Hariharan V S
Indian Institute of Technology (IIT), Chennai
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4 Other formulas that you can solve using the same Inputs

Young's Modulus of composite in transverse direction
Young's modulus of composite in transverse direction=(Young's modulus of matrix in composite*Young's modulus of fiber in composite)/(Volume fraction of fiber*Young's modulus of matrix in composite+(1-Volume fraction of fiber)*Young's modulus of fiber in composite) GO
Longitudinal strength of discontinuous fiber-reinforced composite
Longitudinal strength of composite(discontinous fiber)=Tensile strength of fiber*Volume fraction of fiber*(1-(Critical fiber length/(2*Fiber length)))+Stress in matrix*(1-Volume fraction of fiber) GO
Longitudinal strength of discontinuous fiber-reinforced composite ( less than critical length)
Longitudinal strength of composite(discontinous fiber less than lc)=(Volume fraction of fiber*Fiber length*Critical shear stress/Fiber diameter)+Stress in matrix*(1-Volume fraction of fiber) GO
Longitudinal strength of composite
Longitudinal strength of composite=Stress in matrix*(1-Volume fraction of fiber)+Tensile strength of fiber*Volume fraction of fiber GO

Young's Modulus of composite in longitudinal direction Formula

Young's modulus of composite in longitudinal direction=Young's modulus of matrix in composite*(1-Volume fraction of fiber)+Young's modulus of fiber in composite*Volume fraction of fiber
More formulas
Young's Modulus from shear modulus GO
Critical fiber length GO
Percent ionic character GO
Schottky Defect Concentration GO
Young's Modulus of porous material GO
Young's Modulus of composite in transverse direction GO
Longitudinal strength of composite GO
Longitudinal strength of discontinuous fiber-reinforced composite GO
Longitudinal strength of discontinuous fiber-reinforced composite ( less than critical length) GO

Assumptions used

Fiber–matrix interfacial bond is very good, such that deformation of both matrix and fibers is the same (an isostrain condition). Under these conditions, the total load sustained by the composite is equal to the sum of the loads carried by the matrix phase and the fiber phase.

How to Calculate Young's Modulus of composite in longitudinal direction?

Young's Modulus of composite in longitudinal direction calculator uses Young's modulus of composite in longitudinal direction=Young's modulus of matrix in composite*(1-Volume fraction of fiber)+Young's modulus of fiber in composite*Volume fraction of fiber to calculate the Young's modulus of composite in longitudinal direction, Young's Modulus of composite in longitudinal direction, the composite considered here is aligned, continuous fiber reinforced composite. Young's modulus of composite in longitudinal direction and is denoted by Ecl symbol.

How to calculate Young's Modulus of composite in longitudinal direction using this online calculator? To use this online calculator for Young's Modulus of composite in longitudinal direction, enter Young's modulus of matrix in composite (Em), Young's modulus of fiber in composite (Ef) and Volume fraction of fiber (Vf) and hit the calculate button. Here is how the Young's Modulus of composite in longitudinal direction calculation can be explained with given input values -> 19.5 = 4000000000*(1-0.5)+35000000000*0.5.

FAQ

What is Young's Modulus of composite in longitudinal direction?
Young's Modulus of composite in longitudinal direction, the composite considered here is aligned, continuous fiber reinforced composite and is represented as Ecl=Em*(1-Vf)+Ef*Vf or Young's modulus of composite in longitudinal direction=Young's modulus of matrix in composite*(1-Volume fraction of fiber)+Young's modulus of fiber in composite*Volume fraction of fiber. Young's modulus of matrix in composite, Young's modulus of fiber in composite (Fiber-reinforced composite) and Volume fraction of fiber in fiber reinforced composite.
How to calculate Young's Modulus of composite in longitudinal direction?
Young's Modulus of composite in longitudinal direction, the composite considered here is aligned, continuous fiber reinforced composite is calculated using Young's modulus of composite in longitudinal direction=Young's modulus of matrix in composite*(1-Volume fraction of fiber)+Young's modulus of fiber in composite*Volume fraction of fiber. To calculate Young's Modulus of composite in longitudinal direction, you need Young's modulus of matrix in composite (Em), Young's modulus of fiber in composite (Ef) and Volume fraction of fiber (Vf). With our tool, you need to enter the respective value for Young's modulus of matrix in composite, Young's modulus of fiber in composite and Volume fraction of fiber 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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