V21 Full Crack Better ((hot)) | Plaxis 2d

Plaxis 2D V21 – Modeling Full Cracks (and How the New Features Make It Better)


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5. Tips & Best Practices

| Tip | Reason | |-----|--------| | Pre‑define multiple possible crack lines | If you are unsure where the crack will open, place several candidate joints and assign a low normal stiffness (e.g., 10 kN/m³). The one experiencing the highest tensile stress will open first. | | Use a “soft” normal stiffness instead of exactly zero when the solver struggles with convergence. | A tiny residual stiffness (1–10 kN/m³) stabilises the linear system while still allowing realistic opening (> mm). | | Check element aspect ratios – Keep the height/width ratio of elements adjacent to the crack ≤ 5. | Poor aspect ratios amplify numerical artefacts near the discontinuity. | | Validate against a simple analytical solution (e.g., a cantilever beam with a crack). | Guarantees that your joint properties are correctly defined before tackling complex geometry. | | Leverage the Phase‑Field module for verification – Run a quick phase‑field simulation of the same geometry. | If both approaches predict a similar crack path, you have confidence in the line‑element model. | | Document the joint parameters – Keep a small table (in your report) of kn, ks, φ, c, and cut‑off for every joint. | Makes model review and future updates straightforward. | | Avoid “over‑refining” – Excessive mesh density can cause extremely small time steps and long run times. Use adaptive refinement only where needed. | | Use the “Joint Slip” result type to evaluate whether the crack is sliding or just opening. | Helps decide if you need to increase φ or add cohesion. | Plaxis 2d V21 Full Crack BETTER


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4.2. Material & Joint Definition

| Step | Action | |------|--------| | 1 | Define the bulk material (e.g., Concrete, Rock Mass) using a suitable model (Mohr‑Coulomb, Hardening Soil, etc.). | | 2 | Create a new Joint (type = J2):
– Normal stiffness kn = 0 (or 1 kN/m³ if you want a tiny residual).
– Shear stiffness ks = E/(2(1+ν)) × thickness (or simply set a high value). | | 3 | Set Tension cut‑off = ON; define the Cut‑off stress = 0 kPa (pure tension). | | 4 | Assign Friction angle φ according to the material (e.g., 0° for a pure crack, 20°–30° for a joint). | | 5 | (Optional) Add a Cohesion value if the crack is partially cohesive (e.g., 5 kPa). | | 6 | Link the joint to the line elements: Assign → Joint → J2 → select the line(s). | Legal Implications