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Ball Mill Design/Power Calculation. 2020-6-9 · Ball Mill Power/Design Calculation Example #2 In Example it was determined that a 1400 HP wet grinding ball mill was required to grind 100 TPH of material with a Bond Work Index of 15 ( guess what mineral type it is ) from 80 passing ¼ inch to 80 passing 100 mesh in closed circuit.

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Ball Mill Design/Power Calculation. 21 CONCLUSIONS Continued In the present work equations were also derived giving zthe ball-mill power drawP as a function of its dimensions internal mill diameter D and length L zthe ball-mill power drawP as a function of the feed D f (mm) and the product size d (mm) the Bond work index w i (kWh/short ton) and the mill throughput T (short ton/h) zthe

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Ball Mill Power Calculation Example #1. A wet grinding ball mill in closed circuit is to be fed 100 TPH of a material with a work index of 15 and a size distribution of 80 passing ¼ inch (6350 microns). The required product size distribution is to be 80 passing 100 mesh (149 microns).

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Raw mills usually operate at 72-74 critical speed and cement mills at 74-76 . 3.2 Calculation of the Critical Mill Speed G weight of a grinding ball in kg. w Angular velocity of the mill tube in radial/second. w = 2 3.14 (n/60) Di inside mill diameter in meter (effective mill

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Mill Critical Speed Determination. The "Critical Speed" for a grinding mill is defined as the rotational speed where centrifugal forces equal gravitational forces at the mill shell s inside surface. This is the rotational speed where balls will not fall away from the mill s shell.

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Ball Mill Design/Power Calculation. 2020-6-9 · Ball Mill Power/Design Calculation Example #2 In Example it was determined that a 1400 HP wet grinding ball mill was required to grind 100 TPH of material with a Bond Work Index of 15 ( guess what mineral type it is ) from 80 passing ¼ inch to 80 passing 100 mesh in closed circuit.

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Mill Critical Speed Determination. The "Critical Speed" for a grinding mill is defined as the rotational speed where centrifugal forces equal gravitational forces at the mill shell s inside surface. This is the rotational speed where balls will not fall away from the mill s shell.

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