Golf swing training and correction system

• US 6,277,030 B1
• Filed: 05/05/1999
• Issued: 08/21/2001
• Est. Priority Date: 05/05/1999
• Status: Active Grant

• Current Assignee: Barr L. Baynton
• Original Assignee: Barr L. Baynton, William Clay Flannigan
• Inventors: Flannigan, William Clay, Baynton, Barr L.
• Primary Examiner(s): Nguyen, Kien T.
• Application Number:
  US09/305,585
• Time in Patent Office: 839 Days
• Field of Search: 473/219, 473/221, 473/222, 473/223, 473/226, 473/257, 473/258, 434/247, 434/252
• US Class Current: 473/219
• CPC Class Codes: A63B 2024/0012 Comparing movements or motion sequences with a registered reference
• CPC Class Codes: A63B 2071/0081 Stopping the operation of the apparatus
• CPC Class Codes: A63B 21/00178 for active exercising, the apparatus being also usable for passive exercising
• CPC Class Codes: A63B 2220/16 Angular positions
• CPC Class Codes: A63B 2220/34 Angular speed
• CPC Class Codes: A63B 2225/09 Adjustable dimensions
• CPC Class Codes: A63B 24/0006 Computerised comparison for qualitative assessment of motion sequences or the course of a movement
• CPC Class Codes: A63B 47/008 Devices for measuring or verifying ball characteristics
• CPC Class Codes: A63B 60/42 Devices for measuring, verifying, correcting or customising the inherent characteristics of golf clubs, bats, rackets or the like, e.g. measuring the maximum torque a batting shaft can withstand
• CPC Class Codes: A63B 60/46 Measurement devices associated with golf clubs, bats, rackets or the like for measuring physical parameters relating to sporting activity, e.g. baseball bats with impact indicators or bracelets for measuring the golf swing
• CPC Class Codes: A63B 69/36211 Mechanical guides guiding the club head end during the complete swing, e.g. rails
• CPC Class Codes: A63B 69/3632 Clubs or attachments on clubs, e.g. for measuring, aligning A63B69/3614 takes precedence; clubs for swinging exercises in general A63B15/00
• CPC Class Codes: G09B 19/0038 Sports

Abstract

An athletic implement swing training and correction system includes a computer controlled mechanical manipulation mechanism for controlling the position and orientation of the athletic implement within a predetermined swing path geometry. The predetermined athletic implement swing path position and orientation is tailored to the physiology of the individual athlete from a collection of swing path geometries. A system of computer controlled position control actuators guide the swing of the student athlete through a tailored swing path geometry. Deviations from the tailored swing path geometry result in force feedback to the student athlete in direct relation to the amount of deviation from the tailored swing path position and implement orientation.

Claims

1. An implement swing training and correction system for use by a student athlete comprising:

means for storing multiple sets of Cartesian coordinates representing a collection of predetermined individual implement swing path positions and implement orientations;

means for selecting one of said individual predetermined individual implement swing path positions and implement orientations and transforming said selected individual predetermined implement swing path positions and implement orientations into a system of Cartesian coordinates representing a tailored swing path geometry conforming to the physiology of the student athlete;

a computer controlled mechanical system constructed and arranged to control the position and orientation of the implement along said tailored swing path geometry;

means for providing force feedback to the student athlete when the swing path geometry imparted to the implement by the student athlete deviates from said tailored swing path geometry;

said force feedback being in direct relation to the amount of deviation of the swing path geometry from said tailored swing path geometry.

2. The system as defined in claim 1 wherein said tailored swing path geometries are homogeneous transformations stored in a binary tree data structure.

3. The system as defined in claim 1 wherein the positions and orientations of the implement are determined by a computer controlled mechanical system wherein said computer controls the motion of said mechanical system in six degrees of freedom.

4. The system as defined in claim 3 wherein three of said six degrees of freedom are associated with an arm assembly and the remaining three of said six degrees of freedom are associated with a wrist assembly mounted on one end of said arm assembly.

5. The system as defined in claim 4 wherein said three degrees of freedom associated with said arm assembly are oriented along an x_a axis, a y_a axis, and a z_a axis on a Cartesian coordinate system.

6. The system as defined in claim 5 wherein said three degrees of freedom associated with said wrist assembly are oriented along an x_w axis, a y_w axis, and a z_w axis on a Cartesian coordinate system.

