SimScale Cloud FEA: Static Structural, Dynamic, and Thermal Analysis
A guide to cloud-based FEA in SimScale covering static structural analysis, modal and harmonic analysis, thermal stress, nonlinear material behavior, and leveraging cloud computing for structural simulation without local hardware.

SimScale Cloud FEA: Static Structural, Dynamic, and Thermal Analysis
When I first tried SimScale for structural analysis, I was skeptical. Code_Aster as the solver? I'd never heard of it outside of academic circles. But after running a few benchmarks against ANSYS, I was surprised — the results matched within 2% for linear static, and the nonlinear contact worked fine too. It's not as feature-rich as Abaqus, but for most day-to-day structural work, it does the job. Here's how I set up FEA simulations in SimScale.
Cloud FEA Advantages
No Local Hardware
- No workstation: Run from any laptop with a browser
- No software install: Web-based platform
- Cloud HPC: Up to 32 cores per simulation
- No license server: No FLEXlm or network license management
- Collaboration: Share projects with team via URL
Supported Analysis Types
- Static structural: Linear and nonlinear
- Dynamic: Modal, harmonic, transient
- Thermal: Steady-state and transient
- Thermomechanical: Coupled thermal-structural
- Fatigue: High-cycle and low-cycle fatigue
Static Structural Analysis
Setup
- Create project > Import CAD (STEP, IGES, Parasolid)
- Assign materials:
- Steel: E = 200 GPa, ν = 0.3, ρ = 7850 kg/m³, σy = 250 MPa
- Aluminum: E = 71 GPa, ν = 0.33, ρ = 2700 kg/m³, σy = 280 MPa
- Titanium: E = 110 GPa, ν = 0.34, ρ = 4500 kg/m³, σy = 880 MPa
- Custom: Define E, ν, ρ, yield strength
- Assign material to each body in assembly
Mesh
- SimScale auto-mesh:
- Mesh type: Tetrahedral (default) or hex dominant
- Fineness: 1-10 (5 = moderate, 8 = fine)
- Local refinements: On faces, edges, or volumes
- Mesh quality:
- Aspect ratio: < 20
- Skewness: < 0.8
- Element quality: > 0.1
- For stress concentrations:
- Add face sizing on fillets, holes, notches
- Element size: 0.5-2mm at critical regions
Boundary Conditions
- Fixed support: Select faces or edges (all 6 DOF fixed)
- Remote displacement: Constraint at a remote point
- Cylindrical support: On cylindrical faces (radial, axial, tangential)
- Symmetry: On symmetry plane (reduces model size)
Loads
- Force: On faces, edges, or vertices (N)
- Pressure: On faces (Pa) — normal to surface
- Moment: On faces or edges (N·m)
- Gravity: Body force (9.81 m/s² in specified direction)
- Remote force: Force applied at a remote point
- Bearing load: On cylindrical faces (radial pressure distribution)
Results
- Equivalent stress (von Mises): σvm contour
- Compare to yield: σvm < σy → safe
- Displacement: Total and directional
- Check: Within allowable deflection
- Safety factor: SF = σy / σvm
- Target: SF > 1.5 (static), > 2.0 (dynamic)
- Strain: Elastic and plastic (if nonlinear)
- Reaction forces: At supports (should balance loads)
Nonlinear Analysis
Material Nonlinearity
- Material > Plasticity:
- Bilinear: Yield stress + tangent modulus
- Multilinear: Stress-strain curve (true stress vs. true strain)
- Analysis type: Static structural, nonlinear
- Set:
- Nlgeom: ON (large deformation)
- Incrementation: Automatic (auto-step) or manual
- Results:
- Plastic strain: Permanent deformation
- Residual stress: After unloading
- Load-displacement curve: Nonlinear response
Contact
- Contacts > Define contact pairs:
- Bonded: Surfaces glued (no relative motion)
- Sliding: Frictionless or frictional
- Coulomb friction: μ (friction coefficient)
- SimScale auto-detects contacts in assemblies
- For nonlinear contact:
- Normal behavior: Hard contact (no penetration)
- Tangential behavior: Penalty (Coulomb friction)
Modal Analysis
Setup
- Analysis type: Modal analysis
- Define supports (same as static)
- Set number of modes: 6-20 (typical)
- No loads required (modal is eigenvalue analysis)
Results
- Natural frequencies: Listed in Hz
- Mode 1: First bending
- Mode 2: First torsional
- Mode 3: Second bending
- etc.
