When two balls with perfect elasticity collide head on, they reverse directions and bound away from each other with the same velocity and momentum they had before the collision.
And for the same reason, if a faster moving ball collides with a slower ball going in the same direction, momentum will be transferred to the slow ball causing it to travel faster; however, there will be no change in total momentum because the two balls have perfect elasticity.
In the case of string waves, the interaction between waves depends on their orientation in space and wave direction. If the waves are traveling in the opposite direction, the broad fronts of the waves might crash into each other as shown.
Because the waves have perfect elasticity, the magnon and electon waves will tend to reverse direction, which will shorten the string cycle and increase the velocity of the particle.
On the other hand if the waves are traveling in the same direction, one possible orientation might be as shown.
In this situation, the graviton wave is nudging the electon wave to the rear, which will decrease photon velocity and decrease string cycle rate. It seems likely that the collision between waves in this situation will result in less force per collision than when the waves are going in the opposite direction because of the nature of the wave fronts.
The actual velocity of the photon and its string cycle rate will depend upon the overall dynamics between waves, and when the concentration of graviton waves is equal in both directions, the photon or electron reaches its normal velocity and its normal string cycle.
I will first examine how graviton waves influence string cycles. Till then be safe and in good health. Kelland—www.vestheory.com
No comments:
Post a Comment