OPTICAL CABLE WITH HIGH ASPECT RATIO STRENGTH RODS

Abstract

An optical fiber cable may include a cable jacket, a central tube within the cable jacket, optical fibers within the central tube, and a number of semi-rigid rods around the central tube. Each rod may have a cross-sectional shape with an aspect ratio of at least 2:1. The rods may be helically applied around the central tube.

Claims

1. An optical fiber cable, comprising: a cable jacket; a central tube within the cable jacket; a plurality of optical fibers within the central tube; and a plurality of semi-rigid rods around the central tube and within the cable jacket, each rod having a cross-sectional shape with an aspect ratio of at least 2:1.

2. The optical fiber cable of claim 1, wherein each rod has a substantially rectangular cross-sectional shape.

3. The optical fiber cable of claim 1, wherein the plurality of semi-rigid rods are helically arranged around the central tube.

4. The optical fiber cable of claim 1, wherein each semi-rigid rod comprises a fiber-reinforced plastic material.

5. The optical fiber cable of claim 1, wherein a sum of widths of the plurality of semi-rigid rods is greater than one-half a circumference of the central tube.

6. The optical fiber cable of claim 1, wherein the plurality of rods comprises at least six semi-rigid rods distributed evenly around the central tube.

7. The optical fiber cable of claim 1, wherein the plurality of optical fibers comprises at least 144 optical fibers.

8. The optical fiber cable of claim 1, wherein the plurality of optical fibers are in rollable ribbon form.

9. The optical fiber cable of claim 8, comprising at least 12 rollable ribbons, each rollable ribbon comprising at least 12 optical fibers.

10. The optical fiber cable of claim 1, wherein the cable jacket has an outside diameter between 7 and 18 millimeters.

11. The optical fiber cable of claim 10, wherein a ratio of total rod stiffness to cable jacket outside diameter is in a range from 20 kN/mm to 50 kN/mm.

12. The optical fiber cable of claim 1, wherein the cable jacket has a ridged exterior surface.

13. The optical fiber cable of claim 1, further comprising water-blocking tape between an interior surface of the central tube and the plurality of optical fibers.

14. An optical fiber cable, comprising: a cable jacket; a central tube within the cable jacket; a plurality of rollable ribbons within the central tube; and at least six fiber-reinforced plastic (FRP) rods helically arranged around the central tube and within the cable jacket, each rod having a cross-sectional shape with an aspect ratio of at least 2:1.

15. The optical fiber cable of claim 14, wherein each rod has a substantially rectangular cross-sectional shape.

16. The optical fiber cable of claim 14, wherein a sum of widths of the plurality of FRP rods is greater than one-half a circumference of the central tube.

17. The optical fiber cable of claim 14, wherein the cable jacket has an outside diameter between 7 and 18 millimeters.

18. The optical fiber cable of claim 17, wherein a ratio of total rod stiffness to cable jacket outside diameter is in a range from 30 kN/mm to 40 kN/mm.

19. The optical fiber cable of claim 17, wherein the plurality of optical fibers comprises at least 144 optical fibers.

20. The optical fiber cable of claim 14, wherein the cable jacket has a ridged exterior surface.

Description

BRIEF DESCRIPTION OF THE DRAWINGS

[0006] The invention can be better understood with reference to the following drawings. The components in the drawings are not necessarily to scale, emphasis instead being placed upon clearly illustrating the principles of the present invention.

[0007] FIG. 1 is a perspective view of an optical fiber cable, in accordance with exemplary embodiments of the invention.

[0008] FIG. 2 is a cross-sectional view of the optical fiber cable of FIG. 1, in accordance with exemplary embodiments of the invention.

[0009] FIG. 3A is a cross-sectional view of a rod of the optical fiber cable of FIGS. 1-2, in accordance with exemplary embodiments of the invention.

[0010] FIG. 3B is similar to FIG. 3A, showing another example of a rod.

[0011] FIG. 3C is similar to FIGS. 3A-3B, showing yet another example of a rod.

[0012] FIG. 4 is top plan view of a rollable ribbon, in accordance with exemplary embodiments of the invention.

[0013] FIG. 5 is a sectional view of the rollable ribbon of FIG. 4.

[0014] FIG. 6 is a table of examples of cables, in accordance with exemplary embodiments of the invention.

