A cylindrical rubber insulated cable has a diameter of 0.18 inch and an insulation thickness of 0.25 inch. If the specific resistance 0f rubber is 1014 ohm-cm, determine the insulation resistance per 1000 ft length of the cable.
Solution;
Given;
d=0.18in
"r=0.09in"
"t=0.25in"
The outer radius is;
"R=0.09+0.25=0.34in"
Specific resistance of rubber;
"\\delta=10^{14}\\Omega-cm=10^{12}\\Omega-m"
Length "L=1000ft=305m"
Insulation resistance;
"R_{in}=\\frac{\\delta}{2\u03c0L} ln(\\frac Rr)"
"R_{in}=\\frac{10^{12}}{2\u00d7\u03c0\u00d7305}ln(\\frac {0.34}{0.09})=693.569M\\Omega"
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