|Publication number||US2998242 A|
|Publication date||Aug 29, 1961|
|Filing date||May 18, 1959|
|Priority date||May 18, 1959|
|Publication number||US 2998242 A, US 2998242A, US-A-2998242, US2998242 A, US2998242A|
|Inventors||Fuchs Henry O, Schwarzbeck John G|
|Original Assignee||Fuchs Henry O, Schwarzbeck John G|
|Export Citation||BiBTeX, EndNote, RefMan|
|Patent Citations (6), Referenced by (29), Classifications (9)|
|External Links: USPTO, USPTO Assignment, Espacenet|
1961 J. ca. SCHWARZBECK ET AL 2,998,242
STRESS EQUALIZED COIL SPRING Filed May 18, 1959 ATTORN EYS United States Patent C) 2,998,242 STRESS EQUALIZED COIL SPRING John G. Schwarzbeck, 2610 Illinois Ave., South Gate, Calif., and Henry 0. Fuchs, 2323 Pinecrest Drive, Altadena, Calif.
Filed May =18, 1959-, 'Ser. No. 814,043 7 Claims. (Cl. 267-61) This invention relates generally to improvements in coil springs, and more particularly concerns the provision of a coil spring having a novel turn cross section giving the spring improved performance in terms of load and deflection capacity, or alternatively permitting savings in space and weight.
Normally, coil springs having circular cross sections have their efliciency curtailed by stress peaks on parts of the surface of the coil turn during coil deflection. For example, at the inside of the coil the direct shearing stresses add to the torsional stresses and the shorter fibers at the inside of the coil are twisted through the same angle as the longer fibers at the outside of the turn. Both these factors produce higher total stresses than exist at the outside of the coil. For a round wire, the increased stress at the inside of the turn is approximately 1.6/ times the average surface stress, where c is the spring index equal to the mean coil diameter divided by the wire diameter. For a spring index of 5, there exists about'30% greater peak stress at the inside of the coil turn, over and above the average surface stress. Since the spring efficiency is proportional to the square of the permissible stress, the efficiency of such a spring in fatigue loading, where the maximum stress range is the determining factor, is only 60% of the efficiency of the same spring in static loading where the average stress is the determining factor.
The present invention has for its major object the provision of a coil spring having turns the cross sections of which in axial radial planes are such that the highest stress is more nearly equal to the average stress in order that the problems and difiiculties associated with coil springs having round cross section turns may be overcome. Accordingly, the invention contemplates a turn cross section flectioncapacity, the spring may take up less space, weigh less, have a higher resonant frequency, and at the same time have less maximum stress than a coil spring having circular cross sectional turns.
The same type of cross section, with a greater ratio of width to thickness, can also serve to store more spring energy in a small space, thereby increasing the space eificiency as well as the weight efiiciency of such springs.
The invention is also concerned with the provision of an additional or auxiliary coil spring, the turns of which extend within the spaces between the first or larger coil turns, for engagement therewith during axial compression of the first coil. Thus, the second or smaller spring turns fit loosely into the spaces between the typically flat sides of the egg shaped turns of the larger spring, without requiring any additional space. Such an auxiliary or bumper spring frictionally engages the turns of the larger coil that move together when the coil is compressed. Being more flexible, the auxiliary or smaller spring will then contract as a whole and its coils will also bend to a slightly smaller radius, fractionally increasing the number of coils of the auxiliary spring. Such a bumper spring is useful in applications where it is desired to reduce or eliminate surging of the larger spring, the sliding contact of the two springs resulting in surge energy absorption by friction. Also, the smaller spring limits the stroke of the main spring, thus providing a margin between pre-setting stress between the main spring and the auxiliary spring.
characterized in that the section curvature presented inp I wardly toward the coil axis is substantially greater than the section curvature presented outwardly away from the coil axis, the difference between the inwardly and outwardly presented curvatures being such that the stresses produced on the surface of the coil during coil axial deflection are substantially equal from the point of greatest thickness to the inside of the coil. The centroid of the cross section is located towards the outside of the coil from the midpoint between the inner and outer sides of a turn cross section.
In conformance with this major object, the spring turn cross section outline is most desirably oval in shape, the sectionover-all width and length dimensions and the curvatures at the inside and outside of the turn being optimally relatedby mathematicalexpressions which will be later set forth. The section oval outline may typically comprise a half circleand a half ellipse substantially tangent to the half circle, the latter being convex in a direction away from the coil axis and the half ellipse being convex toward the coil As a result of these considerations the spring is made more eflicient. This means that more elastic energy can be stored in the same space, that less' weight of spring is required to absorb or store a given amount of energy, and that for equal performance in terms of load capacity, stresses and deflections, the spring will have a higher resonant frequency and be less subject to flutter than is characteristic of a coil spring having circular cross section For equal performance interms of load and de- The latter typically has a triangular cross section with rounded corners, the cross section being considerably smaller than the turn cross section of the main spring. Consequently,the auxiliary spring carries relatively little load and is subject to relatively low stress until it is contacted by the flattened surfaces of the main spring turns.