DETAILED DESCRIPTION

[0015] Although central core cables can provide high fiber packing density, linearly positioned semi-rigid strength members in a central core cable, i.e., where the strength members run parallel to the cable longitudinal axis, tend to generate a preferential bending plane that may inhibit blowing performance. As described below, a number of semi-rigid, high aspect ratio strength members distributed evenly around a central tube may provide sufficient rigidity for blown installation without increasing the cable diameter.

[0016] As illustrated in FIGS. 1-2 (not to scale), in an illustrative or exemplary embodiment of the invention, an optical fiber cable 100 may comprise a generally tubular cable jacket 102 containing elements that may include the following: a central tube 104; optical fibers 106 (e.g., in the form of ribbons) contained within the central tube 104; and a number of semi-rigid rods 108 helically arranged around the central tube 104. The exterior or outside surface of the jacket 102 may be ridged or grooved to enhance blowing performance.

[0017] “Helically” arranged means that each rod 108 follows a substantially helical path around the central or longitudinal axis (not shown) of the cable 100. The helical arrangement of the rods 108 may help minimize cable bend radius. Nevertheless, in other embodiments (not shown) the rods may be linearly arranged around the central tube. That is, in other embodiments each rod may follow a path substantially parallel to the longitudinal axis of the cable.

[0018] As illustrated in FIG. 3A, in an exemplary embodiment a rod 108A, which is an example of the rods 108 (FIGS. 1-2), has a rectangular cross-sectional shape, defined by a width (W) and a height (H). (A spatial reference system of x and y axes, corresponding to W and H, respectively, is also shown.) The width may be greater than the height. For example, the width (W) of the rod 108A may be at least twice the height (H) of the rod 108A. Stated another way, the aspect ratio (i.e., W:H) of the rod 108A may be at least 2:1. Aspect ratio is the ratio of the longest distance across an oblong or elongated geometric shape to the shortest distance across that shape. More preferably, the aspect ratio of the rod 108A may be about 2.5:1. The rod 108A may, for example, have a width of 1.37 mm and a height of 0.55 mm.

[0019] Referring again to FIGS. 1-2, the rods 108 may be arranged with one of the wide or long sides facing (i.e., covering a portion of) the outer surface of the central tube 104 and the opposing wide or long side facing the inner surface of the cable jacket 102. The shorter (“height”) sides of the rods 108 extend in a generally radial direction with respect to the center of the cable.

[0020] Although in the embodiment illustrated in FIG. 3A each rod 108A is rectangular in cross-sectional shape, in other embodiments such rods may have other shapes with similar aspect ratios. As illustrated in FIG. 3B, in another exemplary embodiment a rod 108B, which is another example of the rods 108 (FIGS. 1-2), does not have a precisely rectangular cross-sectional shape but rather has only a substantially rectangular cross-sectional shape because the rod 108B has rounded corners. For example, due to manufacturing processes, it may not be possible to produce a rod having precisely right-angled corners. Nevertheless, in a manner similar to the above-described rod 108A (FIG. 3A), the rod 108B may have an aspect ratio (i.e., W:H) of at least 2:1 and, more preferably, about 2.5:1. The rod 108B may, for example, have a width of 1.37 mm and a height of 0.55 mm.

[0021] As illustrated in FIG. 3C, in another exemplary embodiment a rod 108C has an elliptical cross-sectional shape. Nevertheless, in a manner similar to the above-described rods 108A (FIG. 3A) and 108B (FIG. 3B), the rod 108C may have an aspect ratio (i.e., W:H) of at least 2:1 and, more preferably, about 2.5:1. The rod 108C may, for example, have a width of 1.37 mm and a height of 0.55 mm. In view of the examples described above with regard to FIGS. 3A-3C, one of ordinary skill in the art will appreciate that in still other embodiments such rods may have still other cross-sectional shapes with aspect ratios of at least 2:1.

[0022] Referring again to FIGS. 1-2, the rods 108 may be distributed substantially evenly around the circumference of the central tube 104. That is, the spacing between adjacent rods 108 (each helically positioned around the central tube 104) may be substantially constant. As understood by one of ordinary skill in the art, the spacing between rods 108 may be substantially rather than exactly constant, the paths of the rods 108 may be substantially rather than exactly helical, etc., due to flexure of the cable 100, manufacturing tolerances, etc.

