强引力下的Klein-Gordon方程解

Solutions of Klein-Gordon Equation under Strong Gravity

本文在强引力的de Sitter度规下,求得Klein-Gordon方程的严格解.其中,一个静质量为零的是普通的引力子;另一个静质量m为(2A/3)^(1/2),的是一个传递短程强引力的f介子.

de Sitter metric can often be used to describe the strong gravity. Possible solutions for boson in the background of de Sitter metric are calculated and only two have been found. One of them is massless graviton and the other is massive graviton. The latter is sometimes called f meson, which transmits the strong gravity between hadron's matter. The solutions provide a theoretical basis for the explanation of the existence of strong; gravity.