The present teachings relate to surgical applications for the repair of bone fractures and deformities. More particularly, the teachings relate to a method and apparatus for securing two severed bone portions in a relatively fixed relationship to each other.
In various orthopedic surgical procedures, it is necessary to align and secure two severed bone portions in a relatively fixed relationship to each other. For example, it is often necessary to establish such a secured relationship after a bone has been fractured as a result of either natural causes or physician intervention. To ensure that the bone can regenerate in the proper orientation and fuse the fracture, it is important that the bone portions be fixed in the desired position during bone regeneration.
It is known in the art to provide metal plates for the repair of bone fractures. The plates are generally secured to the fractured bone portions with fasteners such as screws. Among other applications, the plates and fasteners are used to provide rigid stabilization of sternum fractures. The plates conventionally employed for sternum osteosynthesis generally comprise small, generally flat, sections of metal. The sections contain round and perhaps threaded screw holes at various points along their lengths for fastening the sections to bone.
In one technique for sternum reconstruction, a plate having one or more apertures is positioned proximate to the surface of the sternum so that the plate spans the severed region of the sternum and is held in relative position thereto through a threaded plate/screw interface. The plate is then bent into shape, if necessary, and secured to the sternum using a plurality of fasteners seated within the apertures. Subsequently, the fasteners and plate may be removed to allow surgical access to the sternum (e.g., to treat vital organs within the thoracic cavity). Finally, the same plate or a new plate is again fastened to the sternum through engagement of the fasteners with the sternum.
While known systems utilizing plates and fasteners for aiding the osteosynthesis of severed bone regions have proven to be acceptable for certain applications, such systems are nevertheless susceptible to improvements that may enhance their performance. In this regard, many known systems require time consuming attachment. Additionally, known systems, which necessitate the insertion, removal, and subsequent reinsertion of fasteners into the bone, negatively affect fastener purchase. Furthermore, many known systems do not facilitate cutting of the plate to provide expedited physician access to the area or cavity requiring access through the location spanned by the plate.
The present teachings relate to an apparatus and method for reapproximating and securing portions of severed bone. Reapproximation of the severed bone portions is carried out using a bone reapproximation device, which is able to laterally hook and reapproximate the separated bone regions. Once reapproximated, the bone regions are coupled using a plate including at least two bone fixation regions and a bridge region disposed between the bone fixation regions. Each bone fixation region contains at least one receptor used to receive a fastener suitable for securing the plate to the bone portions to be coupled. Both the plate and the fastening devices may be bio-resorbable and/or bio-compatible.
The fasteners may include a main body portion with an upper shaft portion and a lower shaft portion. Once secured to the bone surface due to interaction with the fasteners, the plate may be removed from engagement with the bone surface by removing the head member and subsequently removing the plate from the bone surface. The fastener configuration allows for removal of the plate without requiring removal of the main body portion of the fastener from the bone, thus allowing the main body portion and hole within the bone to be used again in the future to secure the plate to the bone surface. In addition, the plate may alternatively be secured to the bone surface by a one-piece locking, or non-locking, screw such that removal of the plate from the bone requires severing of the plate or removal of each one-piece screw. As can be appreciated, the fastener chosen (i.e., one-piece versus multiple-piece construction) for the particular plate will vary depending on the requirements of the particular application.
The plate of the present teachings is configured to permit rapid separation of the bone portions previously secured by the plate. The plate may be severed using any suitable cutting device, such as surgical scissors, surgical wire cutters, or surgical plate cutters. Severing of the plate using surgical scissors, wire cutters, or plate cutters is facilitated due to the presence of a bridge region that is specifically configured to allow for such engagement. Optimum bridge severability is accomplished mainly through manipulation of the aspect ratio and area of the cross-section of the bridge region. The aspect ratio of the cross section is generally defined as the height of the bridge region in the cutting device divided by the width of the bridge region in the cutting device. Therefore, the aspect ratio of the cross-section will change depending on the orientation of the cutting device, unless the cross-section of the bridge includes a generally square or round cross-section. Generally speaking, for a cross section of a constant area, as the width of the bridge region in the cutting device is increased, the height of the bridge region is decreased, and the force required to sever the bridge region is reduced. In addition, the bridge region may be raised or tapered so as to ease engagement of the bridge region by surgical wire cutters, surgical plate cutters, or surgical scissors. The bridge region may also be weakened or contain a notch to further aid in severing the bridge region.
