Getting The Golf Ball In The Air With Physics


Sir Issac Newton was one of the world's most influential thinkers. He tackled what most people would consider to be complicated topics. But most things when explained in layman's terms become a slot simpler.

For example one of Sir Issac Newton's Laws of Physics states, 'For every action, there is an equal and opposite reaction'. In simpler terms, if you run at a brick wall at full speed, what do you think the equal and opposite reaction will be?

In golf we can apply this theory very easily in regards to your golf swing. If you are having difficulty in getting the ball in the air, or you hit "worm burners", or low shots you may be using his theory backwards without knowing it.

What some people may think about how to get a golf ball off the ground, by swinging up on the ball, or trying to lift it off the ground, actually produces the opposite result desired. Remember the law, an equal and opposite reaction. Swinging up produces an opposite reaction, a downward reaction of the ball. In contrast, swinging down on a ball, or hitting the ball on the downswing, produces the opposite reaction, the upward reaction of the ball.

The other factor that comes into play here is the golf club. The clubs are designed to achieve a degree of lift according to the loft of the club. The loft on a four iron is less than the loft of a nine iron. The four iron will get the ball in the air enough to allow it to go longer where the nine iron will get the ball a lot higher for closer shots you want to land softer.

Read more articles by this author, about this and other subjects, here.

About The Author

Bob Power has been an Internet entrepreneur for longer than he would like to remember. He is currently on a voyage of learning, thanks to his readers, who have asked him to answer questions about topics they want more information on. You can see some of the surprising, and at times exciting results, and variety of topics and paths this has taken him on, or to contact Bob Power please click here.

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