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Introduction Days MSc Structural Engineering, TU Delft, 2 September 2019 COMPUTATIONAL MECHANICS 0.00e+00 3.30e+00 0.00e+00 3.30e+00 0.00e+00 3.30e+00 0.00e+00 3.30e+00 3.3 0.0 Bert Sluys Chair Computational Mechanics Applied Mechanics section Department Materials, Mechanics, Management & Design (3MD) Faculty of Civil Engineering and Geosciences, TU Delft

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Page 1: COMPUTATIONAL MECHANICS - u-base.org · COMPUTATIONAL MECHANICS Computational methods in nonlinear solid mechanics (CIE5142) We will teachyou: •difference in material and geometrical

Introduction Days MSc Structural Engineering, TU Delft, 2 September 2019

COMPUTATIONAL MECHANICS

0.00e+00

3.30e+00

0.00e+00

3.30e+00

0.00e+00

3.30e+00

0.00e+00

3.30e+003.3

0.0

Ber t SluysChair Computational Mechanics

Applied Mechanics sectionDepar tment Mater ials, Mechanics, Management & Design (3MD)Faculty of Civil Engineering and Geosciences, TU Delft

Page 2: COMPUTATIONAL MECHANICS - u-base.org · COMPUTATIONAL MECHANICS Computational methods in nonlinear solid mechanics (CIE5142) We will teachyou: •difference in material and geometrical

COMPUTATIONAL MECHANICS

Mainl y within Structural Mechanics specialization:

• Dynamics courses• Str uctural element courses (beams, plates, shells)• Computational mechanics courses

Preferred sequence for computational mechanics "packa ge":

• Analysis of slender structures (CIE4190, Q1, 4 ECTS)• Introduction to the Finite Element Method (CIE5123, Q3, 4 ECTS)• Computational methods in nonlinear solid mechanics (CIE5142, Q4, 3 ECTS)• Computational modelling of structures (CIE5148, Q1/Q5, 4 ECTS)

Page 3: COMPUTATIONAL MECHANICS - u-base.org · COMPUTATIONAL MECHANICS Computational methods in nonlinear solid mechanics (CIE5142) We will teachyou: •difference in material and geometrical

COMPUTATIONAL MECHANICS

Introduction to the Finite Element Method (CIE5123)

We will teac h you:• background mathematics/mechanics• FEM solution procedures• simple FEM programming, insight in structure FEM code• modelling with FEM• how to inter prete FEM results

Page 4: COMPUTATIONAL MECHANICS - u-base.org · COMPUTATIONAL MECHANICS Computational methods in nonlinear solid mechanics (CIE5142) We will teachyou: •difference in material and geometrical

COMPUTATIONAL MECHANICS

Computational methods in nonlinear solid mechanics (CIE5142)

We will teac h you:• difference in material and geometrical nonlinearities• nonlinear solution techniques (Newton-Raphson procedures)• nonlinear constitutive modelling (plasticity, damage, fracture)• simple nonlinear FEM programming, structure of nonlinear FEM code• issues as bifucation, stability, convergence, mesh sensitivity etc.

Page 5: COMPUTATIONAL MECHANICS - u-base.org · COMPUTATIONAL MECHANICS Computational methods in nonlinear solid mechanics (CIE5142) We will teachyou: •difference in material and geometrical

COMPUTATIONAL MECHANICS

Computational methods in nonlinear solid mechanics (CIE5142)

• Novel/robust FE-techniques (XFEM) for arbitrar y crack propagation (left)and multiple/competing fracture mechanisms in composites (right)

Page 6: COMPUTATIONAL MECHANICS - u-base.org · COMPUTATIONAL MECHANICS Computational methods in nonlinear solid mechanics (CIE5142) We will teachyou: •difference in material and geometrical

COMPUTATIONAL MECHANICS

Recent MSc-projects in Computational Mechanics group:

• Numer ical modelling of cone cracking in ceramics via indentation• The Virtual Element Method - Applications to linear and gradient elasticity• FE analysis to assess the protective capabilities of helmets against blast loads• FE and BE modelling of geothermal structures• FE modelling of fiber reinforced composites• Numer ical framework for ageing and fatigue in laminated composites

Page 7: COMPUTATIONAL MECHANICS - u-base.org · COMPUTATIONAL MECHANICS Computational methods in nonlinear solid mechanics (CIE5142) We will teachyou: •difference in material and geometrical

COMPUTATIONAL MECHANICS

Ongoing challenging MSc-project(s) on metamaterials

• So-called auxetic material with a negative Poisson’s ratio• Mater ials demonstrate increased indentation resistance and shear stiffness• Beautiful!! But, what about strength and durability properties....

Page 8: COMPUTATIONAL MECHANICS - u-base.org · COMPUTATIONAL MECHANICS Computational methods in nonlinear solid mechanics (CIE5142) We will teachyou: •difference in material and geometrical

COMPUTATIONAL MECHANICS

Ongoing challenging MSc-project(s) on geothermal energy/energy piles

• Provide geothermal heating to buildings• FEM/BEM modelling of mechanical behaviour and heat flow in

shallow geother mal systems• Optimize geother mal systems w.r.t. efficiency (reduce energy loss)