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This study introduces a groundbreaking multi-model method to simulate timber's complex behavior for improved conservation & performance

🧩Multi-Model Collaboration
📏Accurate Simulations
🔍Long-term Insights

buff.ly/9LUUpEW

#BioResJournal #OpenAccess #timberstructures #timberanalysis #FiniteElement

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Research summary: Perthes’ disease and cartilage stress In the last publication from my PhD thesis, I made a “digital twin” finite element model of the hip to predict damaging stresses in the cartilage during walking. I demonstrated this by simulating both hips in a single patient with Perthes’ deformity—one side affected and the other unaffected. The results of this demonstration showed the importance of considering not just the forces applied to the hip but also its motion, and similar techniques could be used to tailor patient-specific surgical or non-surgical management pathways for patients with residual Perthes’ deformity.

🎄 Early Christmas present! 🎄

I managed to squeeze one more paper out of my PhD, and here's my web summary. Plus some juicy behind-the-scenes details!

lukejohns.online/research/perthes_dynamic...

#academia #biomechanics #perthes #finiteelement

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Multiphysics finite element simulation of a MEMS electrothermal actuator, performed using Elmer FEM Solver (v9, 2025) and visualized in ParaView 6.

#ElmerFEM #MEMS #FiniteElement #Simulation

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Senior Research Fellow – IIT Goa, India | HigherJobz Apply for a Senior Research Fellow (SRF) position in Computational Mathematics at IIT Goa, India. MSc + GATE/NET- Deadline: 8 Nov 2025

Senior Research Fellow (SRF) – IIT Goa, India
🎓 MSc (Mathematics) + GATE/NET
💻 Work on Finite Element Analysis of Navier–Stokes & Darcy problems
📅 Deadline: 8 Nov 2025
🔗 higherjobz.com/senior-resea...

#ResearchJobs #MathJobs #AcademicJobs #IndiaJobs #ComputationalMathematics #FiniteElement

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New Energy-Stable Finite Element Method for 3D Willmore Flow

New Energy-Stable Finite Element Method for 3D Willmore Flow

The new ES‑PFEM is fully implicit, allowing larger time steps, and uses tangential velocity control to preserve mesh quality during Gauss curvature flow simulations. getnews.me/new-energy-stable-finite... #energystable #finiteelement

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L2‑Stable Local Projections for Finite Elements via Alfeld Splits

L2‑Stable Local Projections for Finite Elements via Alfeld Splits

Researchers presented L2‑stable projections that commute with gradient, curl and divergence, built via Alfeld splits on simplicial meshes and preserving boundary conditions. getnews.me/l2-stable-local-projecti... #finiteelement #alfeldsplit

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Stationarity-Preserving Finite Element Scheme for Hyperbolic Laws

Stationarity-Preserving Finite Element Scheme for Hyperbolic Laws

Researchers introduced a finite element scheme that preserves steady states for multi‑dimensional linear hyperbolic balance laws, achieving machine‑precision equilibrium. Read more: getnews.me/stationarity-preserving-... #finiteelement #hyperbolic

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COMMET speeds finite element simulations via vectorized neural updates

COMMET speeds finite element simulations via vectorized neural updates

COMMET speeds up finite element simulations by over three orders of magnitude using batch‑vectorized neural constitutive updates and MPI‑based parallelism. Read more: getnews.me/commet-speeds-finite-ele... #commet #finiteelement #neuralnetworks

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Efficient FEM for Shape Reconstruction in Inverse Conductivity

Efficient FEM for Shape Reconstruction in Inverse Conductivity

A new finite element method reconstructs object shapes from a single linear solve, cutting computation time by about tenfold versus traditional iterative techniques. getnews.me/efficient-fem-for-shape-... #inverseconductivity #finiteelement

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New Convergent Finite Element Method for Two-Phase Stokes Flow

New Convergent Finite Element Method for Two-Phase Stokes Flow

Researchers present the first convergence proof for an iso-parametric FEM simulating two-phase Stokes flow with surface tension, submitted 24 September 2025. Read more: getnews.me/new-convergent-finite-el... #finiteelement #twophaseflow

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New Finite Element Method Boosts Inverse Robin Reconstruction

New Finite Element Method Boosts Inverse Robin Reconstruction

Study presents a finite element scheme using first‑order Lagrange elements that achieves second‑order convergence for inverse Robin problems, reducing error roughly fourfold as mesh halves. getnews.me/new-finite-element-metho... #inverserobin #finiteelement

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Comparing Finite Elements for Strain‑Gradient Elasticity

Comparing Finite Elements for Strain‑Gradient Elasticity

Researchers released comparison of finite‑element methods for strain‑gradient elasticity with Firedrake and FEniCS; code and meshes are available as of September 2025. Read more: getnews.me/comparing-finite-element... #finiteelement #opensource

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New Finite Element Scheme Improves Tumor Growth Modeling Accuracy

New Finite Element Scheme Improves Tumor Growth Modeling Accuracy

Finite element scheme couples a Cahn–Hilliard phase‑field model with a nutrient reaction‑diffusion equation, using a scalar variable for energy‑stable simulations. September 2025. Read more: getnews.me/new-finite-element-schem... #finiteelement #sav

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Structure‑Preserving Finite Element Scheme for Visco‑Resistive MHD

Structure‑Preserving Finite Element Scheme for Visco‑Resistive MHD

Finite‑element MHD scheme conserves mass, energy and a divergence‑free magnetic field; it succeeded on a Rayleigh‑Bénard convection benchmark. Read more: getnews.me/structure-preserving-fin... #magnetohydrodynamics #finiteelement

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Immersed FEM combines skeletal and standard finite elements to solve elliptic interface problems

Immersed FEM combines skeletal and standard finite elements to solve elliptic interface problems

A new immersed skeletal FEM solves elliptic interface problems on unfitted meshes, delivering optimal H¹ convergence and L² accuracy. Read more: getnews.me/immersed-fem-combines-sk... #immersedfem #finiteelement

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Stable Finite Element Scheme for Planar Willmore Flow with BGN Motion

Stable Finite Element Scheme for Planar Willmore Flow with BGN Motion

A new stable finite element scheme for planar Willmore flow adds Barret‑Garcke‑Nürnberg tangential motion, delivering unconditional energy stability and uniform mesh spacing. getnews.me/stable-finite-element-sc... #willmoreflow #finiteelement

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Symmetry and Positivity of Tensor Spring Constants Using P1 FEM

Symmetry and Positivity of Tensor Spring Constants Using P1 FEM

Researchers proved the spring‑constant matrix from a P1 FEM is symmetric for 2‑D and 3‑D bodies and positive‑definite when mesh quality is good and Poisson ratio stays realistic. Read more: getnews.me/symmetry-and-positivity-... #finiteelement #elasticity

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