The plate of the present teachings may also have numerous bridge regions and bone fixation regions arranged in a variety of shapes so as to produce a plate with a configuration capable of coupling a large or irregularly shaped region of severed bones, the bones terminating at various different angles to each other. To aid in the coupling of such severed bone regions, the bridge regions and the bone fixation regions may extend at a variety of different angles. Further, the bone fixation regions and the bridge regions may be in differing planes so as to couple severed bone regions that terminate at differing planes to each other.
Further areas of applicability of the present teachings will become apparent from the detailed description provided hereinafter. It should be understood that the detailed description and specific examples, while indicating the preferred embodiments of the teachings, are intended for purposes of illustration only and are not intended to limit the scope of the teachings.
The following description is merely exemplary in nature and is in no way intended to limit the teachings, its application, or uses.
Referring to
The anterior of the thorax 14 is formed by a sternum 16, xyphoid 18, manubrium 20, costal cartilage, and ribs 24. In addition, the clavicle 22 is shown connecting the sternum 16 to the scapula and humerus (neither shown). The sternum 16, as shown, has previously undergone a medical procedure known as a median sternotomy. As a result of this procedure, the sternum 16 has been severed, thus permitting physician access to the tissues or organs located in thoracic cavity 26. However, the sternum 16 has since been reapproximated with previously severed portions A and B now bound together by the system 10 of the present teachings.
With continued reference to
The bridge region 38 joins the bone fixation regions 36 and may be disposed generally flush with either, or both, of the upper or lower surfaces 30, 32 or may be offset from both of the upper and lower surfaces 30, 32, as will be discussed further below. Each bone fixation region 36 defines at least one aperture 40. The apertures 40 may be threaded or simply formed as non-threaded through holes. The apertures 40 may extend symmetrically from the bridge region 38 or may be arranged asymmetrically. Further, the apertures 40 may optionally include a circular or an oval countersink 42 and may be internally threaded, as best shown in
The plate 28 described in any of the embodiments of the present teachings may be made of a variety of bio-resorbable materials. One resorbable material of particular interest is marketed by Biomet, Inc. (Warsaw, Ind.) under the tradename LACTOSORB®. LACTOSORB® is an absorbable co-polymer synthesized from all-natural ingredients: 82% L-lactic acid and 18% glycolic acid, and is substantially amorphous (i.e., without crystallinity), meaning that its degradation is uniform, precluding the crystalline release associated with degrading copolymers that have been associated with late inflammatory reactions. Furthermore, the LACTOSORB® copolymer ratio permits the polymer to retain most of its strength for six to eight weeks. Such a time period is appropriate for healing, but not so long as to raise concerns about long-term stress shielding of bone. In addition to LACTOSORB®, other resorbable materials may be used such as PLA, PGA, and others including various polymers, ceramics, etc.
The plate 28 may also be made from a variety of bio-compatible materials. Examples of bio-compatible materials that may be used are the implantable plastics PEEK or PET. In addition to PEEK or PET, implantable surgical metals may also be used. Alloys that may be implanted are, but not limited to, stainless steel, titanium, or cobalt chrome molybdenum. Specifically, commercially pure titanium, listed as grade 1, 2, 3, or 4 or titanium alloy such as titanium 6-aluminum/4-vanadium may be used. The plate 28 may be inelastically deformable so as to retain its shape once contoured to cooperate with the shape of the bone regions to be secured.
With particular reference to
With particular reference to
With reference to
In one application, the thread pitches of the upper shaft portion 50, lower shaft portion 52, and the thread pitch of the external threads of the head member 48 are common. The external threads of the head member 48 and the externally threaded lower shaft portion 52 have a common thread lead. In the exemplary embodiment illustrated, the externally threaded lower shaft portion 52 has a single lead configuration while the external threads of the upper shaft portion 50 and head member 48 have a double lead configuration. The use of faster 44c is advantageous because it allows the plate 28 to be removed while the lower portion 52 remains in place in the event that the plate 28 must be removed. This retains the integrity of each hole formed in the bone and eliminates the need to remove and re-insert different fastening devices into the bone each time the plate 28 is removed and re-seated.
Fasteners 44a-c may be formed of a suitably rigid biocompatible material. However, if the intent is to insert fasteners 44a-c into the bone for a temporary period of time, it may be formed from a bio-resorbable material. Fasteners 44a-c formed from bio-resorbable materials degrade within the body, thus eliminating the need for subsequent removal of the fasteners 44a-c.
