The Pitching Key to Torque is in the “Tilt”

November 18, 2009

example_hipsrotatingbeforeshoulders_timlincecum_2007_035.jpgOne of the main reasons a pitcher the size of Tim Lincecum, can generate as much velocity as a pitcher as tall as Randy Johnson, is because of core torque. The key to Tim Lincecum’s ability to create optimal torque is in his release point.

Tim has an “Over the top” release point and Randy has a “Sidearm” release point. I am not saying that every pitcher should throw the ball with a higher release point the shorter they are because there are benefits with all arm angles. What I am saying is a higher release point, using total body mechanics, will generate more core torque and in return increase velocity. Read more

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Tim Lincecum teaches Top Velocity

May 5, 2009

how lincecum throws so hardThere are two forces that add velocity to a pitch:

Momentum

Rotational Torque

For momentum to effectively transfer to the ball, the pitcher must use all rotational pivots in order from the bottom up.  The hips must rotate before the shoulders and the shoulders before the arm internally rotates. For this to happen effectively these pivots must be free to rotate completely. Notice the picture of Tim Lincecum (Tim Lincecum is a phenom because of his size and ability to reach his top velocity continuously.)  Notice in the picture his weight is slightly leaning to his left. This would be like tilting an open door backwards so the open door slams closed due to gravitational forces. This gravitational pull is helping to create full range of motion in Tim Lincecum’s hips and shoulders at front foot strike. If he or the door was tilted the opposite way then these gravitational forces would work against his momentum by decreasing full range of motion in his rotational pivots. Using the force of gravity to increase the range of motion in your hips and shoulders will have a significant effect on your velocity. This is a big reason why Tim Lincecum can throw so hard for his size. He is working with the forces of nature to generate his power. Read more

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Pitching and the Point of Balance

September 5, 2008

Most old school Coaches would talk about the importance of the “Balance Position” and how it leads to good pitch location. New school thought would say that this is stating the obvious and missing the main point. New school thought would then talk about balance as most importantly a means to efficient velocity. This is what I call “Pitching and the Point of Balance.” Read more

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Resisted Sprints and Effects on Kinematics and Sprint Speed

August 24, 2008

by Chad Englehart

Speed Training

Implied in any linear speed discussion with a Strength and Conditioning Specialist, is the concept of resisted speed training strategies. Some professionals consider resisted speed training as the most efficient sprint training technique on the planet, while other consider it not as effective because of a biomechanical stand point. Different resisted speed strategies include, towing, uphill sprints, sand sprints, and weighted sprints. Tahachnik (1992) explained that towing of weighted devices such as sleds and tires is the most common method of providing towing resistance for the enhancement of sprint performance, although the use of parachutes has also Read more

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Sprint Mechanics and the 40 yard Dash

August 24, 2008

by Chad Englehart

As a strength and conditioning professional one of the most prevalent questions we are asked is “Can I get my 40 yard faster and how fast can I be?” This question is easy to answer, for starters everyone can get faster because speed can be taught and how fast can an athlete become really depends on their genetic makeup. According to Brent McFarlane (1987) sprinting speed can be learnt through motor educability, he goes on to explain that the skills and techniques of sprinting must be rehearsed and perfected at slow speeds and then transferred to sprints at maximal velocity. Most of us know the definition of Read more

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Olympic Lifting Increases Pitching Velocity

June 12, 2008

To understand the effects of Olympic lifting on pitchers, you must first understand how velocity is measured. I will use Newton’s second law of motion, along with the Catapult Theory, to explain pitching velocity.

Newton’s Second Law:
States that the acceleration (velocity) of an object in motion is dependent upon two variables – the net force acting upon the object and the mass of the object. As the force of propulsion acting upon the object increases, the acceleration of the object increases. As the mass of the object increases, the acceleration of the object decreases.

Newton’s 2nd Law of Motion

a = f/m (f = force, m = mass, a = acceleration)

Let’s put this into baseball terms. Newton’s second law of motion would state that to throw a baseball 90 mph would require 6.5 pounds of pressure applied to a baseball, with a mass of 5 ounces, for two tenths of one second (.20). Read more

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