 |
ON INCOMPATIBILITY OF GRAVITATIONAL RADIATION WITH THE 1915 EINSTEIN EQUATION |
热 【字体：小 大】 |
| ON INCOMPATIBILITY OF GRAVITATIONAL RADIATION WITH THE 1915 EINSTEIN EQUATION |
|
| 作者：物理 文章来源：网上搜集 点击数： 更新时间：2005-8-18 11:36:56 |
|
|
metric ((() in G(( , and G(2)(( consists of the others. Since G(2)(( has been identified as equivalent to the gravitational energy-stress of Einstein's notion [8], it seemed obvious that G(2)(( carries the energy-momentum. However, unless (1) can accommodate a physical gravitational wave, such an argument has no meaning. Moreover, no wave solution has ever been obtained for equation (1). In fact, this is impossible (see Section 2).
There are so-called "wave solutions" for (1'), but they are actually invalid in physics (see §§ 3 & 5) since physical requirements (such as the principle of causality2), the equivalence principle, and so on) are not satisfied. In fact, some of them have been proven to be in disagreement with experiments [9,10]. Their invalid acceptance is due to the incorrect belief3) that the equivalence principle were satisfied by any Lorentz manifold [11].
Moreover, Einstein's notion cannot be exact, since it is not localizable [12]. In a field theory, a central problem is the exchange of energy between a particle and the field where the particle is located [13]. Therefore, 上一页 [1] [2] [3] [4] [5] [6] [7] [8] [9] [10] ... 下一页 >> |
|
| 论文录入：admin 责任编辑：admin |
|
上一篇论文： 研究物理的终极目的是属性
下一篇论文： 等效原理的对与错 |
| 【校园论坛】【发表评论】【加入收藏】【告诉好友】【打印此文】【关闭窗口】 |
用户登录 
新用户注册 
热门图片 
站长：叼着猫的老鼠 
