tennisdad65
Hall of Fame
Everyone knows that, for the same swing speed, a heavier racquet gives a faster flat serve. Agree?
1) For a Flat serve: Does the law of momentum indicate that 10% increase in racquet weight leads to ~10% faster serve if the same swing speed is maintained? m1 x v1 = m2 x v2... or does the effect of the servers body weight and momentum somehow factors in?
2) For a topspin serve where we just brush up on the ball what is the effect?
a) Is the serve still going to be 10% faster? I guess not, since only an oblique component of the racquets weight is used on the serve?
b) If the serve is faster due to the increased weight, does this mean its chances of going long increase if the serve launch angle is the same?
c) Does the spin rpm increase, decrease, or remain the same, if the racquet weight increases? (assume same amount of brush and racquet speed)
lets assume that the racquet stiffness & size is fixed & string type, pattern, and tension are fixed.
1) For a Flat serve: Does the law of momentum indicate that 10% increase in racquet weight leads to ~10% faster serve if the same swing speed is maintained? m1 x v1 = m2 x v2... or does the effect of the servers body weight and momentum somehow factors in?
2) For a topspin serve where we just brush up on the ball what is the effect?
a) Is the serve still going to be 10% faster? I guess not, since only an oblique component of the racquets weight is used on the serve?
b) If the serve is faster due to the increased weight, does this mean its chances of going long increase if the serve launch angle is the same?
c) Does the spin rpm increase, decrease, or remain the same, if the racquet weight increases? (assume same amount of brush and racquet speed)
lets assume that the racquet stiffness & size is fixed & string type, pattern, and tension are fixed.
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