Points of general relativistic shock wave interaction are ‘regularity singularities’ where space–time is not locally flat

机译：广义相对论冲击波相互作用的点是规则奇异点其中时空不是局部平坦的

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期刊名称 Proceedings. Mathematical Physical and Engineering Sciences
作者
Moritz Reintjes; Blake Temple;
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作者单位

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年(卷),期 -1(471),2173
年度 -1
页码 20140831
总页数 2
原文格式 PDF
正文语种
中图分类病理学;
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1. Points of general relativistic shock wave interaction are 'regularity singularities' where space-time is not locally flat (vol 468, pg 2962, 2012) [J] . Reintjes Moritz, Temple Blake Proceedings of the Royal Society. Mathematical, physical and engineering sciences . 2015,第2173期

机译：广义相对论冲击波相互作用的点是时空不是局部平坦的“规则奇点”（vol 468，pg 2962，2012）
2. Points of general relativistic shockwave interaction are 'regularity singularities' where space-time is not locally flat [J] . Eintjes M., Temple B. Proceedings of the Royal Society. Mathematical, physical and engineering sciences . 2012,第2146期

机译：广义相对论冲击波相互作用的点是“规则奇异点”，其中时空不是局部平坦的
3. Spacetime is locally inertial at points of general relativistic shock wave interaction between shocks from different characteristic families [J] . Reintjes Moritz Advances in theoretical and mathematical physics: ATMP . 2017,第6期

机译：Spacetime是局部惯性，在不同特征家庭的冲击之间的一般相对论冲击波相互作用
4. POINTS OF SHOCK WAVE INTERACTION ARE 'REGULARITY SINGULARITIES' IN SPACETIME [C] . MORITZ REINTJES International Conference on Hyperbolic Problems . 2014

机译：时空的冲击波互动点是“规律性奇点”
5. The numerical simulation of general relativistic shock waves by a locally inertial Godunov method featuring dynamical time dilation. [D] . Vogler, Zeke K. 2010

机译：广义相对论冲击波的数值模拟，采用具有动态时间膨胀特性的局部惯性Godunov方法。
6. No regularity singularities exist at points of general relativistic shock wave interaction between shocks from different characteristic families [O] . Moritz Reintjes, Blake Temple -1

机译：在来自不同特征族的冲击之间广义相对论冲击波之间没有规律性的奇点
7. Points in general relativistic shock wave interaction are “regularity singularities” where spacetime is not locally flat [O] . Reintjes Moritz, Temple Blake 2011

机译：广义相对论冲击波相互作用中的点是时空不是局部平坦的“规律性奇点”
8. REFLECTION OF A WEAK SHOCK WAVE FROM A BOUNDARY LAYER ALONG A FLAT PLATE I -INTERACTION OF WEAK SHOCK WAVES WITH LAMINAR AND TURBULENT BOUNDARY LAYERS ANALYZED BY MOMENTUM-INTEGRAL METHOD [R] . Alfred Ritter, Yung-Huai Kuo 1953

机译：用平板和湍流边界层分析平板边界层的弱冲击波反射I-ITERaCTION用层次和湍流边界层分析的动量积分法

Points of general relativistic shock wave interaction are ‘regularity singularities’ where space–time is not locally flat

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