A hypothetical point-mass rotation powered by the gravitational potential energy and photons

The amount of work of a hypothetical rotating point-mass is evaluated in units of gravitational potential energy and photon energy. As specifications of the rotational motion, the value of rotational angle is set to be proportional to 2pi in radian, the length of radius of rotation, which is defined as the ratio of circumference to 2pi, be proportional to the geometric-constant golden-ratio phi, and the constant amount of the tangential component of force be proportional to the constant e. Then, the amount of rotational work would be proportional to 2pi*phi*e J. The units of gravitational potential energy and photon energy on the same magnitude are set, according to the significant digits of the physical constants G and h, as G * 10^11 kg^2 m^-1 = 6.674 J and h * 10^34 s^-1 = 6.626 J, respectively. When evaluated on the basis of four significant digits, the sum of these two types of energy together turns out to be related to 2pi*phi*e J by a scalar, i.e., the natural logarithm of phi, such that G * 10^11 kg^2 m^-1 + h * 10^34 s^-1 = 2pi*phi*e*ln(phi) J