fem lecture_2014 [compatibility mode]-1
TRANSCRIPT
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Good PracticeGood Practicein in
Abbas Bayatfar Abbas Bayatfar Assistant & Research Engineer Assistant & Research Engineer
SeptemberSeptember October 2014October 2014
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ContentsContents
IntroductionIntroduction
FEFE ModellingModelling
Sep. - Oct. 2014
na ys sna ys sE erciseE ercise
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FEM !e"initionFEM !e"inition
IntroductionIntroduction
The finite element method is a computer-based numerical technique typically used to solve field
problems in engineering and science.
The fundamental concept involves dividing the body under study (the domain of the solution) into a
Sep. - Oct. 2014
.
The approximated variation is quantified in terms of solution values at special locations across each
element which is called nodes .
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FEM #rocedureFEM #rocedure
IntroductionIntroduction
Dividing the structure into a finite number of pieces (elements with nodes)
Describing the behaviour of physical quantities on each element
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whole structure
Solving the system of equations involving unknown quantities at the nodes (e.g. displacements)
Calculating desired quantities (e.g. strains and stresses) at selected elements
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FEM So"t$are #ac%agesFEM So"t$are #ac%ages
IntroductionIntroduction
ANSYSELFEN
GENESIS
MSC/NASTRAN
ADINAABAQUS
ALGOR
SAMCEFSTARDYNE
MARC
NISA/DISPLAY
Sep. - Oct. 2014
STARS
PAM
FEM ApplicationsFEM Applications Static
Modal
Transient dynamics
Aerodynamics
Heat transfer
Fluid mechanics
Mechanisms
Fracture mechanics
Creep
Metal forming
Crashworthiness
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FEM ApplicationsFEM Applications
IntroductionIntroduction
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FEM ApplicationsFEM Applications
IntroductionIntroduction
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FEM ApplicationsFEM Applications
IntroductionIntroduction
Sep. - Oct. 2014
by RAPID
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by REVA
by ICARE by RANS
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FEM ApplicationsFEM Applications
IntroductionIntroduction
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by COMET
by FLUENT
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FEM ApplicationsFEM Applications
IntroductionIntroduction
Sep. - Oct. 2014 10Good Practice in FEM (by A. Bayatfar)
by MSC/PATRAN
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FEM ApplicationsFEM Applications
IntroductionIntroduction
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FEM ApplicationsFEM Applications
IntroductionIntroduction
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FEM ApplicationsFEM Applications
IntroductionIntroduction
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FEM ApplicationsFEM Applications
IntroductionIntroduction
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FEM ApplicationsFEM Applications
IntroductionIntroduction
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FEM ApplicationsFEM Applications
IntroductionIntroduction
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Ad&antages ' !ra$bac%s Ad&antages ' !ra$bac%s
IntroductionIntroduction
The FEM is applied to an approximation of the mathematical model of a system (the source of so-called
inherited errors)
Experience and judgment is needed in order to construct a good finite element model
Sep. - Oct. 2014
Input and output data may be large and tedious to prepare and interpret transient dynamics
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E tent ' (eometryE tent ' (eometry
FE ModellingFE Modelling
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E tent ' (eometryE tent ' (eometry
FE ModellingFE Modelling
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from NAPA
from RhinoMarinefrom MAXSURF
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E tent ' (eometryE tent ' (eometry
FE ModellingFE Modelling
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E tent ' (eometryE tent ' (eometry
FE ModellingFE Modelling
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Mec)anical #roperties o" MaterialMec)anical #roperties o" Material
FE ModellingFE Modelling
200
300
400
500
600
S t r e s s [ N / m m ^ 2 ]
150
200
250
300
350
r e s s
[ N / m m
^ 2 ]
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0
100
0 0.212 2.802 7.312
Strain[%]
0
50
100
0 0.15 3
Strain [%]
S t
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