It should be noted that any of the foregoing fasteners 44a-c may include a self-tapping feature and/or a self-drilling feature. A self-tapping tip 55 is used to create a series of threads in the receiving bone, as best shown in
In use, before the plate 28 may be secured to severed halves A and B of sternum 16, the severed halves A and B must be reapproximated. Reapproximation of severed sternum halves A and B may be carried out using, as seen in
Once the separated bone halves A and B have been reapproximated, the plate 28 is positioned on the bone surfaces to be coupled so that certain apertures 40 may be selectively used as a guide for drilling holes (not specifically shown) in the bone surfaces for receiving the fasteners 44a.
A first of the fasteners 44a is passed through a selected one of the apertures 40 and rotated so that the externally threaded lower portion 52 is driven into the hole (not shown) in one of the halves A or B of the sternum 16. For example, as the externally threaded lower portion 52 of the fastener 44a is driven into the sternum 16, the external threads 52 simultaneously engage the internally threaded aperture 40 of the plate 28. In addition, the fastener may also self-drill and/or self-tap the bone half A, B, depending on the particular tip 55, 57 of the fastener 44a, as previously discussed.
Additional fasteners 44a are used to interconnect the plate 28 with the sternum 16 in a substantially identical manner. However, it will become appreciated by those skilled in the art that any number of fasteners 44a may be employed depending on a particular application.
After the plate 28 has been secured into place, it may be necessary to remove the plate 28 so as to allow a physician to re-separate the sternum 16 and gain access to either the sternum 16 or the thoracic cavity 26 to provide treatment (e.g., emergency or planned secondary cardiac surgery). To facilitate removal of the plate 28, the fasteners 44a are unthreaded and removed from the apertures 40 of the respective bone fixation regions 36. When the plate 28 is removed, it retains its shape due to the inelastic deformation.
When the secondary surgical procedure is complete, the separated halves A and B of the sternum 16 are again reapproximated using the surgical forceps 60 in the manner described above. Once the separated halves A and B of sternum 16 are reapproximated to a desired distance, the halves A and B are held into place by replacing plate 28. The plate 28 is replaced by inserting the fasteners 44a through the selective apertures 40 of the bone fixation regions 36 and simultaneously threading the internal threads of the aperture 40 with the external threads 52 of the fastener 44a.
Referring to
Referring to
Referring to
Plate 28d is illustrated in
Bone fixation region 36d″ includes a total of three apertures 40 while bone fixation region 36d′ includes two apertures 40 for use in attachment to respective bone halves A, B. The extra aperture 40 provided on fixation region 36d″ allows for an extra fastener to securely fix the fixation region 36d″ to a respective bone halve A, B. Therefore, the extra aperture 40 and corresponding fastener 44a serves to restrict fastener pull-through and helps to ensure that the plate 28 remains fixed to the bone halves A, B.
In each of the foregoing plates 28, 28a, 28b, 28c, and 28d, the bridge region 38 may be offset from the bone fixation regions so as to form a recess 70 either between the upper surface 30 and the bridge region 38, between the lower surface 32 and the bridge region 38, or between both surfaces 30, 32 and the bridge region 38, as best shown in
The recess 70 may be easily engaged by a cutting device such as surgical scissors 72, wire cutters, plate cutters, or a cautery (only applicable for non-metal fixation) so as to permit the scissors 72, wire cutters, plate cutters, or cautery to sever the bridge region 38, as best shown in
The bridge region 38 may be tapered at its perimeter surface 74, its upper surface 76, or its lower surface 78 to allow the bridge region 38 to be severed more easily and to provide a smooth surface for added patient comfort. Tapering of the upper surface 76 and the perimeter surface 74 relatively weakens the bridge region 38 and forms the recess 70 generally between upper surface 30 of the bone fixation regions 36 and the upper surface 76 of the bridge region 38, as best shown in
While the bridge region 38 may include a plurality of varying cross-sectional shapes such as elliptical, oval, or rectangular, the bridge region 38 must be designed so as to accommodate the force requirements with respect to holding the bone halves A, B together while concurrently allowing a physician or surgeon to easily and quickly remove the plate 28 under exigent circumstances. The bridge region 38 is designed to accommodate both requirements (i.e., strength and severability), by balancing strength requirements with cutability requirements in designing the cross-sectional shape. The latter design feature maintains requisite strength properties while providing for quick and easy removal.
The relationship between the requisite force required to sever the bridge region 38 and the cross-sectional area of the bridge region 38 is substantially linear. Therefore, the larger the cross-sectional area of the bridge region 38, the greater the force required to sever the bridge region 38. The cross-sectional area of the bridge region 38 is deigned to both accommodate the strength requirements of the system 10 and to optimize the severability of the bridge region 38.
