living matter lab
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| tue || apr || 07 || ansys - introduction (in terman 104) ||  [http://biomechanics.stanford.edu/me309/me309_c03a.pdf t01] [http://biomechanics.stanford.edu/me309/me309_c03b.pdf t02] [http://biomechanics.stanford.edu/me309/me309_c03c.pdf t03] || ||
 
| tue || apr || 07 || ansys - introduction (in terman 104) ||  [http://biomechanics.stanford.edu/me309/me309_c03a.pdf t01] [http://biomechanics.stanford.edu/me309/me309_c03b.pdf t02] [http://biomechanics.stanford.edu/me309/me309_c03c.pdf t03] || ||
 
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| thu || apr || 09 || 1d strong and weak forms || chapter 3.1-3.4  || ||
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| thu || apr || 09 || 1d strong and weak forms || chapter 3.1,3.2,3.4  || ||
 
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| tue || apr || 14 || 1d model problems || chapter 3.5-3.8  || ||
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| tue || apr || 14 || 1d model problems || chapter 3.5,3.6,3.8  || ||
 
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| thu || apr || 16 || 1d discretization || chapter 4 ||[http://biomechanics.stanford.edu/me309/me309_h02.pdf h02] || h01
 
| thu || apr || 16 || 1d discretization || chapter 4 ||[http://biomechanics.stanford.edu/me309/me309_h02.pdf h02] || h01
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| tue || apr || 28 || multi d discretiation / triangles || chapter 7.2,7.6 || ||  
 
| tue || apr || 28 || multi d discretiation / triangles || chapter 7.2,7.6 || ||  
 
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| thu || apr || 30 || isoparametric concept || m04 || h03,h04 || h02
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| thu || apr || 30 || multi d discretiation / quads || chapter 7.4,7.5,7.8 || h03,h04 || h02
 
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| tue || may || 05 || stress calculation - error analysis || m05 || ||   
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| tue || may || 05 || multi d fem, scalar problems || chapter 8.1,8.3 || ||   
 
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| thu || may || 07 || stress calculation - error analysis || m06 || ||  
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| thu || may || 07 || multi d fem, vector problem || chapter 9.1,9.2 || ||  
 
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| tue || may || 12 || thermal analysis || m08 || || h03
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| tue || may || 12 || multi d fem, vector problem || chapter 9.3-9.7 || || h03
 
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| thu || may || 14 || thermal analysis || m08 || ||   
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| thu || may || 14 || 1d structural elements, beams || chapter 10.1,10.2 || ||   
 
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| tue || may || 19 || modeling errors - validation || m09 || ||   
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| tue || may || 19 || 1d structural elements, beams || chapter 10.3-10.5 || ||   
 
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| thu || may || 21 || midterm prep ||  ||  || h04
 
| thu || may || 21 || midterm prep ||  ||  || h04
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| thu || may || 28 || special topics in finite element analysis ||  ||  ||
 
| thu || may || 28 || special topics in finite element analysis ||  ||  ||
 
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| tue || jun || 02 || special topics in finite element analysis || ||  ||
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| tue || jun || 02 || special topics in finite element analysis || [http://biomechanics.stanford.edu/me309/me309_c0n.pdf c0n] ||  ||
 
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| thu || jun || 04 || no class ||  ||  ||
 
| thu || jun || 04 || no class ||  ||  ||

Revision as of 16:15, 25 March 2009

Contents

me309 - finite element analysis in mechanical design

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ellen kuhl, noe esparza
mandy philippine, steve bachmeier

spring 2009
tue thu 9:30-10:45
530-127

 

goals

basic concepts of finite elements, with applications to problems confronted by mechanical designers. linear static, modal, and thermal formulations; nonlinear and dynamic formulations. students implement simple element formulations. application of a commercial finite element code in analyzing design problems. issues: solution methods, modeling techniques features of various commercial codes, basic problem definition. Individual projects focus on the interplay of analysis and testing in product design and development. prerequisite: math103, or equivalent. recommended: me80, or equivalent in structural and/or solid mechanics; some exposure to principles of heat transfer.

grading

  • 50 % homework - 4 homework assignments, 12.5% each
  • 30 % midterm - closed book, closed notes, one single letter format page of notes
  • 20 % project - final homework project

syllabus

day date topic material hw due
tue mar 31 introduction chapter 1 c01
thu apr 02 motivation / direct approach chapter 2 h01
tue apr 07 ansys - introduction (in terman 104) t01 t02 t03
thu apr 09 1d strong and weak forms chapter 3.1,3.2,3.4
tue apr 14 1d model problems chapter 3.5,3.6,3.8
thu apr 16 1d discretization chapter 4 h02 h01
tue apr 21 1d finite elements chapter 5 h05
thu apr 23 multi d strong and weak forms chapter 6
tue apr 28 multi d discretiation / triangles chapter 7.2,7.6
thu apr 30 multi d discretiation / quads chapter 7.4,7.5,7.8 h03,h04 h02
tue may 05 multi d fem, scalar problems chapter 8.1,8.3
thu may 07 multi d fem, vector problem chapter 9.1,9.2
tue may 12 multi d fem, vector problem chapter 9.3-9.7 h03
thu may 14 1d structural elements, beams chapter 10.1,10.2
tue may 19 1d structural elements, beams chapter 10.3-10.5
thu may 21 midterm prep h04
tue may 26 midterm
thu may 28 special topics in finite element analysis
tue jun 02 special topics in finite element analysis c0n
thu jun 04 no class
fri jun 05 final projects due h05

textbooks

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fish j, belytschko t
a first course in finite elements, john wiley & sons, 2007

cook rd
finite element modeling for stress analysis, john wiley & sons, 1995

buchanan gr
schaum's outline of finite element analysis, mc graw hill, 1994

logan dl
a first course in the finite element method, cengage engineering, 2006