CN109583040A - A kind of optimization method considering composite structure parametric continuity - Google Patents
A kind of optimization method considering composite structure parametric continuity Download PDFInfo
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- CN109583040A CN109583040A CN201811319356.6A CN201811319356A CN109583040A CN 109583040 A CN109583040 A CN 109583040A CN 201811319356 A CN201811319356 A CN 201811319356A CN 109583040 A CN109583040 A CN 109583040A
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Abstract
The invention belongs to field of airplane structure, specially a kind of optimization method for considering composite structure parametric continuity.Include the following steps: initial configuration analysis, parameter subregion, selected basic area, the ratio for establishing other parameters subregion and basic area, establish ratio constraint condition, optimization design, export optimum results.While realizing composite plys structure parameter optimizing, the continuity of Lay up design is taken into account, Optimum Design Results only need a small amount of amendment, may be directly applied to engineering structure detailed design.This method strong operability is adapted to all kinds of optimization analysis programs, and computational efficiency is high, and consumption resource is few.
Description
Technical field
The invention belongs to field of airplane structure, specially a kind of optimization for considering composite structure parametric continuity
Method.
Background technique
Metal structure optimization design only needs to obtain the parameter distribution of each optimization design subregion, but for composite material
Structure, the in order to balance craftsmanship of laying, the continuity that the parameter of each optimization design by stages must have.
When tradition is optimized using classic optimization design algorithm (such as planning class algorithm), it is only capable of composite material
The overlay thickness of each subregion is as optimal design parameter, and the laying of each by stages is often difficult continuously, thus bring result
It is to need to be modified Optimum Design Results, many times, the rebound of weight can be brought to the amendment of optimization design, weakened excellent
Change the income of loss of weight.It is as shown in Figure 1 the Optimum Design Results in the area A and the area B, wherein the area A laying carries out thickness to the area B for thick area
Transition, if two-way carry out thickness transitions, will cause the distortion in transition zone type face, craftsmanship and force-transfer characteristic are all poor, are
Improvement such case, need to carry out modified result (refilling -45 ° of layings in the area A) as shown in Figure 2, and this amendment is so that the area A
Weight increases, and counteracts the effect of optimization design acquirement.
Although the evolution class such as genetic algorithm optimization algorithm can take into account the continuity of laying in genome code, for big
The structure of Medium Plane, optimal design parameter is more, if to obtain Optimum Design Results, needs to consume a large amount of computing resource,
Need several parallel computers that could obtain Optimum Design Results by the calculating iteration of a couple of days.Evolution class optimization algorithm can be made
For technological reserve research, but also need to promote computational efficiency from practical implementation.
Summary of the invention
Incorporation engineering design experiences, using traditional planning class optimization algorithm, realization takes into account the successional composite wood of laying
Expect Design of Structural parameters, improve optimization efficiency, amendment few as far as possible is carried out to optimization analysis result, that is, is applicable to engineering
The detailed design of structure.
Technical solution
Engineering structure Parameters Optimal Design is carried out after laying Path of Force Transfer determines, according to initial load distribution and structure
Stress/strain level distribution determines the optimization design subregion of part, for covering or fine strain of millet web class based on two-dimensional cell
Part.
Extract the overlay thickness respectively spread in each laying subregion to angle.The area part Shang Hou or thin area is taken to be used as basic subregion,
It respectively spreads to the overlay thickness at angle as basic parameter, constructs basic subregion and respectively spreads to angle overlay thickness and the same paving in adjacent sectors
Ratio between the overlay thickness at angle: R1, R2 ..., Rn.
According in the loading characteristic of structure and composite structure design requirement to the limit of adjacent caliper zones thickness change
System requires, and gives a value interval to each ratio, and a part as optimization constraint condition is introduced into optimization design mould
In type, optimization is submitted to calculate.
According to calculated result, the value interval of appropriate adjustment thickness ratio finally obtains composite structure and respectively spreads to angle
Overlay thickness optimal value, while guaranteeing that a certain paving in thin area can covered in thick area to the overlay thickness at angle, make laying
It is continuous between adjacent sectors.Optimization design process is as shown in Figure 3.
Software, algorithm of this technology method independent of optimization design, it is ensured that in optimum results, each laying of composite material
Continuity between adjacent sectors.The adjacent laying subregion thickness change of composite material is converted into laying by stages thickness ratio,
Be updated to thickness ratio as optimization one of constraint condition in Optimized model, in the area Shi Hou the thickness of a certain wing flapping be greater than or
Equal to the thickness of same wing flapping in thin area, the shape optimum to composite plys is converted into numerical optimization.
The part is covering or fine strain of millet web class based on two-dimensional cell
Technical effect
1. realize composite plys structure parameter optimizing, the continuity of Lay up design, optimization design have been taken into account
As a result a small amount of amendment is only needed, may be directly applied to engineering structure detailed design.
2. this method strong operability is adapted to all kinds of optimization analysis programs, computational efficiency is high, and consumption resource is few.
