Coupling unit
AssigneeTannus Co., Ltd.
InventorYoung Gi Lee
Life of this patent
Estimating the term…
Abstract
Provided is a coupling unit for coupling a tire to a rim, the coupling unit including an upper surface, a lower surface, and side surfaces, in which a maximum length of the coupling unit is larger than a distance between both hooks of the rim, the side surfaces include sliding areas that are slidable with respect to the hooks of the rim such that the coupling unit is easily inserted into the rim while the coupling unit is being inserted into the rim, and in a state in which the coupling unit is completely inserted into the rim, at least a part of the upper surface is in surface contact with lower surfaces of the hooks to prevent the coupling unit from being separated from the rim.
Claims8
A coupling unit for coupling a tire to a rim, the coupling unit comprising:
- an upper surface, a lower surface, and side surfaces,
- wherein a maximum length of the coupling unit is larger than a distance between both hooks of the rim,
- wherein the side surfaces include sliding areas that are slidable with respect to the hooks of the rim while the coupling unit is being inserted into the rim,
- wherein in a state in which the coupling unit is completely inserted into the rim, at least a part of the upper surface is in surface contact with lower surfaces of the hooks to prevent the coupling unit from being separated from the rim,
- wherein the maximum length L satisfies the following equation 1;
- L
- ≥
- (
- L
- R
- +
- P
- -
- 1
- 2
-
- h
- )
- 2
- +
- (
- H
- R
- +
- R
- )
- 2
- ,
- [
- equation
-
-
- 1
- ]
- where LR denotes a length between the hooks of the rim, P denotes a maximum length by which the hooks protrude from inner walls of a flange, R denotes ½ of a thickness of the hooks, h denotes a maximum height from the upper surface to the lower surface, and HR denotes a height of the inner walls of the flange,
- wherein the maximum height h satisfies the following equation 2;
- h≤HR, [equations 2]
- and
- wherein a minimum length l between the side surfaces satisfies the following equation 3;
- l≤√{square root over ((LR+P−b)2+(HR+R)2,)} [equations 3]
- where b denotes a larger one of h and (L-l)/2.
Dependencies are inferred from the claim text.