Page 207 - In The Name Of Allah, The All-Merciful And Most Merciful
P. 207

Harun Yahya (Adnan Oktar)




               planets from scattering into the freezing cold of outer space
               is the balance between the Sun’s gravitational pull and the
               planet’s centrifugal force. The Sun’s immense gravitational
               force attracts the planets, and the centrifugal force produced
               by their rotation gives them a specific degree of resistance to
               its gravitational pull. If the velocity of a planets’ rotation
               were less, they would be pulled toward the Sun and ex-

               plode.
                   The opposite might also be possible. If the planets ro-
               tated at a higher velocity, the Sun’s gravitational pull would
               be unable to hold them and they would scatter into outer
               space. However, this very delicate balance has enabled our
               solar system to survive. It is important to note that this bal-
               ance is not the same for each planet, for they are not the

               same distance from the Sun. In addition, their masses are
               quite different, which means that each one must have a dif-
               ferent velocity of rotation so that they do not collide with the
               Sun or disperse into outer space.
                   Such astronomers such as Johannes Kepler (1571-1630)
               and Galileo (1564-1642), who worked to uncover our Solar
               System’s extraordinarily sensitive balance, stated many
               times that it indicated a very obvious design and constitut-
               ed evidence for Allah’s sovereignty over the universe, all of

               which serves humanity. It shows that He created the dis-
               tance between the Sun and the heavenly bodies on the one
               hand, and Earth on the other, in a perfect balance. This is cer-
               tainly a sign of Allah’s mercy toward His servants.







                                              5
                                            0
                                           2 205
   202   203   204   205   206   207   208   209   210   211   212