[0023] The rods 108 may cover a portion of the outer surface of the central tube 104. The portion may be expressed as a predetermined amount or percentage of the surface area or circumference of the central tube 104. For example, the rods 108 may cover more than one-half the outer surface of the central tube 104. Stated another way, the sum of the widths (W) of the rods 108 may be greater than one-half the circumference of the outer surface of the central tube 104. More preferably, the rods 108 may cover more than 60 percent of the outer surface of the central tube 104. That is, the sum of the widths of the rods 108 may be greater than 60 percent of the circumference of the outer surface of the central tube 104. This may also be expressed as an equation:

[0024] nW/πD>0.6, where n is the number of rods 108, D is the outside diameter of the central tube 104, and W is above-referenced width of each rod 108.

[0025] The number (n) of rods 108 may be selected based upon various factors, such as the outside diameter (OD) of the cable 100, the number of optical fibers 106, etc. In an exemplary embodiment, the cable 100 may have an OD in a range of 7-18 millimeters (mm). The cable 100, having an OD of 7-18 mm, may contain at least 144 optical fibers 106, each having a diameter of 200-250 microns. For example, the 7-18 mm cable 100 may have at least 144 such optical fibers 106 and 6-18 rods 108. More preferably, the 7-18 mm cable 100 may have at least 288 such optical fibers 106 and 8-18 rods 108. Nevertheless, more generally, a cable in accordance with some exemplary embodiments of the present invention may have at least six rods 108.

[0026] Each rod 108 may be made of fiber-reinforced plastic (FRP) or other material that makes the rod 108 semi-rigid. The term semi-rigid means that the rod 108 is compressively rigid or stiff yet sufficiently flexible to follow the helical path described above. As understood by one of ordinary skill in the art, FRP is a thermoset composite, commonly consisting of about 80 percent by weight of glass fiber and 20 percent by weight of a thermoset polymer. The glass fiber may be, for example, a type commonly known as E-glass (electrically insulating glass), and the thermoset polymer may be, for example, epoxy, urethane acrylate, etc.

[0027] As illustrated in FIG. 4, the above-described optical fibers (e.g., the plurality of optical fibers 106 in FIGS. 1-2) may be in the form of one or more so-called “rollable” or “partially bonded” optical fiber ribbons 400. Rollable optical fiber ribbon 400 comprises a plurality of optical fibers 402 joined to each other intermittently along their lengths with patches of adhesive, commonly referred to as a matrix material 404. As well understood by one of ordinary skill in the art, although rollable optical fiber ribbon 400 has the generally flat or ribbon shape shown in FIGS. 4-5 when laid flat (i.e., in a plane) with its optical fibers 402 arrayed parallel to each other, the intermittent (rather than continuous) distribution of matrix material 404 leaves the optical fibers 402 sufficiently free or unconstrained that they can roll into or otherwise assume a compact bundle or roughly cylindrical shape, such as the shape shown in cross section in FIG. 2. With the rollable optical fiber ribbon 400 assuming the compact cylindrical shape, a large number of optical fibers 402 may occupy a relatively small cross-sectional area, thus enabling cables (not shown in FIGS. 4-5) having high fiber packing densities. Yet, with the rollable optical fiber ribbon 400 assuming the flat or ribbon shape shown in FIGS. 4-5, mass-fusion splicing techniques may be conveniently applied to the rollable optical fiber ribbon 400.

[0028] The pattern of matrix material 404 shown in FIG. 4 or other characteristics of the rollable optical fiber ribbon 400 described herein are intended only as examples, and one of ordinary skill in the art will recognize that other types of rollable optical fiber ribbon are suitable. A common characteristic possessed by all such rollable optical fiber ribbons is that the intermittent (rather than continuous) distribution of matrix material 404 provides the ribbon with sufficient flexibility to enable it to be rolled into the above-described bundle shape or cylindrical shape and yet return to a ribbon shape when laid flat. The term “rollable” is understood by one of ordinary skill in the art in the context of optical fiber ribbons to specifically refer to a ribbon having this characteristic, provided by the intermittent rather than continuous distribution of matrix material 404. A “rollable” ribbon may be contrasted with what is commonly referred to in the art as a “flat” or “encapsulated” ribbon, in which matrix material is distributed continuously along the length of the fibers. In a flat ribbon, the fibers may be fully encapsulated within the matrix material. The rigidity of encapsulated optical fiber ribbons presents challenges to achieving high fiber packing density in cables. As described above, the rollable ribbon structure overcomes this problem while enabling mass-fusion splicing. For convenience, the term “rollable ribbon” is defined herein to mean a plurality of optical fibers joined to each other with matrix material intermittently along their lengths.

