Design method for roller diameter of four-roller high-strength steel planishing mill
A design method and technology of tempering machine, applied in calculation, special data processing applications, instruments, etc., can solve problems such as no retrieval, blank design of high-strength steel tempering machine roll diameter, etc.
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Embodiment 1
[0052] According to the rolling theory, the total rolling pressure of the high-strength steel leveler can be expressed by the function shown in the following formula:
[0053] P=f(D w , B, H, ε, σ s , T 1 , T 0 , Μ)
[0054] Where: P-total rolling pressure;
[0055] D w -Work roll diameter;
[0056] B-strip width;
[0057] H- the thickness of the incoming material;
[0058] ε-flat elongation;
[0059] σ s -Material strength;
[0060] T 1 , T 0 -Fore and aft tension;
[0061] μ-coefficient of friction.
[0062] In the roll diameter design process, the tension T can be made 1 = T 2 =0.2σ s0 . At the same time, according to the characteristics of the leveler, the friction coefficient is set to μ = 0.2. Finally, according to the production outline and considering the fluctuation of material properties, take the material strength σ s =1.1σ s0 . In this way, the above formula can be expressed as:
[0063] P=f(D w , B, H, ε)
[0064] According to the relevant literature, the front tensio...
Embodiment 2
[0110] Obviously, after analysis, it can be known that a single leveling process C n The optimized result of, has no guiding value for the actual roll diameter design of the leveler, because it is impossible to design a set of rolls for each rolling process in the actual production process. Therefore, the truly meaningful roll diameter optimization design plan is to provide an optimal work roll and support roll diameter, so that the roll is rolling all specifications of products (in actual production, generally choose the m The product of each specification should be optimized, and should be weighted according to its probability of occurrence. The more frequently produced products, the greater the weighting coefficient obtained). When the plate shape is very good, the pressure between the rollers is very uniform, and the mechanical performance is satisfied. Claim. At this time, the objective function of the optimal design should be expressed by the following formula:
[0111] ...
PUM
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