formulas - Applied stress of a newtonian material 0...

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True stress brinell hardness 0 blue=viscosty(n) Pa-s/Poise/ g/cm-s σ=F/A blue=Force = *γ Ƭ ƞ red=shear strain rate(γ) #DIV/0! red= Area #DIV/0! blue=Force Kinematic viscosity red= indentor diameter #DIV/0! blue=viscosity True strain purple= impression dia. red=density g/cm^3 blue=length or orig area #DIV/0! red=orig length or area non-Newtonian material blue=viscosty(n) Pa-s/Poise/ g/cm-s flexural strength 3point bend 0 red=shear strain rate(γ) purple= m #DIV/0! blue=force red=length engineering stress purple=width blue= force oragne=height #DIV/0! red= original xsection area flexural modulus engineering strain blue= change in length #DIV/0! blue=force #DIV/0! red= original length red=length purple=width modulus of elasticity orange=height E=σ/ε blue=stress green=deflection #DIV/0! red=strain flexural strength 4point bend #DIV/0! blue=force red=length purple=width orange=height Applied stress of a newtonian material HB=(2F)/(Π*D[D-(D^2-Di^2)^(1/2)])HB=(2F)/(Π*D[D-(D^2-Di^2)^(1/2)]) v= / ƞ ρv= /ρ ƞ ln(l/l o )ln(l/l = *γ^ Ƭ ƞ m = Ƭ ƞ
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  • Fall '11
  • Zanuzi
  • strain rate

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