[0029] In some examples of the above-described cable 100 (FIGS. 1-2), the plurality of optical fibers 106 may be in the form of at least 12 rollable ribbons, each having 12 optical fibers 106. In other examples of the cable 100, the plurality of optical fibers 106 may be in the form of at least 24 rollable ribbons, each having 12 optical fibers 106. Nevertheless, in still other embodiments (not shown), the optical fibers may be loose, i.e., non-ribbonized. In such embodiments the optical fibers may be bundled by threads. The exemplary cable 100 may include threads 110 around bundles of multiple rollable ribbons (only a single exemplary thread 110 is shown in FIG. 2 for clarity). In yet other embodiments, the optical fibers may be in the form of flat, i.e., encapsulated, ribbons. Additional features, such as a layer of water-blocking tape 112 (FIGS. 1-2) between the central tube 104 and the optical fibers 106, may also be included.

[0030] The reason why the rods 108 have a high aspect ratio (e.g., rectangular) cross-sectional shape and do not have a circular or other 1:1 aspect ratio cross-sectional shape relates to achieving a desirable balance of stiffness of the overall cable 100 in relation to the OD of the cable 100. Stated another way, the rationale for employing rods having high aspect ratio cross-sectional shapes rather than rods having lower aspect ratio (e.g., circular) cross-sectional shapes is to reduce the cable OD while maintaining (or exceeding) the same level of stiffness as other rod shapes on a per-rod basis. As the rods 108 contribute far more (about 90-95 percent) of the stiffness of the overall cable 100 than other elements of the cable 100 (e.g., the fibers 106, the central tube 104, etc.), the stiffness of the rods 108 can be the focus of the comparative (i.e., rectangular versus circular) calculations below. The area moment of inertia directly corresponds to the rod stiffness, and the following equations enable a comparison between circular and rectangular rod cross-sections:

[0031] Circle:

[00001]$I_x=I_y=\frac{\pi D^4}{64},$

where D is the rod diameter

[0032] Rectangle:

[00002]$I_x=\frac{{\mathrm{bh}}^3}{12}$

and:

[00003]$I_y=\frac{{\mathrm{hb}}^3}{12},$

where b is the rod base (i.e., width) and h is the rod height

[0033] For the rectangular rod 108 (FIGS. 1-2) where h<b, the lowest area moment of inertia and therefore lowest rigidity would be about its x-axis (i.e. I.sub.x) and is discussed further. To achieve the equivalent inertias, the diameter of a circular rod (not shown in the drawing figures) would require the following calculation.

[00004]$I_{\mathrm{circle}}=I_{x,\mathrm{rectangle}}=\frac{\pi D^4}{64}=\frac{{\mathrm{bh}}^3}{12}.fwdarw.D=\sqrt[4]{\frac{16{\mathrm{bh}}^3}{3\pi }}$

[0034] Take the example of a 1.37×0.55 mm rectangular FRP rod, which is a common size available commercially. Inputting these dimensions into the above equation yields a circular rod diameter of 0.79 mm. To achieve the same level of stiffness of the rectangular rod, a circular rod would contribute an additional 0.48 mm to the overall cable diameter (OD), i.e., the difference between the rectangle's height and the rod diameter multiplied by two due to approximately even dispersion around the central tube. This is under the assumption that (a) the thickness of the cable jacket is fixed (i.e. same dimensions) and (b) the number of rods is also fixed due to equipment constraints (i.e. same rigidity).

[0035] The basis of the foregoing comparison between rectangular and circular rods can be extended to other rods having similar aspect ratios. In accordance with the inventive concepts disclosed herein, central core cables (e.g., intended for blowing installations, where space is at a premium and cable stiffness is an important consideration) are provided with rods having an aspect ratio of at least 2:1 rather than circular or other lower aspect ratio rods.

[0036] In FIG. 6 a table 600 provides some examples of optical fiber cables in accordance with exemplary embodiments of the invention. In the following examples, the stiffness of each rod may be calculated using the above-described example of the rod 108 having dimensions of 1.37 mm by 0.55 mm and made of a composite material comprising 80 percent by weight of E-glass and 20 percent by weight thermoset polymer. Nevertheless, it should be noted that the resulting stiffness (in units of kilonewtons or “kN”) is a material property that would be the same for rods of other dimensions. A calculation (not shown) using these properties of the exemplary rod 108 yields a minimum rod stiffness of approximately 32 kN (or 320 N per 1 percent linear strain).

