 A kind of intersection duration control method based on radial velocity control Active CN107422744B (en)

Priority Applications (1)

Application Number Priority Date Filing Date Title
CN201710302046.2A CN107422744B (en) 2017-05-02 2017-05-02 A kind of intersection duration control method based on radial velocity control

Applications Claiming Priority (1)

Application Number Priority Date Filing Date Title
CN201710302046.2A CN107422744B (en) 2017-05-02 2017-05-02 A kind of intersection duration control method based on radial velocity control

Publications (2)

Publication Number Publication Date
CN107422744A CN107422744A (en) 2017-12-01
CN107422744B true CN107422744B (en) 2019-11-05

Family

ID=60424353

Family Applications (1)

Application Number Title Priority Date Filing Date
CN201710302046.2A Active CN107422744B (en) 2017-05-02 2017-05-02 A kind of intersection duration control method based on radial velocity control

Country Status (1)

Country Link
CN (1) CN107422744B (en)

Families Citing this family (2)

* Cited by examiner, † Cited by third party
Publication number Priority date Publication date Assignee Title
CN109976383B (en) * 2019-04-26 2022-03-08 北京中科星通技术有限公司 Task allocation method and device for anti-isomorphic unmanned aerial vehicle
CN114326814B (en) * 2021-12-31 2023-06-16 北京航天自动控制研究所 Three-dimensional guidance system of unpowered aircraft

Citations (2)

* Cited by examiner, † Cited by third party
Publication number Priority date Publication date Assignee Title
CN105930305A (en) * 2016-04-14 2016-09-07 清华大学深圳研究生院 Three-pulse intersection approaching guidance method
CN105974822A (en) * 2016-06-13 2016-09-28 北京航空航天大学 Spacecraft autonomous fly-around intersection control system verification device and spacecraft autonomous fly-around intersection control method

Family Cites Families (2)

* Cited by examiner, † Cited by third party
Publication number Priority date Publication date Assignee Title
US6882964B2 (en) * 2002-03-06 2005-04-19 California Institute Of Technology High accuracy inertial sensors from inexpensive components
US20130126678A1 (en) * 2011-11-23 2013-05-23 Lockheed Martin Corporation Space vehicle rendezvous

Patent Citations (2)

* Cited by examiner, † Cited by third party
Publication number Priority date Publication date Assignee Title
CN105930305A (en) * 2016-04-14 2016-09-07 清华大学深圳研究生院 Three-pulse intersection approaching guidance method
CN105974822A (en) * 2016-06-13 2016-09-28 北京航空航天大学 Spacecraft autonomous fly-around intersection control system verification device and spacecraft autonomous fly-around intersection control method

Non-Patent Citations (2)

* Cited by examiner, † Cited by third party
Title
指向预测命中点的最短时间制导;侯明善;《西北工业大学学报》;20061231;第24卷(第6期);第690-694页 *
有终点交会角要求的拦截弹拦截导引涉及;邢立旦 等;《飞行力学》;20071231;第25卷(第4期);第37-39页 *

Also Published As

Publication number Publication date
CN107422744A (en) 2017-12-01

Similar Documents

Publication Publication Date Title
CN107941087B (en) A kind of superb steady gliding reentry guidance method of high lift-drag ratio based on resistance profiles
Kumar et al. Impact time guidance for large heading errors using sliding mode control
CN108362171B (en) A kind of Guidance constrained with attack time and angle-of-attack
Kim et al. Time-to-go polynomial guidance with trajectory modulation for observability enhancement
CN103090728A (en) Tail angle restraining guidance method based on sliding mode control
Xiong et al. Hyperbolic tangent function weighted optimal intercept angle guidance law
CN109084641B (en) Missile guidance method and device
Zhu et al. Impact time and angle control guidance independent of time-to-go prediction
CN107422744B (en) A kind of intersection duration control method based on radial velocity control
CN111898201B (en) High-precision autonomous attack guiding method for fighter in air combat simulation environment
CN106091816B (en) A kind of half strapdown air-to-air missile method of guidance based on sliding mode variable structure theory
CN110764534A (en) Nonlinear conversion-based method for guiding preposed guidance and attitude stabilization matching
Ohlmeyer et al. Nonlinear integrated guidance-control laws for homing missiles
CN110764523A (en) Proportional-integral pre-guiding attack target method based on anti-saturation smooth transformation
CN110703793B (en) Method for attacking maneuvering target by adopting aircraft integral proportion guidance of attitude angle measurement
CN106556287A (en) A kind of integration proportional guidance Nonlinearity Correction Method
CN114153143A (en) Design method of guided missile nonsingular fixed time sliding mode guidance law
CN114035616A (en) Method and system for controlling attack of aircraft on moving target
Özkan et al. Performance comparison of the notable acceleration-and angle-based guidance laws for a short-range air-to-surface missile
CN110471283A (en) A kind of three-dimensional Robust Guidance Law construction method with impingement angle constraint
Singh et al. Moving target interception guidance law for any impact angle with field-of-view constraint
Saleem et al. Three dimensional nonlinear guidance law for exact impact time control
Yang et al. A New United Proportional Navigation Guidance for Impact Angle Constraint without Measurement Distance between Vehicle and Target
CN114115325B (en) Online closed-loop guidance method for gliding missile based on hp-RPM algorithm
Jiang et al. A modified proportional navigation guidance law for impact time control

Legal Events

Date Code Title Description
PB01 Publication
PB01 Publication
SE01 Entry into force of request for substantive examination
GR01 Patent grant
GR01 Patent grant