Engineering topics
Publications and source records attributed to Krause, H. G. L..
Refined equations are derived relating the variations of the earths gravity and radius as functions of longitude and latitude. They particularly relate the oblateness coefficients of the old harmonics and the difference of the polar radii /respectively, ellipticities and polar gravity accelerations/ in the Northern and Southern Hemispheres.
Satellite orbit secular perturbations resulting from central body oblateness for 2m-th zonal harmonics and gravitational attraction of third body
Theory on earth shape, considering surface of geoid assumed as equipotential surface at sea level, obtaining relations between zonal and tesseral harmonics coefficients
Extension of special relativity to transformations for variable mass systems, & relativistic perturbation theory for satellite orbits
Relativity theory applied to conservation laws of momentum and total energy of rockets
Relativistic perturbation theory of a satellite in an arbitrary orbit about the rotating earth and the time dilatation effect for this satellite