Detailed description of the invention
Fig. 1 is optimum design of laminate layup result figure
Fig. 2 is the correction map of Optimum Design Results
Fig. 3 is to consider the successional composite structure parameter optimization flow chart of laying
Fig. 4 is typical composite plys thickness change schematic diagram
Fig. 5 is typical aerofoil optimal design parameter block plan
Fig. 6 is typical optimal design parameter continuity definition figure
Specific embodiment
Case one:
Certain part has tri- thickness subregions of t1, t2, t3, as shown in figure 4, wherein arrow instruction direction is thickness change side
To.It is basic subregion with the most area Hou t1, sets up t1 subregion respectively and the adjacent by stages t2, t3 is same spreads to angle laying
Thickness ratio relationship (by taking 0 ° spreads to angle overlay thickness as an example, other, which spread to angle laying, can also establish identical ratio): R1
=t10°/t20°, R2=t20°/t30°.Bonded composite Structural Design Requirement contrast ratio range carries out constraint appropriate: 1≤R1
≤ 1.2 (more apparent thickness changes from thick area to thin area), 0.85≤R2≤1.15 (relatively unsharp thickness change), if
Base thickness is relatively thin, then constraining bound can relax, for example, for 90 ° of layings, bound can be arranged to 0.5~
2.0, it, can be by constraint bound tightening if base thickness is thicker.A part of band by above-mentioned constraint as optimization constraint condition
Enter to Optimized model, Optimum Design Results can be such that 0 ° of laying in the area t3 is covered completely by the area t2, and 0 in the area t2 ° is spread
Also the area Neng Bei t1 covers floor, and while final guarantee part obtains optimal design parameters, 0 ° of laying is to connect in entire inside parts
Continuous.
Case two:
Fig. 5 show the optimization design partial parameters subregion of MA700 aircraft vertical stabilization covering, is arranged according to structure,
The area 10000x1 is the bonding pad of covering and beam, is the main Path of Force Transfer of aerofoil, and 1000011st area are root docking area, 1000081
Area is end docking area, is main supporting region, is the supporting region and common supporting region of load transition between remaining region, covering
Thickness is always transitioned into common supporting region by Gao Zaiqu, and reaches stable and uniform distribution at a certain thickness subregion.It uses
The SOL200 solver of Nastran, has worked out parameter Optimization Analysis file, and Fig. 6 show the corresponding 0 ° of overlay thickness in each region
Design variable and its ratio, from 1000011st to 1000041 area, 0 ° of thickness in thin area is the 0.8~1.0 of thick area, from
0 ° of thickness in 1000051st to 1000081 area, thin area is the 0.8~1.0 of thick area, and 1000041st to 1000051 area, and thickness becomes
Change is less apparent, and rate of change range is set to 0.8~1.1.
Other laying subregions and spreading also define in this way between angle.This model is optimized, box section knot is obtained
Structure overall weight 129.7Kg, compared with 8% or more same type aircraft vertical stabilization structural weight reduction, wherein siding optimizes weight
31.8Kg, covering parameter only need to be adjusted ply stacking-sequence, and after the check of intensity profession, without increasing laying, and intensity is abundant
Degree between 0.1~0.2, final wall panel structure detailed design weight be 32.5Kg (containing paint and fastener), optimization design and in detail
Thin design weight accordance is very consistent.
Claims (2)
1. a kind of optimization method for considering composite structure parametric continuity, which is characterized in that
Engineering structure Parameters Optimal Design is carried out after laying Path of Force Transfer determines, answers according to initial load distribution and structure
Power/Strain Distribution is horizontal, determines the optimization design subregion of part;
Extract the overlay thickness respectively spread in each laying subregion to angle;Take the area part Shang Hou or thin area as basic subregion, it is each
Spread to the overlay thickness at angle as basic parameter, construct basic subregion respectively spread to angle overlay thickness with adjacent sectors are same spreads to angle
Overlay thickness between ratio: R1, R2 ..., Rn;
The limitation of adjacent caliper zones thickness change is wanted according in the loading characteristic of structure and composite structure design requirement
It asks, a value interval is given to each ratio, and a part as optimization constraint condition is introduced into mathematical optimization models,
Optimization is submitted to calculate;
According to calculated result, the value interval of appropriate adjustment thickness ratio finally obtains composite structure and respectively spreads paving to angle
Thickness degree optimal value, while guaranteeing that a certain paving in thin area can covered in thick area to the overlay thickness at angle, make laying in phase
Adjacent by stages is continuous.
2. a kind of optimization method for considering composite structure parametric continuity according to claim 1, which is characterized in that
The part is the two-dimensional cell of covering or fine strain of millet web class.
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Cited By (2)
Publication number | Priority date | Publication date | Assignee | Title |
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CN114228190A (en) * | 2021-11-29 | 2022-03-25 | 吉林大学 | Continuous fiber reinforced composite part variable-thickness layering parameterization design method |
CN117910323A (en) * | 2024-03-15 | 2024-04-19 | 西北工业大学 | Double-Double layer composite material C-type Liang Bianhou DEG optimization method |
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CN114228190B (en) * | 2021-11-29 | 2024-04-26 | 吉林大学 | Variable-thickness layering parameterized design method for continuous fiber reinforced composite part |
CN117910323A (en) * | 2024-03-15 | 2024-04-19 | 西北工业大学 | Double-Double layer composite material C-type Liang Bianhou DEG optimization method |
CN117910323B (en) * | 2024-03-15 | 2024-05-31 | 西北工业大学 | Double-Double layer composite material C-type Liang Bianhou DEG optimization method |
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