CALCULATION OF ELECTRIC CHARGE, ELECTRIC FIELD, AND ELECTRIC POTENTIAL OF SPHERICAL CONDUCTORS CONTAINING VOLUME CHARGE DENSITY OF THE SINE FUNCTION
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Abstract
This research work examined the characteristics electric field and electric potential as functions of the distance of spherical conductors under the sinusoidal volume charge density of four types of sine functions, with exponentiation of the sine function and angular frequency coefficient. We used Gauss's law and to calculate the electric field and electric potential. The result of calculating the electric field value and the electric potential depends on the sinusoidal volume charge density with even exponents, producing an electric charge, electric field and electric potential oscillating as an exponential function. However, the electric charge electric fields and electric potentials depend on the volume charge density, which is the sine function with odd exponents characterized by wave oscillations of
distance.
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