7. The system as defined in claim 6 wherein said three degrees of freedom associated with the wrist assembly include at least one revolute joint.

8. The system as defined in claim 7 wherein said at least one revolute joint permits rotation of the implement about its own long axis.

9. The system as defined in claim 5 wherein said three degrees of freedom associated with the arm assembly include at least one revolute joint.

10. The system as defined in claim 9 wherein a revolute joint is oriented along said z_a axis.

11. The system as defined in claim 9 wherein a revolute joint is oriented along said y_a axis.

12. The system as defined in claim 5 wherein said three degrees of freedom associated with the arm assembly include at least one prismatic joint.

13. The system as defined in claim 12 wherein said prismatic joint is oriented along said x_a axis.

14. The system as defined in claim 3 wherein a position control actuator is associated with each of said six degrees of freedom.

15. The system as defined in claim 1 wherein the force feedback is provided by position control actuators.

16. The system as defined in claim 1 wherein the position of the implement in either backswing or downswing is determined by the velocity of the implement.

17. A six axis athletic implement swing training and correction system comprising:

a first support assembly oriented along a z_a axis;

a second support assembly rotatable about a y_a axis and extending along an x_a axis and mounted on one end to said first support assembly;

a third support assembly mounted on a second end of said second support assembly at the intersection of x_w, y_w, and z_w axes;

a first position control actuator for controlling rotation of said first support assembly about said z_a axis;

a second position control actuator for controlling rotation of said second support assembly about said y_a axis;

a third position control actuator for controlling translation of said second support assembly along said x_a axis;

a fourth position control actuator for controlling the rotation of said third support assembly about said x_w axis;

a fifth position control actuator for controlling the rotation of said third support assembly about said y_w axis;

a sixth position control actuator for controlling the rotation of said third support assembly about said z_w axis;

said third support assembly including means for gripping the athletic implement around its long axis;

a programmable computer system connected to each of said position control actuators to position the athletic implement at a predetermined location and orientation, during the swing of the athletic implement.

18. The system as defined in claim 17 further including means for placing force on the athletic implement if the position and orientation of said athletic implement deviates from said predetermined locations and orientations.

19. The system as defined in claim 17 wherein said first support assembly is a substantially vertical support assembly.

20. The system as defined in claim 17 wherein said second support assembly is a support arm assembly.

21. The system as defined in claim 17 wherein said third support assembly is a wrist assembly.

22. A system for replicating the swing of an athletic implement having a long axis wherein said swing includes a predetermined series of implement positions and implement orientations, said system comprising:

a combination of position control actuators and joints in a mechanical manipulation mechanism enabling motion in six degrees of freedom wherein one of said six degrees of freedom is rotation about the long axis of the athletic implement;

a computer control system to both sense and record the position of the said mechanical manipulation mechanism along each of the six degrees of freedom during the athletic implement swing and to provide force feedback through said mechanical manipulation mechanism when the swing of the athletic implement deviates from the predetermined series of implement positions and implement orientations.

23. The system as defined in claim 22 wherein said computer control system records:

the position of the athletic implement as a system of coordinates, the velocity of the athletic implement during the swing, and the torque associated with said position control actuators in said mechanical manipulation mechanism.

24. The system as defined in claim 23 wherein a position sensor is included for each position control actuator (or degree of freedom) to provide data on implement position, implement orientation, and implement velocity.

25. The system as defined in claim 22 wherein said computer control system compensates for the friction and inertia of said mechanical manipulation mechanism.

26. The system as defined in claim 22 wherein said computer control system using a proportional-integral-differential feed-forward filter of a six axis motion control system to determine the required torque from each position control actuator.

27. The system as defined in claim 22 wherein said computer control system further includes a low level software section and a high level software section.

28. The system as defined in claim 27 wherein said low level software section determines joint angles θ

₁, θ

₂, θ

₃, θ

₄, θ

₅, and θ

₆ associated with each of said six degrees of freedom.

