Cogset with increasing jump
A cogset having a plurality of axially adjacent sprockets between a first sprocket with a minimum primitive circumference and a last sprocket with a maximum primitive circumference and the primitive circumferences are expressed as an integer dimensionless value equal to the ratio between the primitive circumference itself and a fixed length equal to a chain pitch. The difference in value between the primitive circumference of the sprocket next to a predetermined sprocket and the primitive circumference of the predetermined sprocket is defined as the jump associated with the predetermined sprocket. A first sprocket subset comprises the first sprocket and at least the next three sprockets and a second sprocket subset comprises at least three adjacent sprockets that do not include the first sprocket. The jump associated with all of the sprockets of the first subset is equal to 1, whereas the jump associated with the sprockets of the second subset increases by 1 from one sprocket to the next.
1. A cogset comprising a plurality of axially adjacent sprockets arranged between a first sprocket having a minimum primitive circumference and a last sprocket having a maximum primitive circumference, wherein the primitive circumference of each sprocket is expressed as an integer dimensionless value equal to a ratio between the primitive circumference itself and a fixed length equal to a chain pitch, wherein difference in value between primitive circumference of the sprocket after a predetermined sprocket and primitive circumference of the predetermined sprocket is defined as the jump associated with the predetermined sprocket of the plurality of sprockets, wherein
a first sprocket subset comprising the first sprocket and at least the next three sprockets, and a second sprocket subset comprising at least three adjacent sprockets, which do not include the first sprocket, are defined among the plurality of axially adjacent sprockets and,
wherein
the jump associated with all of the sprockets of the first sprocket subset is equal to 1,
and the jump associated with sprockets of the second sprocket subset increases by 1 from one sprocket to the next sprocket.
2. The cogset according to claim 1 , wherein the first sprocket subset comprises at least five sprockets.
3. The cogset according to claim 1 , wherein the jump associated with the first sprocket of the second sprocket subset is equal to or greater than 2.
4. The cogset according to claim 1 , wherein the last sprocket is not included in the second sprocket subset.
5. The cogset according to claim 1 , wherein the second sprocket subset comprises at least four adjacent sprockets.
6. The cogset according to claim 1 , wherein the second sprocket subset comprises at least five adjacent sprockets.
7. The cogset according to claim 1 , wherein the jump associated with every sprocket of the cogset is equal to or greater than the jump associated with the previous sprocket.
8. The cogset according to claim 1 , wherein the largest sprocket of the first sprocket subset coincides with the smallest sprocket of the second sprocket subset.