Integral formulas for computing a third-order gravitational tensor from volumetric mass density, disturbing gravitational potential, gravity anomaly and gravity disturbance
A new mathematical model for evaluation of the third-order (disturbing) gravitational tensor is formulated in this article. The new integral formulas allow for evaluation of the components of the third-order (disturbing) gravitational tensor from density distribution, disturbing gravitational potential, gravity anomalies and gravity disturbances.
Sprlak, M., Novak, P. Integral formulas for computing a third-order gravitational tensor from volumetric mass density, disturbing gravitational potential, gravity anomaly and gravity disturbance. Springer Berlin Heidelberg, 2015 с.141-157,.
Sprlak, M., Novak, P. Integral formulas for computing a third-order gravitational tensor from volumetric mass density, disturbing gravitational potential, gravity anomaly and gravity disturbance. Springer Berlin Heidelberg, 2015 с.141-157,.
Sprlak, M., Novak, P. (2015) Integral formulas for computing a third-order gravitational tensor from volumetric mass density, disturbing gravitational potential, gravity anomaly and gravity disturbance, Springer Berlin Heidelberg с.141-157,.
Sprlak, M., & Novak, P. (2015). Integral formulas for computing a third-order gravitational tensor from volumetric mass density, disturbing gravitational potential, gravity anomaly and gravity disturbance. Springer Berlin Heidelberg, с.141-157.
Sprlak M, Novak P. Integral formulas for computing a third-order gravitational tensor from volumetric mass density, disturbing gravitational potential, gravity anomaly and gravity disturbance. Springer Berlin Heidelberg; 2015. p. с.141-157.
