If force area and density are taken as the fundamental units what is the representation of young modulus
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Answered by
120
Force = F = mass * acceleration = M L T⁻²
Area = A = meter² = L²
Density = D = mass / volume = M L⁻³
Y = stress / strain = ( Force / Area ) / ( elongation / length)
= (F / A ) / ( L / L)
= F A⁻¹
Area = A = meter² = L²
Density = D = mass / volume = M L⁻³
Y = stress / strain = ( Force / Area ) / ( elongation / length)
= (F / A ) / ( L / L)
= F A⁻¹
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Answered by
32
force = m×a
density = m/v
area = L*L=L³
y=stress/strain
Y=(F/A)/(L/L)
Y=F/A
Y=MLT^-2/L*L
Y=ML^-1*T^-2 ans
density = m/v
area = L*L=L³
y=stress/strain
Y=(F/A)/(L/L)
Y=F/A
Y=MLT^-2/L*L
Y=ML^-1*T^-2 ans
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