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New method to generate exact scalar-tensor solutions

机译:生成精确的标量张解器解决方案的新方法

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A new method is proposed, that establishes a one to one correspondance between the whole set of static axially symmetric vacuum general relativity solutions and a specific class of stationary axially symmetric scalar-Einstein (R_(ab) = ?_aΦ?_bΦ) solutions for any mass and angular momentum. The method explicitly takes advantage of the Kerr metric Ricci flatness. This also results in a class of stationary axially symmetric vacuum, ie Kerrlike, Brans-Dicke solutions. A particular solution, that is asymptotically flat, is more closely considered. It converges to Kerr for a vanishing scalar charge, but fails to converge to the Fisher- Janis-Newman-Winicour solution for a vanishing “rotation parameter.” This solution exhibits a set of singular points, with a naked subset having a ringlike structure.
机译:提出了一种新方法,其在整个静态轴对称真空常规相对性解决方案和特定类别的静态轴对称标量 - Einstein(R_(AB)=Δ_aφ__bφ)解决方案之间建立一对一的一致性。 质量和角动量。 该方法明确地利用了Kerr公制Ricci平整度。 这也导致一类固定轴对称的真空,即Kerrlike,Brans-Dicke解决方案。 渐近平坦的特定解决方案更加紧密地考虑。 它会收敛到克尔以用于消失的标量电荷,但未能收敛到渔业 - Janis-Newman-Winicour解决方案,以便消失“旋转参数”。 该解决方案呈现一组奇点,具有具有环状结构的裸子集。

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