You could use a micrometer to measure its diameter. Preferably measure at several locations and use the average.
Then cross-sectional area = (1/4)*pi*d2
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Here is a cheaper alternative:
A=V/L
where,
A= the cross-sectional area of the wire
V= the volume of the wire, measured using water displacement.
L= the length of the wire, measured using a ruler
also if the wire gauge is known simply use the following formula to obtain diameter:
D=.005*92^((36-gauge#)/39)
As far as young's modulus calculation goes, here is the general procedure:
Catalog the force applied to both ends of the wire with time. use a strain gauge to measure the axial strain with time. calculate the engineering stress using S=F/A.
plot the stress verses axial strain and then isolate the elastic portion of the plot. This is the portion of the plot where the slope is constant. The slope can be taken as Young's Modulus.
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Simply work out the area of a section of cable.........
Perimeter of the base of the ruler multiplied by its height
If the wire has a circular cross-section - the usual case - use the formula for the circle: pi x radius squared.
Oh, dude, calculating the cross-sectional area of a cube is like a walk in the park. You just take the length of one side of the cube and square it. So if the side of the cube is 4 units long, the cross-sectional area would be 16 square units. Easy peasy, right?
Measure the diameter = d cm. Then radius = d/2 cm and cross sectional area = pi*r2 cm2.Measure the diameter = d cm. Then radius = d/2 cm and cross sectional area = pi*r2 cm2.Measure the diameter = d cm. Then radius = d/2 cm and cross sectional area = pi*r2 cm2.Measure the diameter = d cm. Then radius = d/2 cm and cross sectional area = pi*r2 cm2.