## Product Diameter Based on Reduction Ratio Solution

STEP 0: Pre-Calculation Summary
Formula Used
Product Diameter = Feed Diameter/Reduction Ratio
Dp = Df/RR
This formula uses 3 Variables
Variables Used
Product Diameter - (Measured in Meter) - Product Diameter is the diameter of particles of product.
Feed Diameter - (Measured in Meter) - Feed Diameter is the diameter of particles in the feed.
Reduction Ratio - Reduction Ratio is the ratio of diameter of feed to that of diameter of products.
STEP 1: Convert Input(s) to Base Unit
Feed Diameter: 18 Centimeter --> 0.18 Meter (Check conversion here)
Reduction Ratio: 3.6 --> No Conversion Required
STEP 2: Evaluate Formula
Substituting Input Values in Formula
Dp = Df/RR --> 0.18/3.6
Evaluating ... ...
Dp = 0.05
STEP 3: Convert Result to Output's Unit
0.05 Meter -->5 Centimeter (Check conversion here)
5 Centimeter <-- Product Diameter
(Calculation completed in 00.004 seconds)
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## < 19 Important Formulas in Size Reduction Laws Calculators

Half of Gaps between Rolls
Half of Gap between Rolls = ((cos(Half Angle of Nip))*(Radius of Feed+Radius of Crushing Rolls))-Radius of Crushing Rolls
Area of Product given Crushing Efficiency
Area of Product = ((Crushing Efficiency*Energy Absorbed by Material)/(Surface Energy per Unit Area*Length))+Area of Feed
Radius of Feed in Smooth Roll Crusher
Radius of Feed = (Radius of Crushing Rolls+Half of Gap between Rolls)/cos(Half Angle of Nip)-Radius of Crushing Rolls
Critical Speed of Conical Ball Mill
Critical Speed of Conical Ball Mill = 1/(2*pi)*sqrt( [g]/(Radius of Ball Mill-Radius of Ball))
Area of Feed given Crushing Efficiency
Area of Feed = Area of Product-((Crushing Efficiency*Energy Absorbed By Unit Mass Of Feed)/(Surface Energy per Unit Area))
Projected Area of Solid Body
Projected Area of Solid Particle Body = 2*(Drag Force)/(Drag Coefficient*Density of Liquid*(Velocity of Liquid)^(2))
Energy Absorbed by Material while Crushing
Energy Absorbed by Material = (Surface Energy per Unit Area*(Area of Product-Area of Feed))/(Crushing Efficiency)
Crushing Efficiency
Crushing Efficiency = (Surface Energy per Unit Area*(Area of Product-Area of Feed))/Energy Absorbed by Material
Radius of Ball Mill = ([g]/(2*pi*Critical Speed of Conical Ball Mill)^2)+Radius of Ball
Terminal Settling Velocity of Single Particle
Terminal Velocity of Single Particle = Settling Velocity of Group of Particles/(Void fraction)^Richardsonb Zaki Index
Power Consumption while Mill is Empty
Power Consumption While Mill is Empty = Power Consumption by Mill While Crushing-Power Consumption for Crushing Only
Power Consumption for Crushing only
Power Consumption for Crushing Only = Power Consumption by Mill While Crushing-Power Consumption While Mill is Empty
Mechanical Efficiency given Energy fed to System
Mechanical Efficiency in Terms of Energy Fed = Energy Absorbed By Unit Mass Of Feed/Energy Fed to Machine
Radius of Crushing Rolls = (Maximum Diameter of Particle Nipped by Rolls-Half of Gap between Rolls)/0.04
Maximum Diameter of Particle Nipped by Rolls
Maximum Diameter of Particle Nipped by Rolls = 0.04*Radius of Crushing Rolls+Half of Gap between Rolls
Work required for Reduction of Particles
Work Required for Reduction of Particles = Power Required by Machine/Feed Rate to Machine
Product Diameter Based on Reduction Ratio
Product Diameter = Feed Diameter/Reduction Ratio
Feed Diameter based on Reduction Law
Feed Diameter = Reduction Ratio*Product Diameter
Reduction Ratio
Reduction Ratio = Feed Diameter/Product Diameter

## Product Diameter Based on Reduction Ratio Formula

Product Diameter = Feed Diameter/Reduction Ratio
Dp = Df/RR

## What is Kick's Law?

Kick's Law is one of three main principles used to estimate the energy required for size reduction in processes like grinding, crushing, and milling. It states that: The energy required to produce analogous changes of configuration of geometrically similar bodies of equal technological state varies as the volumes or weights of these bodies. In simpler terms, the energy needed to break a material to a certain fraction of its original size is constant, regardless of its starting size.

## How to Calculate Product Diameter Based on Reduction Ratio?

Product Diameter Based on Reduction Ratio calculator uses Product Diameter = Feed Diameter/Reduction Ratio to calculate the Product Diameter, The Product Diameter Based on Reduction Ratio is defined as the product of Feed diameter and Reduction ratio. Product Diameter is denoted by Dp symbol.

How to calculate Product Diameter Based on Reduction Ratio using this online calculator? To use this online calculator for Product Diameter Based on Reduction Ratio, enter Feed Diameter (Df) & Reduction Ratio (RR) and hit the calculate button. Here is how the Product Diameter Based on Reduction Ratio calculation can be explained with given input values -> 500 = 0.18/3.6.

### FAQ

What is Product Diameter Based on Reduction Ratio?
The Product Diameter Based on Reduction Ratio is defined as the product of Feed diameter and Reduction ratio and is represented as Dp = Df/RR or Product Diameter = Feed Diameter/Reduction Ratio. Feed Diameter is the diameter of particles in the feed & Reduction Ratio is the ratio of diameter of feed to that of diameter of products.
How to calculate Product Diameter Based on Reduction Ratio?
The Product Diameter Based on Reduction Ratio is defined as the product of Feed diameter and Reduction ratio is calculated using Product Diameter = Feed Diameter/Reduction Ratio. To calculate Product Diameter Based on Reduction Ratio, you need Feed Diameter (Df) & Reduction Ratio (RR). With our tool, you need to enter the respective value for Feed Diameter & Reduction Ratio and hit the calculate button. You can also select the units (if any) for Input(s) and the Output as well.
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