29. The system as defined in claim 27 wherein said low level software section determines the joint angles θ

₁, θ

₂, θ

₃, θ

₄, θ

₅, and θ

₆ associated with the position and orientation of the athletic implement according to the following system of equations;

${\mathrm{\theta <br><br>}}_1={\tan }^{{-}^1}<br><br>\left(\frac{y}{x}\right)$${\mathrm{\theta <br><br>}}_3=\sqrt{x^2+y^2+z^2-a^2}$${\mathrm{\theta <br><br>}}_2={\tan }^{{-}^1}<br><br>\left(\frac{{\mathrm{\theta <br><br>}}_3}{a}\right)-{\tan }^{{-}^1}<br><br>\left(\frac{\sqrt{x^2+y^2}}{z}\right)$${\mathrm{\theta <br><br>}}_4={\tan }^{{-}^1}<br><br>\left(\frac{a_y}{a_x}\right)$${\mathrm{\theta <br><br>}}_6={\tan }^{{-}^1}<br><br>\left(\frac{-n_x<br><br>\sin <br><br>\left({\mathrm{\theta <br><br>}}_4\right)+n_y<br><br>\cos <br><br>\left({\mathrm{\theta <br><br>}}_4\right)}{-o_x<br><br>\sin <br><br>\left({\mathrm{\theta <br><br>}}_4\right)+o_y<br><br>\cos <br><br>\left({\mathrm{\theta <br><br>}}_4\right)}\right)$${\mathrm{\theta <br><br>}}_5={\tan }^{{-}^1}<br><br>\left(\frac{a_x<br><br>\cos <br><br>\left({\mathrm{\theta <br><br>}}_4\right)+a_y<br><br>\sin <br><br>\left({\mathrm{\theta <br><br>}}_4\right)}{a_z}\right)$

wherein x, y and z represent positions along the axes in a set of Cartesian coordinates, a_x and a_y are the x and y components of the Denavit-Hartenberg parameters and n_x, n_y, o_x, and o_y are homogeneous transformation parameters.

30. The system as defined in claim 27 wherein said high level software section determines the desired athletic implement position and orientation on swing path based on the following equation:

$\stackrel{\to <br><br>}{n}={\stackrel{\to <br><br>}{r}}_o-\frac{\left({\stackrel{\to <br><br>}{r}}_1-{\stackrel{\to <br><br>}{r}}_o\right)\times <br><br>\stackrel{\to <br><br>}{a}\times <br><br>\stackrel{\to <br><br>}{a}}{a^2}$

where {right arrow over (n)} is the normal vector, {right arrow over (r)}₀ is the vector to the current position, {right arrow over (r)}₁ is the vector to the desired path and {right arrow over (a)} is the vector from a first point to a second point on the desired swing path.

31. A method for training a student athlete on how to swing an athletic implement characterized by having a long axis, said method comprising the steps of:

describing a predetermined athletic implement swing path and athletic implement orientation along said swing path as a set of data representing positions in a Cartesian coordinate system;

storing said swing data in a computer;

transforming said swing path data into a tailored set of points representing positions in a Cartesian coordinate system, said tailored set of points conforming the swing to the size and muscular structure of the student athlete;

using said tailored set of points to control a mechanical manipulation mechanism to move the athletic implement through a set of positions and orientations describing a tailored swing path, said tailored swing path including rotation about the long axis of the athletic implement.

32. The method as described in claim 31 further includes the step of providing force feedback to the student athlete if the actual swing path deviates from said tailored swing path.

33. The method as described in claim 32 wherein the amount of force feedback is proportional to the amount of deviation of the actual swing path from said tailored swing path.

34. The method as described in claim 31 wherein said mechanical manipulation mechanism has six degrees of freedom.

35. The method as described in claim 34 wherein three degrees of freedom are associated with an arm assembly and three degrees of freedom are associated with a wrist assembly.

36. The method as defined in claim 35 wherein said three degrees of freedom associated with said arm assembly include at least one revolute joint.

37. The method as defined in claim 36 wherein said three degrees of freedom associated with said arm assembly include at least one prismatic joint.

38. The method as defined in claim 35 wherein said three degrees of freedom associated with said wrist assembly include three revolute joints.

39. The method as defined in claim 38 wherein at least one of said revolute joints permits rotation of the athletic implement about its own long axis.

40. The method as defined in claim 34 wherein said position control actuators are associated with each of said six degrees of freedom.

41. The method as defined in claim 31 wherein a position control actuator is associated with each of said six degrees of freedom.

42. The method as defined in claim 41 wherein said computer controls each position control actuator.

43. The method as defined in claim 31 wherein said force feedback is provided by position control actuators.

44. The method as defined in claim 31 wherein the position of the athletic implement in either backswing or downswing is determined by the velocity of the athletic implement.