Mass Fraction of Crystalline Components Solution

STEP 0: Pre-Calculation Summary
Formula Used
Mass Fraction of Crystalline Components = Total Mass of Crystalline Components/Total Mass of Specimen
μc = mc/m
This formula uses 3 Variables
Variables Used
Mass Fraction of Crystalline Components - Mass Fraction of Crystalline Components is the fraction of total mass of that crystalline component from the total mass of specimen present in a polymer.
Total Mass of Crystalline Components - (Measured in Kilogram) - Total Mass of Crystalline Components measures the quantity of total crystalline components present in a polymer.
Total Mass of Specimen - (Measured in Kilogram) - Total Mass of Specimen measures the quantity of total specimen present in a polymer.
STEP 1: Convert Input(s) to Base Unit
Total Mass of Crystalline Components: 4 Gram --> 0.004 Kilogram (Check conversion here)
Total Mass of Specimen: 9 Gram --> 0.009 Kilogram (Check conversion here)
STEP 2: Evaluate Formula
Substituting Input Values in Formula
μc = mc/m --> 0.004/0.009
Evaluating ... ...
μc = 0.444444444444444
STEP 3: Convert Result to Output's Unit
0.444444444444444 --> No Conversion Required
FINAL ANSWER
0.444444444444444 <-- Mass Fraction of Crystalline Components
(Calculation completed in 00.015 seconds)

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9 Crystallinity in Polymers Calculators

Mass Fraction of Crystalline Components given Specific Volume

Mass Fraction of Crystalline Components given Specific Volume

Formula
`"μ"_{"c"} = ("v'"_{"a"}-"v'")/("v'"_{"a"}-"v'"_{"c"})`

Example
`"0.416667"=("5.1cm³/g"-"4.1cm³/g")/("5.1cm³/g"-"2.7cm³/g")`

Calculator
LaTeX
Go Mass Fraction of Crystalline Components = (Specific Volume of Amorphous Component-Specific Volume of Specimen)/(Specific Volume of Amorphous Component-Specific Volume of Crystalline Component)
Volume Fraction of Crystalline Components given Density

Volume Fraction of Crystalline Components given Density

Formula
`"ε"_{"c"} = (("ρ"-"ρ"_{"a"})/("ρ"_{"c"}-"ρ"_{"a"}))`

Example
`"1.457143"=(("2.52g/cm³"-"1.5g/cm³")/("2.2g/cm³"-"1.5g/cm³"))`

Calculator
LaTeX
Go Volume Fraction of Crystalline Components = ((Density of Specimen-Density of Amorphous Component)/(Density of Crystalline Component-Density of Amorphous Component))
Mass Fraction of Crystalline Components given Density

Mass Fraction of Crystalline Components given Density

Formula
`"μ"_{"c"} = ("ρ"_{"c"}*"v"_{"c"})/("ρ"*"v")`

Example
`"0.426587"=("2.2g/cm³"*"4.3m³")/("2.52g/cm³"*"8.8m³")`

Calculator
LaTeX
Go Mass Fraction of Crystalline Components = (Density of Crystalline Component*Total Volume of Crystalline Components)/(Density of Specimen*Total Volume of Specimen)
Mass Fraction of Crystalline Regions

Mass Fraction of Crystalline Regions

Formula
`"μ"_{"c"} = "A"_{"c"}/("A"_{"c"}+"A"_{"a"})`

Example
`"0.4375"="7W/m²*sr"/("7W/m²*sr"+"9W/m²*sr")`

Calculator
LaTeX
Go Mass Fraction of Crystalline Components = Area Under Crystalline Peak/(Area Under Crystalline Peak+Area Under Amorphous Hump)
Total Volume of Crystalline Components given Volume Fraction

Total Volume of Crystalline Components given Volume Fraction

Formula
`"v"_{"c"} = "ε"_{"c"}*"v"`

Example
`"3.52m³"="0.4"*"8.8m³"`

Calculator
LaTeX
Go Total Volume of Crystalline Components = Volume Fraction of Crystalline Components*Total Volume of Specimen
Volume Fraction of Crystalline Components

Volume Fraction of Crystalline Components

Formula
`"ε"_{"c"} = "v"_{"c"}/"v"`

Example
`"0.488636"="4.3m³"/"8.8m³"`

Calculator
LaTeX
Go Volume Fraction of Crystalline Components = Total Volume of Crystalline Components/Total Volume of Specimen
Total Volume of Specimen

