A control method for the density of amorphous alloy
An amorphous alloy and density technology, applied in the field of density control of amorphous alloys, to achieve the effects of simple implementation, high efficiency, controllability and repeatability
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Embodiment 1
[0034] A regulating method of amorphous alloy density, the specific steps are as follows:
[0035] Step 1, calculate Fe 84 Si 10 B 6 (The subscript in the chemical form is AT%) Alloy melt average atomic coordination number with melt temperature: first use molecular dynamics simulation method to calculate Fe 84 Si 10 B 6 The bibquip distribution function of the alloy melt varies with the melt temperature and then determines from the atomic radius to determine the effective range of 0.2-0.3 nm, and respectively, the first neighborhood in each temperature of each temperature. Integral, the average atomic coordination is obtained. Get FE by establishing a correspondence between the melt temperature and the melt average atomic coordination 84 Si 10 B 6 Mever average atomic coordination calculation results with temperature change, with this as a choice of Fe 84 Si 10 B 6 The basis for the molten density of alloy;
[0036] Step 2, calculate the result according to the average atomic comp...
Embodiment 2
[0042] A regulating method of amorphous alloy density, the specific steps are as follows:
[0043] Step 1, calculate Fe 84 Si 10 B 6 (The subscript in the chemical form is AT%) Alloy melt average atomic coordination number with melt temperature: first use molecular dynamics simulation method to calculate Fe 84 Si 10 B 6 The bibquip distribution function of the alloy melt varies with the melt temperature and then determines from the atomic radius to determine the effective range of 0.2-0.3 nm, and respectively, the first neighborhood in each temperature of each temperature. Integral, the average atomic coordination is obtained. Get FE by establishing a correspondence between the melt temperature and the melt average atomic coordination 84 Si 10 B 6 Mever average atomic coordination calculation results with temperature change, with this as a choice of Fe 84 Si 10 B 6 The basis for the molten density of alloy;
[0044] Step 2, calculate the result according to the average atomic comp...
Embodiment 3
[0050] A regulating method of amorphous alloy density, the specific steps are as follows:
[0051] Step 1, calculate Fe 84 Si 10 B 6 (The subscript in the chemical form is AT%) Alloy melt average atomic coordination number with melt temperature: first use molecular dynamics simulation method to calculate Fe 84 Si 10 B 6 The bibquip distribution function of the alloy melt varies with the melt temperature and then determines from the atomic radius to determine the effective range of 0.2-0.3 nm, and respectively, the first neighborhood in each temperature of each temperature. Integral, the average atomic coordination is obtained. Get FE by establishing a correspondence between the melt temperature and the melt average atomic coordination 84 Si 10 B 6 Mever average atomic coordination calculation results with temperature change, with this as a choice of Fe 84 Si 10 B 6 The basis for the molten density of alloy;
[0052] Step 2, calculate the result according to the average atomic comp...
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