These and other objects and advantages of the present invention, as well as the details of an illustrative embodiment, will be more fully understood from the following detailed description of the drawings, in which:
FIG. 1 is an axial cross section through a coil spring having oval turn cross sectional shape; FIG. 2 is an enlarged view of the oval cross section characteristic of the spring turns;
FIG. 3 is an axial section taken through the combination of the main spring having oval turn cross sections with an auxiliary spring having triangular spring cross sections; and
FIG. 4 is a graph which will be described.
'In FIG. 1 the coil spring designated generally at 10 has turns indicated at 11, the inner and outer diameters of which are shown at 12 and 13. The axis of the spring coil is shown at 14 and the turn cross sections 15 are seen to be oval shaped, with the section curvature 16 presented inwardly toward axis 14 being greater than the section curvature 17 presented outwardly away from axis 14. As
where wqhe over-all length of the section in a radial direction normal to the coil axis t=the over-all width thickness of the section in a direction parallel to the coil axis Do=outer diameter of coil Di==inner diameter of coil As is shown in FIG. 2, the length and width dimensions are indicated by the letters w and t associated with the dimensional arrows. The exact relationship between w/t and l/ c is shown by the curve 32 in FIG. 4, the line 33 being a plot of the relationship between w/ t and The shaded area between curve 32 and line 33 indicates the small error between the exact relationship of w/ t to c as indicated by curve 32 and the approximate relationship of w/z to c as indicated by line 33.
The above expression interrelating the length and width dimensions of the oval may be further related to radii of curvature at the inwardly and outwardly presented sides of the, oval section through the expression:
t w la- 1 where Typically, the section oval outline may comprise a half circle at the large end of the oval, together with a half ellipse substantially tangent to the half circle at points 18 between which the dimension t is measured. Thus it is clear that the half ellipse has a minor axis the ends of which are at points 18, and a major axis normal to the coil axis. The centroid 30 of the cross section is located toward the outside of the. coil from the mid-point 31 between the inner and outer sides of the cross section.
The particular cross section shown in FIG. 2 is characterized by the following expression:
Referring to FIG. 3, the larger spring 10 is the same as discussed in connection with FIGS. 1 and 2 with the exception that the coil turns have spaced apart upper and lower flat sides indicated at 20 and 21. These sides are adapted to move toward and engage the lower and upper spaces between the larger coil turns 15, for interengagement therewith during axial compression of the larger coil. As shown, the flat sides 21 and 23 are substantially parallel and also the flat sides 20 and 22 are substantially parallel, and extend at substantial acute angles to radii from the coil axis 14.
The smaller spring has a triangular cross section with rounded corners, and it carries relatively little loading and is subject to relatively low stress until contacted by the fiat surfaces 20 and 21 of the large spring. The latter will try to push the smaller spring inward whereas the smaller spring will try to push the main spring outward. Since the auxiliary spring is the more flexible, the pushing will produce relatively little increased deflection and stress in the main or larger spring, which is already stressed highly in torsion, but such pushing will produce relatively higher stress in the smaller spring which is only slightly stressed in torsion. The stresses produced. by the mutual pushing are tension and compression.
To comply with the pushing action, the smaller spring will contract as a whole, and its turns will also bend to a smaller radius which will increase fractionally the number of turns in the smaller spring. The compression involves radial sliding, and the bending involves both radial and helical sliding between the two contacting faces in such sliding. Energy is absorbed by friction so that flexure or surging of the larger spring is eliminated frictionally by energy absorption.
1. An improved coil spring the turns of which have oval cross-sections in axial radial planes and characterized in that the section curvature presented inwardly toward the coil axis has substantially the outline shape of half an ellipse bisected by the ellipse minor axis and the major axis of which extends substantially normal to the coil axis, the section curvature presented outwardly away from the coil axis having substantially the outline shape of a halfcircle the diametrically opposite sides of which extend substantially tangent to the opposite sides of said half elliptical section curvature.
2. The invention as defined in claim 1, including a second and coaxial coil spring the turns of which extend within the spaces between the first mentioned coil turns for interengagement therewith during axial compression of the first mentioned coil.
3. The invention as defined in claim 1 wherein the section over-all length and width dimensions, the curvature at the inside of the turn, and the spring index 0 are approximately related by the expressions:
w=the over-all length of the section in a radial direction normal to the coil axis 7 I z=the over-all thickness of the section in a direction parallel to the coil axis r=the radius of curvature at the inside of the turn section and in an axial radial plane D0 Di Do=outer diameter of coil Di=inner diameter of coil.
6. The invention as defined in claim 5 in which said triangular cross sections have rounded corners and a fiat side of the triangular section is presented toward the first coil 7. The invention as defined in claim 5 in which the inside diameter of the second coil spring turns is at least as large as the inside diameter of the first coil spring turns.
292,773 Vose Jan. 29, 1884 6 ONeill Oct. 25, 1904 Knudsen Apr. 13, 1909 Legge Aug. 10, 1937 Caminez Mar. 20, 1945 FOREIGN PATENTS Great Britain June 22, 1955
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|U.S. Classification||267/204, 267/166|
|International Classification||F16F1/04, F16F3/00, F16F3/04|
|Cooperative Classification||F16F1/042, F16F3/04|
|European Classification||F16F3/04, F16F1/04B|