Method for simulating precipitation of low-alloy high-strength steel titanium carbide
A low-alloy, high-strength, simulation technology, which is applied in computational theoretical chemistry, special data processing applications, instruments, etc., can solve the problem of large size limitation of the simulation system, inability to describe the formation mechanism of carbides, and inability to meet the environmental requirements of carbides of alloying elements and other issues, to achieve the effect of reducing the amount of calculation and reducing the cost of calculation
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[0046] Example 1
[0047] Study on precipitation of second phase titanium carbide in titanium-containing low-alloy high-strength steel.
[0048] Create side length as The periodic ferrite (bcc Fe) matrix. After the iron matrix is established, a dislocation line is set along the x-axis in the iron matrix, and its Burgers vector is b=1 / 2[100]Fe, and the titanium carbide nucleation and precipitation position is established.
[0049] Place 20 carbon atoms and 20 titanium atoms in the iron matrix. The potential energy of the simulated system is set to the 2NN MEAM potential energy of Fe-Ti-C (the second-neighbor modified embedded atom potential). The relaxation process of this embodiment adopts the steepest descent algorithm, which is performed under an isothermal and isostatic ensemble at a temperature of 300K, and the running time is set to 2ns to achieve system equilibrium. The purpose of relaxation is to reduce the influence of internal stress on the calculation results. The ru...
Example Embodiment
[0060] Example 2
[0061] Study on precipitation of second phase titanium carbide in titanium-containing low-alloy high-strength steel.
[0062] Set the side length to The periodic iron matrix. A dislocation line is set along the x-axis in the iron matrix, and its Burgers vector is b=1 / 2[100]Fe to establish the nucleation and precipitation position of titanium carbide.
[0063] Place 20 titanium atoms in the iron matrix and 30, 40, and 50 carbon atoms respectively. The potential energy of the simulated system is set to the 2NN MEAM potential energy of Fe-Ti-C. Perform relaxation, set the steepest descent algorithm, and run the lower system at a temperature of 300K for 2ns to achieve system equilibrium.
[0064] The precipitation process of titanium carbide clusters is set to run under the canonical ensemble. The thermal balance setting of the simulation system is controlled by the Nose-Hoover temperature control method, and the statistical average value is set every 10ps. The int...
Example Embodiment
[0070] Example 3
[0071] Study on precipitation of second phase titanium carbide in titanium-containing low-alloy high-strength steel.
[0072] Establish periodic iron matrix. After the cube iron matrix is established, a dislocation line is set along the x-axis in the iron matrix, and its Burgers vector is b=1 / 2[100]Fe to establish the nucleation and precipitation position of titanium carbide.
[0073] Place 20 carbon atoms and 20 titanium atoms in the iron matrix. The potential energy of the simulated system is set to the 2NN MEAM potential energy of Fe-Ti-C. The relaxation process of this embodiment adopts the steepest descent algorithm, which is performed under an isothermal and isostatic ensemble at a temperature of 300K, and the running time is set to 2ns to achieve system equilibrium.
[0074] The precipitation process of titanium carbide clusters is set to run under the canonical ensemble. The thermal balance setting of the simulation system is controlled by the Nose-Hoov...
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