[0037] In a first example (Cable Ex. #1 in the table 600), a cable may have an OD of 7 mm and consist of 144 fibers, each having a diameter of 200 μm. Using the above-described exemplary characteristic of the rods 108 covering more than one-half the outer surface of the central tube 104, it can be calculated that the number of rods in such a cable would be 6. It can also be calculated that, as each of the 6 rods in this example may have a stiffness of 32 kN, all six rods together or in total would have a total rod stiffness of 192 kN. Dividing this “total rod stiffness” of 192 kN by the cable OD of 7 mm yields a ratio of total rod stiffness to cable OD of 27.4 kN/mm in this first example of a cable.

[0038] In a second example (Cable Ex. #2 in the table 600), a cable may have an OD of 12.9 mm and consist of 864 fibers, each having a diameter of 200 μm. Using the above-described exemplary characteristic of the rods 108 covering more than one-half the outer surface of the central tube 104, it can be calculated that the number of rods in such a cable would be at least 18. It can also be calculated that, as each of the 18 rods in this example may have a stiffness of 32 kN, all 18 rods together or in total would have a total rod stiffness of 576 kN. Dividing the total rod stiffness of 576 kN by the cable OD of 12.9 mm yields a ratio of total rod stiffness to cable OD of 44.7 kN/mm in this second example of a cable.

[0039] In a third example (Cable Ex. #3 in the table 600), a cable may have an OD of 8.5 mm and consist of 144 fibers, each having a diameter of 250 μm. Using the above-described exemplary characteristic of the rods 108 covering more than one-half the outer surface of the central tube 104, it can be calculated that the number of rods in such a cable would be 8. It can also be calculated that, as each of the 8 rods in this example may have a stiffness of 32 kN, all 8 rods together or in total would have a total rod stiffness of 256 kN. Dividing the total rod stiffness of 256 kN by the cable OD of 8.5 mm yields a ratio of total rod stiffness to cable OD of 30.1 kN/mm in this third example of a cable.

[0040] In a fourth example (Cable Ex. #4 in the table 600), a cable may have an OD of 14.5 mm and consist of 864 fibers, each having a diameter of 250 μm. Using the above-described exemplary characteristic of the rods 108 covering more than one-half the outer surface of the central tube 104, it can be calculated that the number of rods in such a cable would be at least 18. It can also be calculated that, as each of the 18 rods in this example may have a stiffness of 32 kN, all 18 rods together or in total would have a total rod stiffness of 576 kN. Dividing the total rod stiffness of 576 kN by the cable OD of 14.5 mm yields a ratio of total rod stiffness to cable OD of 39.7 kN/mm in this fourth example of a cable.

[0041] In a fifth example (Cable Ex. #5 in the table 600), a cable may have an OD of 18 mm and have 18 rods. In this example, there may be any number of fibers. It should be noted that the number of fibers indicated in the first through fourth examples are intended only as examples, and similar cables may have other numbers of fibers. As each of the 18 rods in this example may have a stiffness of 32 kN, all 18 rods together or in total would have a total rod stiffness of 576 kN. Dividing the total rod stiffness of 576 kN by the cable OD of 18.0 mm yields a ratio of total rod stiffness to cable OD of 32.0 kN/mm in this fifth example of a cable.

[0042] In the cable examples in the table 600, the ratio of total rod stiffness to cable OD ranges from 27.4 kN/mm to 44.7 kN/mm Other cable examples will occur readily to one of ordinary skill in the art in view of the teachings and examples herein. Broadly, cables in accordance with exemplary embodiments of the invention having a ratio of total rod stiffness to cable OD in a range from 20 kN/mm to 50 kN/mm are contemplated. Preferably, such cables may have a ratio of total rod stiffness to cable OD in a range from 25 kN/mm to 45 kN/mm Still more preferably, such cables may have a ratio of total rod stiffness to cable OD in a range from 30 kN/mm to 40 kN/mm.

[0043] One or more illustrative or exemplary embodiments of the invention have been described above. However, it is to be understood that the invention is defined by the appended claims and is not limited to the specific embodiments described.