Birk, C.
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1

Transient thermoelastic fracture analysis of functionally g..:

Iqbal, M.D. ; Birk, C. ; Ooi, E.T...
Theoretical and Applied Fracture Mechanics.  127 (2023)  - p. 104056 , 2023
 
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2

Construction of generalized shape functions over arbitrary ..:

Xiao, B ; Natarajan, S ; Birk, C...
International Journal for Numerical Methods in Engineering.  124 (2023)  17 - p. 3603-3636 , 2023
 
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3

Three-dimensional phase-field modeling of brittle fracture ..:

Assaf, R. ; Birk, C. ; Natarajan, S..
Computer Methods in Applied Mechanics and Engineering.  399 (2022)  - p. 115364 , 2022
 
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4

Thermoelastic fracture analysis of functionally graded mate..:

Iqbal, M.D. ; Birk, C. ; Ooi, E.T....
Engineering Fracture Mechanics.  264 (2022)  - p. 108305 , 2022
 
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6

Development of the scaled boundary finite element method fo..:

Iqbal, M.D. ; Birk, C. ; Ooi, E.T..
Computer Methods in Applied Mechanics and Engineering.  387 (2021)  - p. 114106 , 2021
 
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7

A polygon scaled boundary finite element formulation for tr..:

Ooi, E.T. ; Iqbal, M.D. ; Birk, C....
Engineering Fracture Mechanics.  240 (2020)  - p. 107300 , 2020
 
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8

Coupled acoustic response of two-dimensional bounded and un..:

Birk, C. ; Liu, L. ; Song, Ch.
Journal of Computational Physics.  310 (2016)  - p. 252-284 , 2016
 
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9

A physically and geometrically nonlinear scaled‐boundary‐ba..:

Behnke, R. ; Mundil, M. ; Birk, C..
International Journal for Numerical Methods in Engineering.  99 (2014)  13 - p. 966-999 , 2014
 
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10

A high‐order approach for modelling transient wave propagat..:

Chen, D. ; Birk, C. ; Song, C..
International Journal for Numerical Methods in Engineering.  97 (2013)  13 - p. 937-959 , 2013
 
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11

A modified scaled boundary finite element method for three‐..:

Birk, C. ; Behnke, R.
International Journal for Numerical Methods in Engineering.  89 (2011)  3 - p. 371-402 , 2011
 
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12

A local high-order doubly asymptotic open boundary for diff..:

Birk, C. ; Song, Ch.
Journal of Computational Physics.  229 (2010)  17 - p. 6156-6179 , 2010
 
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13

A continued-fraction approach for transient diffusion in un..:

Birk, C. ; Song, Ch.
Computer Methods in Applied Mechanics and Engineering.  198 (2009)  33-36 - p. 2576-2590 , 2009
 
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15

A comparison of infinite Timoshenko and Euler–Bernoulli bea..:

Ruge, P. ; Birk, C.
Journal of Sound and Vibration.  304 (2007)  3-5 - p. 932-947 , 2007
 
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