Total Volume of Specimen

Formula
`"v" = "v"_{"c"}+"v"_{"a"}`

Example
`"8.8m³"="4.3m³"+"4.5m³"`

Calculator
LaTeX
Go Total Volume of Specimen = Total Volume of Crystalline Components+Total Volume of Amorphous Components
Mass Fraction of Crystalline Components

Mass Fraction of Crystalline Components

Formula
`"μ"_{"c"} = "m"_{"c"}/"m"`

Example
`"0.444444"="4g"/"9g"`

Calculator
LaTeX
Go Mass Fraction of Crystalline Components = Total Mass of Crystalline Components/Total Mass of Specimen
Total Mass of Specimen

Total Mass of Specimen

Formula
`"m" = "m"_{"c"}+"m"_{"a"}`

Example
`"9g"="4g"+"5g"`

Calculator
LaTeX
Go Total Mass of Specimen = Total Mass of Crystalline Components+Total Mass of Amorphous Components

Mass Fraction of Crystalline Components Formula

Mass Fraction of Crystalline Components = Total Mass of Crystalline Components/Total Mass of Specimen
μc = mc/m

What is Degree of Crystallinity?

The degree of crystallinity is defined as the fractional amount of polymer that is crystalline and it is either expressed in terms of the mass fraction or the volume fraction. For semi-crystalline polymers, the degree of crystallinity is one of its most important physical parameters since it reflects the sample's morphology and determines various mechanical properties, such as the Young modulus, yield stress as well as impact strength. Differential scanning calorimetry is widely used to determine the amount of crystalline material. It can be used to determine the fractional amount of crystallinity in a polymer sample. Other commonly used methods are X-ray diffraction, density measurements, and infrared spectroscopy.

How to Calculate Mass Fraction of Crystalline Components?

Mass Fraction of Crystalline Components calculator uses Mass Fraction of Crystalline Components = Total Mass of Crystalline Components/Total Mass of Specimen to calculate the Mass Fraction of Crystalline Components, The Mass Fraction of Crystalline Components formula is defined as the ratio of total mass of crystalline components to the total mass of specimen present in a polymer. Mass Fraction of Crystalline Components is denoted by μc symbol.

How to calculate Mass Fraction of Crystalline Components using this online calculator? To use this online calculator for Mass Fraction of Crystalline Components, enter Total Mass of Crystalline Components (mc) & Total Mass of Specimen (m) and hit the calculate button. Here is how the Mass Fraction of Crystalline Components calculation can be explained with given input values -> 0.444444 = 0.004/0.009.

FAQ

What is Mass Fraction of Crystalline Components?
The Mass Fraction of Crystalline Components formula is defined as the ratio of total mass of crystalline components to the total mass of specimen present in a polymer and is represented as μc = mc/m or Mass Fraction of Crystalline Components = Total Mass of Crystalline Components/Total Mass of Specimen. Total Mass of Crystalline Components measures the quantity of total crystalline components present in a polymer & Total Mass of Specimen measures the quantity of total specimen present in a polymer.
How to calculate Mass Fraction of Crystalline Components?
The Mass Fraction of Crystalline Components formula is defined as the ratio of total mass of crystalline components to the total mass of specimen present in a polymer is calculated using Mass Fraction of Crystalline Components = Total Mass of Crystalline Components/Total Mass of Specimen. To calculate Mass Fraction of Crystalline Components, you need Total Mass of Crystalline Components (mc) & Total Mass of Specimen (m). With our tool, you need to enter the respective value for Total Mass of Crystalline Components & Total Mass of Specimen and hit the calculate button. You can also select the units (if any) for Input(s) and the Output as well.
How many ways are there to calculate Mass Fraction of Crystalline Components?
In this formula, Mass Fraction of Crystalline Components uses Total Mass of Crystalline Components & Total Mass of Specimen. We can use 3 other way(s) to calculate the same, which is/are as follows -
  • Mass Fraction of Crystalline Components = (Density of Crystalline Component*Total Volume of Crystalline Components)/(Density of Specimen*Total Volume of Specimen)
  • Mass Fraction of Crystalline Components = (Specific Volume of Amorphous Component-Specific Volume of Specimen)/(Specific Volume of Amorphous Component-Specific Volume of Crystalline Component)
  • Mass Fraction of Crystalline Components = Area Under Crystalline Peak/(Area Under Crystalline Peak+Area Under Amorphous Hump)
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