Chapter 7.2 Composites Flashcards

1
Q

composite material

A

consists of two or more materials producing together desirable properties that cannot be achieved by any of the constituents alone

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2
Q

purpose of composites

A

higher stiffness, strength fatigue life, wear resistance and corrosion resistance, reduced weight, less thermal expansion

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3
Q

ply

A

the smallest unit of laminate

homogeneous, continuous, obeys Hooke’s law

but not isotropic!

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4
Q

laminate assumptions

A
  1. laminate thickness is very small compared to its other dimensions
  2. plies of the laminate are perfectly bonded
  3. lines perpendicular to the surface of the laminate remain straight and perpendicular to the surface after deformation
  4. ply and laminate are linear elastic
  5. through-the-thickness stresses and strains are negligible (2D stress state)
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5
Q

A16 and A26

A

equal zero when stack is balanced

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6
Q

B matrix

A

couples bending stresses with normal force

equals zero when stack is symmetric

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7
Q

D matrix

A

bending stiffness matrix relating the curvature to the bending moments

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8
Q

von Mises

A

is not adequate for brittle materials!

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9
Q

Puck’s failure criterion

A

2 failure modes:
1. fiber fracture FF: simultaneous breaking of thousands of filaments in a ply (final failure)
2. inter-fiber fracture IFF (resin failure): macroscopic crack which runs parallel to the fibers and separates an isolated UD-layer into two pieces (not necessarily final failure)

action plane and fracture plane

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10
Q

action plane / fracture plane

A

action plane: plane with maximal loading with respect to a certain stress component

fracture plane: plane in which the fracture occurs

the fracture plane where IFF occurs is the action plane where the critical stress combination is applied

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11
Q

resistances

A

R||t&raquo_space; R||c because of microbuckling in compression which reduces the strength

R|_ t is very small, that’s why we have 90deg layers

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12
Q

fiber fracture FF

A

simultaneous breaking of thousands of filaments

final failure

primarily caused by stresses acting parallel to fibers

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13
Q

inter-fiber fracture IFF

A

the interaction between normal and shear stresses

mode A: transverse tensile stress and/or longitudinal shear stress fracture

mode B: longitudinal shear stress fracture, while transverse stress is compressive

mode C: most dangerous, forbidden to tolerate, implies risk of delamination

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14
Q

structure sizing

A

tensile/compressive FF: increase thickness (nr of plies) of the corresponding ply direction

tensile IFF (mode A): increase thickness of perpendicular oriented plies

compressive IFF (mode B): increase thickness of +45/-45 oriented plies with respect to failed ply

compressive IFF (mode C): increase thickness of perpendicular oriented plies

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15
Q

no more than […] plies oriented in the same direction o top of each oter

A

4

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16
Q

composite safety approaches

A
  1. first ply failure (FPF): complete laminate is considered t fail when the first matrix crack or fiber breakage occurs (most conservative)
  2. last ply failure (LPF): complete laminate is considered to fail only when the very last ply fails (something fails, you degrade data, run the analysis again until last ply fails)
  3. first fiber failure (FFF): complete laminate is considered to fail when the first fiber breakage occurs (matrix can fail, fiber cannot) (usual approach)
17
Q

damage tolerance evaluation

A

is intended to ensure that should serious fatigue, corrosion or accidental damage occur within the operational life of the airplane, the remaining structure can withstand reasonable loads without failure or excessive structural deformation until the damage is detected

18
Q

damage tolerance in metallic structures

A

damage propagation within metallic structures is relatively slow and well controlled

it must be demonstrated that the structure’s residual strength will always be higher than limit loading

19
Q

damage tolerance in composite structures

A

composite materials are almost insensitive to fatigue, but are very sensitive to impact

inspection intervals are based on environmental deterioration and accidental damage ratings

the loss of strength due to impact might reach 50-70% and it is hard to detect

the impact damage is often visible from the unimpacted site (which is often unaccessible)

compression strength is most affected by the impact damage, because of the delaminations

20
Q

curve of residual compressive strength

A

defines the loads that a structure needs to withstand

three sizing areas:
1. barely visible damage (BVD)
2. visible impact damage (VIB)
3. obviously detectable damage

21
Q

barely visible impact damage (BVID)

A

structure must withstand the ultimate loading throughout the lifespan of the aircraft

< 0.5 mm indentation

22
Q

visible impact damage (VID)

A

structure must withstand only the limit loading, and the damage must be repaired as quickly as possible

< 2 mm indentation

23
Q

obviously detectable damage

A

structure must withstand the flight loads, and the damage must be repaired

sometimes needs clearance (plane repair on spot)

> 2 mm indentation

24
Q

compression after impact (CAI) test

A

test conducted in order to determine the residual strength

for a simple laminate, after the CAI test, we observe two types of matrix cracking:
1. vertical matrix cracks in the lower part of the laminate due to high transverse stress sig_t
2. matrix cracks at 45deg at the centre of the laminate under the impactor due to high out-of-plane shear stress

two damage phenomena leading to fracture are observed:
1. buckling of sub-laminates delaminated during impact (very bad)
2. propagation of compressive fibre fractures of plies oriented along the loading direction

test outcomes: longitudinal residual strain and shear residual stress

25
Q

knock-down factors

A

B-Value, impact and notch sensitivity, environment (hot/wet), required safety factor decrease the allowed strain level to around 33% of (reference) material values

26
Q

composite column buckling

A

differs from metallic column buckling due to no plasticity (no yield)

two cases for flange crippling: one-edge-free / no-edge-free

27
Q

composite panel buckling

A

special case: D16 and D26 are negligible (special orthotropic)

boundary conditions:
1. biaxial loading, all edges simply supported
2. uniaxial loading, 3 edges SS and 1 edge free
3. shear loading, all edges simpliy supported

28
Q

increasing critical buckling stress of a composite panel

A
  1. decrease the width of the panel b
  2. decrease the aspect ratio alfa
  3. increase thickness t
  4. “improve” stacking sequence