# Theoretical Physics

### Application of the Euler Lagrange Formalism for Determining the Equation of Motion in the Case of Radial Fall into a Non-Rotating, Charged Black Hole

Download PDF (259.8 KB) PP. 93 - 96 Pub. Date: April 27, 2017

### Author(s)

**A. Sfarti**^{*}

CS Dept., 387 Soda Hall, UC Berkeley, USA

### Abstract

### Keywords

### References

[1] A. Sfarti, “Application of the Euler-Lagrange method in determination of the coordinate acceleration”, EJP, 37, 3, 2016

[2] A. Sfarti, “Euler-Lagrange Solution for Calculating Particle Orbits in Gravitational Fields”, Fizika A, 19, 4, 2010

[3] Rindler,W. “Relativity-Special,General and Cosmological”, 2006, Oxford Press, pp205

[4] R.A.Mould, “Basic Relativity”, Springer-Verlag, 2002, p329.

[5] A Sfarti, “The Two Test Probe Chase”. JAPSI, 6, 4, 2016

[6] D. Raine, E. Thomas, “Black Holes”, Imperial College Press, 2005

[7] J.B. Hartle, “Gravity: An Introduction to Einstein’s General Relativity”, 2003, Addison-Wesley

[8] S Chandrashekhar, The Mathematical Theory of Black Holes, Oxford University Press Inc., 2000