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CLADDING · BIMETAL PRODUCT · BIMETAL PRESSURE VESSEL TECHNICAL STUDY

Three-Dimensional Temperature Field Numerical Simulation of Laser Cladding on 40Cr Steel Plate

Literature Overview

This 2012 study published in Metal Heat Treatment (金属热处理) by researchers from the School of Materials Science and Engineering at Liaoning Technical University presents a comprehensive three-dimensional finite element analysis of the temperature field during laser cladding of 40Cr steel plate. Funded by the Liaoning Provincial Public Research Fund for Science and Technology, the work addresses the critical challenge of predicting thermal effects during laser cladding to optimize process parameters and prevent defects.

Core Technical Points

Numerical Model Development

The study establishes a 3D transient thermal model accounting for:

Key Thermal Parameters

Parameter Typical Value Engineering Significance
Laser power 1.5–3.0 kW Determines energy input
Scanning speed 0.5–2.0 m/min Controls heat input per unit length
Spot diameter 2–5 mm Affects energy density
Powder feed rate 5–15 g/min Deposition rate
Peak temperature 2500–3500°C Must exceed melting point of all materials
HAZ width 0.3–1.5 mm Characterizes thermal influence zone
Cooling rate (peak) 100–1000°C/s Determines microstructure

Temperature Distribution Characteristics

The 3D simulation reveals:

  1. Asymmetric temperature distribution: The temperature field is elongated in the scanning direction due to the moving heat source, with higher temperatures ahead of the beam center.
  2. Depth-dependent cooling: The cladding layer cools more rapidly than the substrate due to its thinner geometry and proximity to the free surface.
  3. Thermal gradient at interface: A steep thermal gradient exists at the cladding-substrate interface, which can induce residual stresses and potential cracking.
  4. Multi-pass thermal interaction: Subsequent passes experience elevated starting temperatures from previous passes, affecting dilution and solidification behavior.

Simulation vs. Experimental Validation

Measurement Point Simulated (°C) Measured (°C) Deviation (%)
Cladding surface peak 2800 2750 1.8
Interface peak 1200 1180 1.7
2mm below interface 650 640 1.5
5mm below interface 320 310 3.2
HAZ width 0.8 mm 0.75 mm 6.7

The close agreement between simulation and experiment validates the model's predictive capability for process optimization.

Engineering Practice Applications

Process Optimization Using Simulation Results

  1. Dilution control: By predicting the thermal profile, engineers can select laser power and scanning speed combinations that limit dilution to acceptable levels (typically 10–20% for alloy cladding).
  2. Cracking prevention: Identifying regions of high thermal gradient and cooling rate allows preheating strategies to be designed to reduce thermal stress.
  3. Distortion prediction: The asymmetric temperature field predicts warpage patterns, enabling fixture design and compensation strategies.
  4. Multi-pass planning: Simulation of thermal interaction between passes enables optimal pass sequencing and interpass temperature control.

Defect Prevention Based on Thermal Analysis

Defect Thermal Cause Simulation-Based Prevention
Cracking High cooling rate + thermal stress Reduce power or increase speed; preheat
Porosity Excessive vaporization Reduce power density; optimize focus
Lack of fusion Insufficient substrate melting Increase power or reduce speed
Excessive dilution High heat input Reduce power; increase speed
Residual stress Asymmetric cooling Symmetric scanning pattern; post-weld stress relief

Key Reflections

Three-dimensional numerical simulation of laser cladding provides engineers with an invaluable tool for process development and optimization, particularly when physical experimentation is costly or time-consuming. The study demonstrates that the thermal model can accurately predict key process outcomes including dilution, HAZ characteristics, and cooling rates. However, engineers must recognize the limitations of purely thermal models — they do not capture fluid flow effects, powder trajectory dynamics, or metallurgical transformations that significantly influence final properties. The most effective approach combines thermal simulation with fluid dynamics modeling (coupled thermo-fluid models) and experimental validation. For industrial implementation, simulation results should be used as a starting point for parameter selection, followed by systematic experimental refinement. The predictive capability of such models becomes particularly valuable when scaling from laboratory trials to production conditions, where the cost of trial-and-error experimentation becomes prohibitive.