September 7, 2000

Trampolines Join the Olympics

Trampolines Come of Age  

At each Olympic Games, new sports are added to the list of competitions. One new sport to debut in Sydney, Australia, is trampolining. What is trampolining, and why is it just now being recognized as an international sport?

Trampolines got their name from a circus acrobat named Du Trampolin, who lived in the 1800s. He saw that trapeze safety nets could be turned into an independent propulsion device for stunts. Acrobats began to use the revised nets for performing multiple somersaults over rows of large animals, like horses and elephants.

In the early 1930s, American gymnast George Nissen developed a modern trampoline closely related to the present-day form. The U.S. Air Force and NASA have both used the trampolines in training pilots and astronauts respectively. Physical and occupational therapists have also found that trampolines can help rehabilitate patients with certain disabilities.

Trampolining as a sport began in the United States in the late 1940s. It spread to Europe a few years later. In 1964 the International Trampoline Federation (FIT) was formed with seven founding members. Today there are member federations from 42 countries. Trampolining gradually became less prominent in the United States due to safety concerns and a number of lawsuits filed by injured athletes. At the Sydney Olympics, the sport will be dominated by European and former Soviet Union countries.

Ruth Ravitz, head coach of the Misgav Ha-poal Gymnastics Team in Israel and an international gymnastics competition judge, says, "Trampolining is to gymnastics what diving is to swimming. The athletes are judged on the difficulty, execution, and form of their routines." With its debut at the Sydney Games, trampolining is likely to become a popular sport. The routines are often breathtaking and should play well on television.

Alexander Russakov of Russia performs his routine. (courtesy www.tramp-net.com)
Click either the 28k or 100k button to view the video. (Requires QuickTime. Download now.)


This is the fourth article in Riverdeep's Summer Olympics series:

-"Going for Gold and Staying Green"

-"Olympic Swimmers Well-Suited"

-"Burning on Brightly"


Look for a weeklong feature article about Olympic rowers beginning on Sept. 11.

 
More about the Sport  

The basic rule for trampoline competition is that the gym ceiling must be at least 8 meters (26 feet) high—about three stories high. This height is to accommodate the average Olympic trampolinist, who jumps 6 meters high.

Each routine consists of 10 recognized skills. The routines must include:

  • one landing on either the body's front or back side

  • a single or double somersault, with at least a 540° (1-1/2 revolutions) twist

  • a forward or backward double somersault (twist optional)

  • a forward or backward double somersault, with at least one full twist

Scoring

The competitors are judged on both substance and style. A perfect score is 45 points.

  • Five judges score execution. They start with a theoretically perfect score of 10 points and deduct points for faults in the routine. The highest and lowest scores are discarded, and the middle three scores are added for a possible maximum of 30 points.

  • Two judges produce a single difficulty score, based on the number of twist and somersault rotations. The score is usually in the 11 to 15 range.

Calculate the total score for each competitor, and then rank them.

 
Execution Scores
     
Competitor
#1
#2
#3
#4
#5
Difficulty
Score
Total
Rank
A
9.2
9.1
9.3
9.05
9.1
13.7
   
B
9.4
9.3
9.5
9.5
9.5
14.2
   
C
8.9
9.1
9.0
9.1
9.2
13.8
   
D
9.4
9.4
9.4
9.6
9.4
12.8
   
E
9.6
9.5
9.5
9.6
9.4
14.0
   

At the Sydney Games, there will be a men's and a women's individual competition, each with 12 gymnasts. The competitors will perform in both qualifying and final rounds. Each qualifying round consists of compulsory and optional routines. The top eight competitors advance to the final round, which consists of a single optional routine. The women's competition will be held on September 22 and the men's on September 23.

Glossary

adolph: a front somersault with 3-1/2 twists

back: a backward somersault

barani: a forward somersault with a half-twist

bed: the part of the trampoline on which competitors bounce

fliffis: any double somersault with a twist

quadriffis: any quadruple somersault with a twist

randolph: a front somersault with 2-1/2 twists, also known as a Randy

rudolph: a front somersault with 1-1/2 twists, also known as a Rudy

triffis: any triple somersault with a twist

The Spring Action  

How does a trampolinist achieve enough height to safely perform the routine? The secret is in the springs that hold the trampoline bed in the metal frame.

paddleThe springs on a trampoline are strong and tightly wound. Before the trampolinist mounts the trampoline, the springs are unstretched. When the gymnast jumps on the trampoline bed, the force of the jump stretches the springs. As the springs are stretched, they store potential energy. When the springs cannot be compressed any more, the potential energy is maximum.
At that point, the potential energy in the springs is converted to kinetic energy, and the springs begin to restore themselves to their initial position. The kinetic energy provided by the springs pushes the gymnast up into the air.

 

A similar phenomenon is at work in a toy paddle ball. When you hit the ball, it flies and stretches the elastic string that attaches it to the paddle. When the string doesn't stretch any further, the potential energy, which was stored in the string, becomes kinetic energy and sends the ball flying back in the opposite direction. If your aim is good, the ball will hit the paddle.

 

 

The spring-action of the trampoline naturally throws the gymnast upward. In order to go higher, the gymnast must "push off" during the collision with the trampoline. The force of the gymnast's push adds energy to the system, so that the person can go higher in the air.

Robert Hooke (1635-1703), who lived at about the same time as Isaac Newton, described this concept mathematically with the equation known as Hooke's Law: F s = -kx, where F s is the spring force that will push the spring to its original position, k is the spring constant that measures how stiff the spring is, and x is the displacement of the spring.

trampoline spring

 

 

Hooke's Law

F s = -kx
x = displacement of the spring, in m
k = spring constant, in N/m
F s = spring restoring force, in N

restoring force

 

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