Add to ORKGAn exact, asymptotically planar solution is derived in algebraic form for the Einstein-Maxwell equations. This solution describes the gravitational field of a stationary, axisymmetric, charged mass. This solution has the Schwarzschild metric as its static vacuum limit and is distinct from the familiar Kerr-Newman solution
We present a new asymptotically flat general static axisymmetric solution of Einstein's vacuum equat...
A family of axisymmetric asymptotically flat solutions of the Einstein-Maxwell field equations is pr...
A family of axisymmetric asymptotically flat solutions of the Einstein-Maxwell field equations is pr...
An exact, asymptotically planar solution is derived in algebraic form for the Einstein-Maxwell equat...
We present two new stationary axisymmetric solutions of the Einstein-Maxwell equations which are asy...
The authors present an asymptotically flat stationary vacuum solution of the Einstein equations redu...
The authors present an asymptotically flat stationary vacuum solution of the Einstein equations redu...
We present an exact stationary asymptotically flat solution of the Einstein-Maxwell equations that m...
We present an exact stationary asymptotically flat solution of the Einstein-Maxwell equations that m...
The full metric representing a charged generalization of the Gutsunaev-Manko stationary vacuum solut...
The full metric representing a charged generalization of the Gutsunaev-Manko stationary vacuum solut...
A new series of static solutions of the Einstein-Maxwell equations is presented. Particular solution...
A new series of static solutions of the Einstein-Maxwell equations is presented. Particular solution...
The paper presents some solutions of the Einstein-Maxwell equations corresponding to a superposed el...
We present a new asymptotically flat general static axisymmetric solution of Einstein's vacuum equat...
We present a new asymptotically flat general static axisymmetric solution of Einstein's vacuum equat...
A family of axisymmetric asymptotically flat solutions of the Einstein-Maxwell field equations is pr...
A family of axisymmetric asymptotically flat solutions of the Einstein-Maxwell field equations is pr...
An exact, asymptotically planar solution is derived in algebraic form for the Einstein-Maxwell equat...
We present two new stationary axisymmetric solutions of the Einstein-Maxwell equations which are asy...
The authors present an asymptotically flat stationary vacuum solution of the Einstein equations redu...
The authors present an asymptotically flat stationary vacuum solution of the Einstein equations redu...
We present an exact stationary asymptotically flat solution of the Einstein-Maxwell equations that m...
We present an exact stationary asymptotically flat solution of the Einstein-Maxwell equations that m...
The full metric representing a charged generalization of the Gutsunaev-Manko stationary vacuum solut...
The full metric representing a charged generalization of the Gutsunaev-Manko stationary vacuum solut...
A new series of static solutions of the Einstein-Maxwell equations is presented. Particular solution...
A new series of static solutions of the Einstein-Maxwell equations is presented. Particular solution...
The paper presents some solutions of the Einstein-Maxwell equations corresponding to a superposed el...
We present a new asymptotically flat general static axisymmetric solution of Einstein's vacuum equat...
We present a new asymptotically flat general static axisymmetric solution of Einstein's vacuum equat...
A family of axisymmetric asymptotically flat solutions of the Einstein-Maxwell field equations is pr...
A family of axisymmetric asymptotically flat solutions of the Einstein-Maxwell field equations is pr...