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Energy Required to Crush Coarse Materials according to Bond's Law Formula

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Energy per Unit Mass of Feed is the energy required to process one unit mass of feed for given operation. Check FAQs

E = W i \cdot ({(\frac{100}{d 2})}^{0.5} - {(\frac{100}{d 1})}^{0.5})

E - Energy per Unit Mass of Feed?W_i - Work Index?d₂ - Product Diameter?d₁ - Feed Diameter?

Energy Required to Crush Coarse Materials according to Bond's Law Example

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Here is how the Energy Required to Crush Coarse Materials according to Bond's Law equation looks like with Values.

Here is how the Energy Required to Crush Coarse Materials according to Bond's Law equation looks like with Units.

Here is how the Energy Required to Crush Coarse Materials according to Bond's Law equation looks like.

22.1506 = 11.6 \cdot ({(\frac{100}{1.9})}^{0.5} - {(\frac{100}{3.5})}^{0.5})

22.1506J/kg = 11.6J/kg \cdot ({(\frac{100}{1.9m})}^{0.5} - {(\frac{100}{3.5m})}^{0.5})

22.1506 = 11.6 \cdot ({(\frac{100}{1.9})}^{0.5} - {(\frac{100}{3.5})}^{0.5})

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Energy Required to Crush Coarse Materials according to Bond's Law Solution

Follow our step by step solution on how to calculate Energy Required to Crush Coarse Materials according to Bond's Law?

FIRST Step Consider the formula

E = W i \cdot ({(\frac{100}{d 2})}^{0.5} - {(\frac{100}{d 1})}^{0.5})

Next Step Substitute values of Variables

∴

E = 11.6J/kg \cdot ({(\frac{100}{1.9m})}^{0.5} - {(\frac{100}{3.5m})}^{0.5})

Next Step Prepare to Evaluate

∴

E = 11.6 \cdot ({(\frac{100}{1.9})}^{0.5} - {(\frac{100}{3.5})}^{0.5})

Next Step Evaluate

∴

E = 22.1506368890789J/kg

LAST Step Rounding Answer

∴

E = 22.1506J/kg

Energy Required to Crush Coarse Materials according to Bond's Law Formula Elements

Variables

Energy per Unit Mass of Feed

Energy per Unit Mass of Feed is the energy required to process one unit mass of feed for given operation.

Symbol: E

Measurement: Specific EnergyUnit: J/kg

Note: Value should be greater than 0.

Formulas to find Energy per Unit Mass of Feed

Work Index

Work Index always means the equivalent amount of energy to reduce one ton of the ore from a very large size to 100 um. Just as the meter is used to measure and compare distances.

Symbol: W_i

Measurement: Specific EnergyUnit: J/kg

Note: Value should be greater than 0.

Formulas to find Work Index

Product Diameter

Product Diameter is the diameter of the sieve aperture that allows 80% of the mass of the ground material to pass.

Symbol: d₂

Measurement: LengthUnit: m

Note: Value should be greater than 0.

Formulas to find Product Diameter

Feed Diameter

Feed Diameter is the diameter of the sieve aperture that allows 80% of the mass of the feed to pass.

Symbol: d₁

Measurement: LengthUnit: m

Note: Value should be greater than 0.

Formulas to find Feed Diameter

Other formulas in Basic Formulas category

Go Mass Mean Diameter

D W = (x A \cdot D pi)

Go Number of Particles

N p = \frac{m}{ρ particle \cdot V particle}

Go Sauter Mean Diameter

d sauter = \frac{6 \cdot V particle_1}{S particle}

Go Specific Surface Area of Mixture

A w = \frac{SA Total}{M T}

How to Evaluate Energy Required to Crush Coarse Materials according to Bond's Law?

Energy Required to Crush Coarse Materials according to Bond's Law evaluator uses Energy per Unit Mass of Feed = Work Index*((100/Product Diameter)^0.5-(100/Feed Diameter)^0.5) to evaluate the Energy per Unit Mass of Feed, Energy Required to Crush Coarse Materials according to Bond's Law calculates the energy needed to crush raw materials such that 80% of the product pass through a sieve aperture of product diameter. Energy per Unit Mass of Feed is denoted by E symbol.

How to evaluate Energy Required to Crush Coarse Materials according to Bond's Law using this online evaluator? To use this online evaluator for Energy Required to Crush Coarse Materials according to Bond's Law, enter Work Index (W_i), Product Diameter (d₂) & Feed Diameter (d₁) and hit the calculate button.

FAQs on Energy Required to Crush Coarse Materials according to Bond's Law

What is the formula to find Energy Required to Crush Coarse Materials according to Bond's Law?

The formula of Energy Required to Crush Coarse Materials according to Bond's Law is expressed as Energy per Unit Mass of Feed = Work Index*((100/Product Diameter)^0.5-(100/Feed Diameter)^0.5). Here is an example- 22.15064 = 11.6*((100/1.9)^0.5-(100/3.5)^0.5).

How to calculate Energy Required to Crush Coarse Materials according to Bond's Law?

With Work Index (W_i), Product Diameter (d₂) & Feed Diameter (d₁) we can find Energy Required to Crush Coarse Materials according to Bond's Law using the formula - Energy per Unit Mass of Feed = Work Index*((100/Product Diameter)^0.5-(100/Feed Diameter)^0.5).

Can the Energy Required to Crush Coarse Materials according to Bond's Law be negative?

No, the Energy Required to Crush Coarse Materials according to Bond's Law, measured in Specific Energy cannot be negative.

Which unit is used to measure Energy Required to Crush Coarse Materials according to Bond's Law?

Energy Required to Crush Coarse Materials according to Bond's Law is usually measured using the Joule per Kilogram[J/kg] for Specific Energy. Joule per Gram[J/kg], Joule per Centigram[J/kg], Square Meter per Square Second[J/kg] are the few other units in which Energy Required to Crush Coarse Materials according to Bond's Law can be measured.

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Energy Required to Crush Coarse Materials according to Bond's Law Formula

Energy Required to Crush Coarse Materials according to Bond's Law Example

Energy Required to Crush Coarse Materials according to Bond's Law Solution

Energy Required to Crush Coarse Materials according to Bond's Law Formula Elements

Other formulas in Basic Formulas category

How to Evaluate Energy Required to Crush Coarse Materials according to Bond's Law?

FAQs on Energy Required to Crush Coarse Materials according to Bond's Law

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