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LOW VOLLEY ANGLES

    
Geometry was never a subject I enjoyed much in school. Now, as I study the game of tennis and transfer that knowledge to others, geometry has a taken on a much  greater importance.
     When volleying balls at the net it is important to know your geometric angles. Last week we learned that the angle of entrance equaled the angle of exit. When trying to hit a volley or half volley at the net you must be able to recognize the ball trajectory (or angle of entrance).
     If the incoming ball is dropping sharply below the net height you will need to tilt open your racquet face more. The angle of exit needs to be almost equal to the angle of entrance. So the more sharply angled the ball is coming the more tilt is needed. If the ball was only slightly dipping, then less open the angle of racquet face would be needed.
     The swing director of a dropping incoming ball should be the opposite and should be a downward underspin swing.
     When the ball is up high, above the net height very little of open angle of the racquet face is needed. The incoming angle is not as great on high balls and the ball contact will probably take place above the net.
     Short hops or half volleys are balls that bounce before they are struck. The angle of entrance on a short hop is an upward angle. If we held our racquet vertical at impact, the ball would pop up into the air very high. To counter this we need to remember that the “angle in =  angle out”. We must close the racquet face slight towards the ground so that the exit angle makes the ball barely clear the net.
     This type of short hop near the net almost requires an upward swing of the racquet as in topspin. A downward or underspin swing of the racquet along with a closed racquet face requires excellent timing and touch.
     This direction of swing is important on both short hops and volleys because it requires less precise geometric calculations to accomplish the task. The direction of swing does affect the ball trajectory but not the angle of exit from the strings.


Doug Hofer, USPTA               www.hofertennis.com            January 2, 2008
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angle of
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angle of
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