- Mode shapes: Deformation pattern per mode
- Effective mass: Per mode per direction
- Sum should be > 90% of total mass
- Participation factor: Importance of each mode
Resonance Check
- Identify excitation frequencies:
- Rotating equipment: f = RPM / 60
- AC frequency: 50 or 60 Hz
- Blade passing: f = RPM × Nblades / 60
- Compare to natural frequencies:
- Safe: fnat / fexc > 1.5 or < 0.67
- Resonance risk: Within ±20% of excitation
Harmonic Analysis
Setup
- Analysis type: Harmonic response
- Link to modal analysis (uses mode shapes)
- Set:
- Frequency range: 0-200 Hz (cover modes of interest)
- Number of intervals: 100-500
- Damping ratio: 2-5% (steel), 5-10% (bolted joints)
- Apply harmonic load:
- Force: Magnitude and direction
- Base excitation: For rotating equipment
Results
- Frequency response: Amplitude vs. frequency
- Peaks at resonance (natural frequencies)
- Phase response: Phase angle vs. frequency
- Stress at resonance: Maximum stress at resonant frequency
- Amplification factor: Q = 1 / (2ζ) at resonance
Thermal Analysis
Steady-State Thermal
- Analysis type: Heat transfer, steady-state
- Materials:
- Thermal conductivity (k): W/m·K
- Density (ρ): kg/m³
- Specific heat (Cp): J/kg·K
- Boundary conditions:
- Temperature: Fixed temperature (°C)
- Heat flux: W/m² on surface
- Heat flow: W on surface or volume
- Convective heat flux: h (W/m²·K) and T_ambient
- Radiation: Emissivity and T_ambient
- Results:
- Temperature distribution: Contour plot
- Heat flux: Direction and magnitude
- Maximum temperature: Location and value
Transient Thermal
- Analysis type: Heat transfer, transient
- Set:
- Initial temperature: Uniform or from steady-state
- End time: Total simulation time (s)
- Time step: Based on Fourier number
- Time-dependent boundary conditions:
- Tabular: Time-value pairs
- Example: Heat source turns on at t=10s, off at t=60s
- Results:
- Temperature vs. time: At probe points
- Temperature at specific times: Snapshots
- Time to steady-state: When temperature stabilizes
Thermomechanical Analysis
- Analysis type: Thermomechanical (coupled)
- Setup:
- Run thermal analysis first (steady-state or transient)
- Import temperature field as load in structural analysis
- Material:
- CTE (α): Coefficient of thermal expansion (×10⁻⁶/°C)
- Reference temperature: Tref (stress-free temperature)
- Thermal strain: εth = α × (T - Tref)
- Results:
- Thermal stress: From constrained thermal expansion
- Total deformation: Mechanical + thermal
- Combined stress: Mechanical + thermal stress
- Safety factor: Must account for temperature-dependent properties
Fatigue Analysis
High-Cycle Fatigue
- Analysis type: Fatigue (requires static structural result)
- Set:
- Fatigue theory: Stress-life (S-N) or Strain-life (ε-N)
- Mean stress correction: Goodman, Gerber, or Soderberg
- Loading type: Fully reversed, mean stress, or variable amplitude
- Material:
- S-N curve: Stress amplitude vs. cycles to failure
- Endurance limit: σe (for steel, σe ≈ 0.5 × σUTS)
- Results:
- Fatigue life: N (cycles to failure)
- Damage: D = n/N (cumulative damage)
- Safety factor: For infinite life (N > 10⁶)
Applications
- Bracket: Cyclic loading (vibration)
- Pressure vessel: Pressure cycling
- Shaft: Rotating bending
- Welded joint: Variable amplitude loading
Cloud Computing Performance
Simulation Times
| Analysis | Mesh Size | Cores | Time | |----------|-----------|-------|------| | Static (linear) | 500K | 8 | 5-10 min | | Static (linear) | 5M | 32 | 20-40 min | | Static (nonlinear) | 1M | 16 | 30-60 min | | Modal | 1M | 16 | 10-20 min | | Thermal (steady) | 1M | 16 | 10-20 min | | Fatigue | 500K | 8 | 5-15 min |
Mesh Size Limits
| Plan | Max Nodes | Max Cores | |------|-----------|-----------| | Community | 100K | 8 | | Professional | 5M | 32 | | Enterprise | 50M+ | 96 |
Post-Processing
Visualization
- Contour plots: Stress, displacement, temperature
- Deformed shape: Scaled for visibility
- Probe points: Value at specific location
- Section cuts: Cross-section through model
- Animations: Mode shapes, deformation
Reports
- SimScale auto-generates report:
- Model summary: Geometry, materials, mesh
- Boundary conditions: Loads and supports
- Results: Stress, displacement, safety factor
- Figures: Contour plots
- Export as PDF for documentation
Verification Checklist
- [ ] Material properties are correct (E, ν, ρ, yield)
- [ ] Mesh is refined at stress concentrations
- [ ] Boundary conditions prevent rigid body motion
- [ ] Loads are applied in correct direction and magnitude
- [ ] Reaction forces balance applied loads
- [ ] Maximum stress is below yield (or plasticity is modeled)
- [ ] Safety factor > 1.0 at all locations
- [ ] Deformation is within allowable limits
- [ ] Modal analysis captures 90%+ effective mass
- [ ] No resonance within ±20% of excitation frequency
- [ ] Thermal contact resistance is specified at interfaces
- [ ] Fatigue life meets design requirement
Wrapping Up
SimScale's FEA capabilities cover most of what I need day-to-day: static, modal, thermal, and fatigue. What it doesn't do is explicit dynamics — if you need crash or drop test simulation, you'll need LS-DYNA or Abaqus/Explicit. But for the majority of structural analyses that engineers run, SimScale is more than capable. I especially like the auto-generated reports — they're not perfect, but they're a good starting point for documentation. Add your own interpretation and you've got a presentable analysis package without spending hours in a post-processor.
Source Verification
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