Find the inductance of a solenoid of length `l` whose winding is made of copper wire of mass `m`. The winding resistance is equal to `R`. The solenoid diameter is considerably less than its length.

Calculate the inductance of a closely wound solenoid of length l whose winding is made of copper wire of mass m. The winding has a total resistance equal to R. The solenoid diameter is considerably less than its length. .

The inductance L of a solenoid of length l , whose windings are made of material of density D and resistivity rho , is (the winding resistance is R )

The inductance L of a solenoid of length l , whose windings are made of material of density D and resistivity rho , is (the winding resistance is R )

Calculate the time constant tau of a straight solenoid of length l having a single layer winding of copper wire whose total mass is equal to m . The cross-sectional dimater of the solenoid is assumed to be considerably less than its length. Given desity of copper p_(0) and resistivility p .

Calculate the time constant tau of a straight solenoid of length l = 1.0 m having a single-layer winding of copper wire whose total mass is equal to m = 1.0 kg . The cross-sectional diameter of the solenoid is assumed to be considerably less than its length.

The inductance of a solenoid of mean diameter 1 cm,1 m long , wound with 1000 turns of copper wire will be

The inductance of a solenoid of mean diameter 1 cm,1 m long , wound with 1000 turns of copper wire will be

The length of a thin wire required to manufacture a solenoid of length l = 100 cm and inductance L = 1 mH , if the solenoid's cross-sectional diameter is considerably less than its length is

The length of a thin wire required to manufacture a solenoid of length l = 100 cm and inductance L = 1 mH , if the solenoid's cross-sectional diameter is considerably less than its length is