What is the Role of Centrifugal Force in the Discus Throw?

In summary: It's all about the velocity of the object at the point of release.The kinetic energy has no direct association with 'centrifugal force' though.

What is more advantageous to a discus thrower, height or wingspan?


  • Total voters
    2
  • #1
litlmike
2
0
I am a discus thrower and a coach. It is clear that there are a number of physical attributes that make some throwers genetically superior. For example, height, weight, strength, and wingspan. What I would like to discuss, is what attribute is more important to the discus thrower, between height and wingspan. While any coach would contend that both height and wingspan give a thrower a greater potential to throw the discus farther, which one is a greater advantage, and why?

Discus Throwers
 
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  • #2
What allows you to throw a ball further? A 1 meter long ball thrower (arm extension), or a 1 meter high table to stand on? What about a really heavy ball?

The optimal combination depends on the mass of the projectile vs. your strength. I think, in the case of the discus thrower increasing wingspan would initially bring more benefit. But only within reasonable bounds. At some point you will need more height too.
 
  • #3
A.T. said:
What allows you to throw a ball further? A 1 meter long ball thrower (arm extension), or a 1 meter high table to stand on? What about a really heavy ball?

The optimal combination depends on the mass of the projectile vs. your strength. I think, in the case of the discus thrower increasing wingspan would initially bring more benefit. But only within reasonable bounds. At some point you will need more height too.

Thanks for the information. How would someone calculate the distance a discus thrower would throw on a particular throw?
 
  • #4
litlmike said:
Thanks for the information. How would someone calculate the distance a discus thrower would throw on a particular throw?

What data would you be able to supply? That's the problem.
If you knew the speed and elevation on release, the problem would be simple (you could even factor in the wind speed, temperature and humidity) but modelling the athlete would be pretty difficult. I guess one strategy would be to use a lot of slow mo sequences of the athlete's action (plus distance results) and identify which parts of the throw correlated with distance. A slo mo sequence would show where in the throwing action the acceleration is greatest and least (high and low spots in performance). That could give you information to work on for improvement. Problem is that discuss involves pretty well all parts of the body - not just the arms - so I reckon the job can only be done heuristically.
When the athlete happens to do a good throw, you need to know what he/she did right at the time and vice versa. A good coach will be doing that sort of thing all the time but a systematic approach (with a record of the event) could be even better.
 
  • #5
Aside from what on the surface appears to be simple physics, when we are discussing athletes it can be seen it is not that simple. Technique and timing come into play. Consider that at one time all high jumpers used the straddle form and now most use the "back over" form. In discus I am betting that many systems and fulcrum points are at play, right down to wrists and fingers. These actions are similar to multi-stage rockets where each successive stage adds it's power/speed to the previous. I have heard athletes say things like "It's all in the wrist" but this is untrue in an absolute sense. It really means don't leave out the wrists in the entire system that makes up the throw/punch whatever. They stack.

As for the most basic answer for OP inquiry, I'm betting on wingspan having a slight edge, due to centrifugal force, assuming all else essentially equal.
 
  • #6
enorbet said:
I'm betting on wingspan having a slight edge, due to centrifugal force,
What does centrifugal force have to do with?
 
  • #7
A.T. said:
What does centrifugal force have to do with?
Nothing, directly but the higher the tangential velocity (that governs how far it will fly), the greater the centripetal force felt.
But IMO, you need to be looking at the velocities of all body parts (knees, trunk, shoulders and arm sections) to maximise acceleration of each. I was thinking in terms of the technique used with Gollum etc. to see the detailed motion.
 
  • #8
A.T. said:
What does centrifugal force have to do with?

I am thinking in terms of stored energy suddenly released on a tangent much like the radial devices that launch "clay pigeons" in skeet and also some baseball pitching machines. The longer the moment arm, the greater the potential for stored energy, right?
 
  • #9
enorbet said:
I am thinking in terms of stored energy suddenly released on a tangent much like the radial devices that launch "clay pigeons" in skeet and also some baseball pitching machines. The longer the moment arm, the greater the potential for stored energy, right?
The kinetic energy has no direct association with 'centrifugal force' though. You could use any means to accelerate the discus. The only "stored energy" is the KE if the discus itself.
The KE is due to arm length AND angular velocity.
 
  • #10
sophiecentaur said:
The kinetic energy has no direct association with 'centrifugal force' though.

That depends on the definition of "direct". Changing from an inertial system to a co-rotating system the kinetic energy turns into potential energy related to the centrifugal force.
 
  • #11
enorbet said:
I am thinking in terms of stored energy suddenly released on a tangent much like the radial devices that launch "clay pigeons" in skeet and also some baseball pitching machines. The longer the moment arm, the greater the potential for stored energy, right?
Sure, the greater the radius, the greater the tangential velocity for the same spin rate, which is a limiting factor for a human standing on his feet. This is rather obvious, while you remark about "centrifugal force" isn't obvious at all to me.
 
  • #12
As a boy it seems to me the very first active description of centrifugal force I read was of a stone tied at the end of a string being spun around and then the string is released/cut. This seemed very like a discus throw to me. More recently, the revived popularity of the Trebuchet has demonstrated the great power of the combination of leverage and centrifugal force.

However when I looked it up on a physics site it mentioned that the forces at play in a trebuchet are quite complex and include both centrifugal force and centripetal force. I am indebted to this thread for clearing this up for me... but now I am contemplating why it is that employing wheels on the base increases the throw distance... but that, I suppose, has little counterpart in discus and for another thread.
 

What is the role of physics in the discus throw?

The discus throw is heavily influenced by the laws of physics. Understanding the principles of force, motion, and rotation is crucial in mastering this sport. Physics helps athletes to optimize their technique and maximize their distance.

What are the main factors that affect the distance of a discus throw?

The main factors that affect the distance of a discus throw are release speed, release angle, and release height. The release speed is determined by the athlete's strength and technique, while the release angle and height are influenced by the athlete's body position and timing of the release.

How does the shape of the discus affect its flight?

The shape of the discus plays a significant role in its flight. The discus is designed to create lift and minimize drag, allowing it to travel further. Its round, flat shape and smooth surface create low pressure on the top and high pressure on the bottom, resulting in an upward force that keeps the discus in the air longer.

What is the importance of the discus thrower's center of mass?

The center of mass is the balance point of an object. In the discus throw, the athlete's center of mass should be shifted towards the back of the throwing circle to generate a longer throwing arm. This position also allows for a more efficient transfer of energy from the athlete's body to the discus.

How does the conservation of angular momentum apply to the discus throw?

The discus throw follows the principle of conservation of angular momentum, which states that the total angular momentum of a system remains constant unless acted upon by an external torque. In the discus throw, the athlete creates angular momentum by rotating their body and transfers it to the discus at the moment of release, resulting in a longer and more powerful throw.

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