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F a l l 2 0 1 6 ME 4 9 8 C A 1 L o a d i n g & A n a l y s i s C o mp u t a t i o n a l S c i e n c e a n d E n g i n e e r i n g CSE.ILLINOIS.EDU A B A Q U S L o a d i


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CSE.ILLINOIS.EDU

ME 4 9 8 C A 1 F a l l 2 1 6

L

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d i n g & A n a l y s i s

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CSE.ILLINOIS.EDU

A B A Q U S L

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d i n g

P r i m a r y R e f e r e n c e s

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d s E d i t i

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, § 1 1  A b a q u s T h e

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y M a n u a l , § 2 , 6

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CSE.ILLINOIS.EDU

A B A Q U S L

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d i n g

P r e s c r i b e d L

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concentrated force uniform field variable field degree of freedom analytical field

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CSE.ILLINOIS.EDU

A B A Q U S L

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d i n g

L

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n a l y s i s s t e p s ( n

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y n a m i c : “ e x c e s s i v e p l a s t i c i t y ”

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CSE.ILLINOIS.EDU

A B A Q U S L

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d i n g

S t e p M

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u l e

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n i t i a l s t e p

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n a l y s i s s t e p s ( n

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p r e d e fj n e d c

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s )

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l i n e a r / l i n e a r , s t a n d a r d / e x p l i c i t )

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i n e a r p e r t u r b a t i

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s t e p s ( l i n e a r / s t a n d a r d ) U s i n g t h e p r e v i

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s l

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d / d e f

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s t a t e a s a b a s i s , s i m u l a t e a l i n e a r p e r t u r b a t i

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d s a r e s p e c i fj e d a b s

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a l a c c r u a l s . E . g . , 1 N 3 N s h

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1 t h e n 2 )

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CSE.ILLINOIS.EDU

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d i n g

S t e p M

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u l e —L

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d M a n a g e r

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n i t i a l s t e p

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n a l y s i s s t e p s ( n

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l i n e a r / l i n e a r , s t a n d a r d / e x p l i c i t )

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i n e a r p e r t u r b a t i

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s t e p s ( l i n e a r / s t a n d a r d )

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s i n g t h e p r e v i

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s l

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d / d e f

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m a t i

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s t a t e a s a b a s i s , s i m u l a t e a l i n e a r p e r t u r b a t i

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l g e

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d s a r e s p e c i fj e d a b s

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a l a c c r u a l s . E . g . , 1 N 3 N s h

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l d s p e c i f y 1 , t h e n 3 → ( n

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1 t h e n 2 )

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S t e p M

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u l e

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a l t i m e i n c r e a s e s t h r

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g h

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t a l l g e n e r a l s t e p s

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t e p t i m e b e g i n s a t z e r

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e a c h s t e p

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CSE.ILLINOIS.EDU

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O u t p u t R e q u e s t s

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u n c

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p l e x s i m u l a t i

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s i n s t a g e s

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e s t a r t s t

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e s v a l u e s i n : res ( A b a q u s / S t a n d a r d ) adq ( A b a q u s / E x p l i c i t )

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i n t e r v a l b y d e f a u l t

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e r t y , M e s h , p r i

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S t e p s .

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s a m e n a m e r e q .

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y

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fj l e —d e f a u l t

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t p u t ( t a b u l a r )  v a r i a b l e s

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i n t e r e s t  r e g i

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t

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a l A n a l y s i s

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a l m

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e t r y F e a t u r e s  3 D / 2 D / A x i s y mme t r i c  P a r t T y p e : D e f

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ma b l e / D i s c r e t e r i g i d / A n a l y t i c a l r i g i d / E u l e r i a n  S h a p e : S

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i d / S h e l l / Wi r e ( B e a m) / P

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e t r y F e a t u r e s

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i r e ( B e a m )

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e d i m e n s i

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s i g . g r e a t e r , s t r e s s m

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t i m p . s e c t i

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p

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n t (

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e t r y F e a t u r e s

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i r e ( B e a m )

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e d i m e n s i

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s i g . g r e a t e r , s t r e s s m

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t i m p . s e c t i

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p

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n t (

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d i n g

G e

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e t r y F e a t u r e s

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h e l l

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e d i m e n s i

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s i g . s m a l l e r , s t r e s s i n s i g . s e c t i

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p

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n t (

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i e n t a t i

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) R H r u l e f

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n

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m a l