Abstract A series of apertures are formed in a blade of a circular saw which define a plurality of the strips interconnecting the toothed annular peripheral portion and the inside portion of the blade. The strips are dimensioned so as not to hinder the expansion of the peripheral portion and the width of the peripheral portion is so great that its own weight can bring about the required tension due to the centrifugal force when the blade rotates. The width of the peripheral portion is 10-30% of the diameter of the blade and the length of the flexible part of the strips is at least 10% of the diameter of the blade. The flexibility, defined by the formula K=(L/B)x(sin alpha /N) in which L=the length of the center line of the flexible portion of the rib and B=the greatest width of the rib of this length, alpha =the angle between the radius running through the center point of the flexible portion and the tangent of the intersection point of the radius and the center line, N=the number of ribs and K is greater than 1/3.
A circular saw blade comprising a toothed annular peripheral portion and an interior portion, strips connecting said toothed annular peripheral portion to said interior portion, wherein the width of the peripheral portion is 10-30% of the diameter of the blade, said strips having a flexible portion, the length of the flexible portion of the strips is at least 10% of the diameter of the blade, wherein the flexibility K is defined by the formula K=(L/B)×(sin α/N) in which L=the length of the center line of the flexible portion of the strip and B=the greatest width of the strip of this length, α=the angle between the radius running through the center point of the flexible portion and the tangent of the center line through the intersection point of the radius and the center line, N=the number of strips and K is greater than 1/3.
Claim 2
Dependent Claim
143 words
A circular saw blade comprising a toothed annular peripheral portion and an interior portion, strips connecting said toothed annular peripheral portion to said interior portion, wherein the width of the peripheral portion is 10-30% of the diameter of the blade, said strips having a flexible portion, the length of the flexible portion of the strips is at least 10% of the diameter of the blade, wherein the flexibility K is defined by the formula K=(L/B)×(sin α/N) in which L=the length of the center line of the flexible portion of the strip and B=the greatest width of the strip of this length, α=the angle between the radius running through the center point of the flexible portion and the tangent of the center line through the intersection point of the radius and the center line, N=the number of strips and K is greater than 1/3.
Claim 3
Dependent Claim
23 words
The circular saw blade according to claim 1 wherein the width of the peripheral portion is 15-25% of the diameter of the blade.
Claim 4
Dependent Claim
30 words
The circular saw blade according to claim 1 wherein the strips are at right angle with respect to the radius of the blade through the center point of the strip.
Claim 5
Dependent Claim
21 words
The circular saw blade according to claim 3 wherein the strips run in a direction other than the direction of rotation.
Claim 6
Dependent Claim
20 words
The circular saw blade according to claim 1 wherein the strips are inclined to the radius through the center point.