Optimum bridge severability can be substantially manipulated for a given cross-sectional area, accomplished mainly through manipulation of the aspect ratio of the cross-section of the bridge region 38. The aspect ratio is generally defined as the height H of the plate 28 in the cutter 72 divided by the width W of the plate 28 in the cutter 72. The height of the bridge region 38 is generally defined between upper and lower surfaces 76, 78 of the bridge region 38, while the width is generally measured perpendicular to the upper and lower surfaces 76, 78, as best shown in
Because the cut force is directly attributable to the size, shape, and aspect ratio of the cross-section of the bridge region 38, an Aspect Ratio Factor (ARF) is calculated for use in determining a desirable aspect ratio (i.e., height and width) of a bridge region 38. The ARF is determined by dividing the cut force in a tested orientation of a bridge portion by an average of the cut forces measured in both directions. As previously discussed, the aspect ratio of the bridge region 38 is defined as the height of the bridge region 38 in a cutter 72 divided by the width of the bridge region 38 in a cutter 72. Therefore, a given bridge region 38 having an aspect ratio of A would have an aspect ratio of 1/A when rotated 90 degrees in the cutter 72. Therefore, the ARF may be determined by the following equations for each aspect ratio:
ARFA=Cut ForceA/((Cut ForceA+Cut Force1/A)/2)
ARF1/A=Cut Force1/A/((Cut ForceA+Cut Force1/A)/2)
For example, a force required to cut a square cross-section will be the same regardless of the orientation of the section in the cutter 72 as the width of the section is generally equal to the height. For a plate of the same cross-sectional area, but with an aspect ratio of 2 (i.e., the bridge region 38 is twice as wide as it is high), the cut force required to sever the bridge is reduced.
For example, the natural log of the aspect ratio for a plate having an aspect ratio of 2 is 0.69. From a regression of experimental data relating the aspect ratio to the ARF for cross sections made from Grade IV titanium, the natural logarithm of the ARF corresponding to the aspect ratio of 2 is approximately −0.1, which corresponds to an ARF of 0.904. Substituting the ARF value into the above ARFA equation and solving for Cut ForceA yields a cut force that is roughly 83% of the load required to cut the same cross-section having an aspect ratio of ½. The cross-section having an aspect ratio of ½ has the same cross-sectional area as the section having an aspect ratio of 2, but the section having an aspect ratio of ½ is rotated 90 degrees in the cutting tool 72 (such that the above equation is solved for Cut Force1/A and the aspect ratio is 1/A), and is thus more difficult to cut.
Therefore, a bridge region 38 having an aspect ratio of 2 (i.e., the bridge region 38 is twice as wide as it is high) is easier to cut than a bridge portion having an aspect ratio of ½ (i.e., the bridge region 38 is twice as high as it is wide). It should be noted that when the bridge region 38 has an aspect ratio of either 2 or ½, that the bridge region 38 will have an identical cross-sectional area. In other words, the relationship between the width and height remains the same. For example, a plate 28 having a bridge region 38 measuring 2 mm in one direction and 1 mm in the other direction will yield a cross-sectional area of 2 mm2. The aspect ratio only changes from 2 to ½ when the plate 28 is rotated 90 degrees in the cutting tool 72. When the bridge region 38 is cut along the 2 mm surface, the aspect ratio is 2 and the plate 28 is easily severed. Conversely, when the plate 28 is cut along the 1 mm section, the aspect ratio is ½ and the plate 28 requires a higher cut force in order to sever the bridge region 38. Therefore, cut force and aspect ratio are directly related.
Based on the inventors' research with a particular cutter, a cut force (i.e., applied to the handles of a cutter) with a particular cutter of 55.1 lbf is generally considered an acceptable force, allowing most surgeons to easily sever a plate 28 using cutting tools 72 commonly found in a crash cart of an emergency room. As previously discussed, the force required to cut or sever a given bridge region 38 of a plate 28 is, in part, dependent on the aspect ratio of the bridge region 38 to be cut. The plate 28 can be easily cut without reducing the cross-sectional area of the bridge region 38 beyond an acceptable limit by optimizing the aspect ratio of the bridge region's cross-section.
Typically, most devices used in sternal closure procedures are designed to withstand loads ranging from 400N (90 lbf) to 1200N (270 lbf). Such loads are generally applied by the patient during breathing, coughing, etc. and must be safely transmitted by one or more plates 28 to halves A, B via bridge fixation regions 36 and one or more bridge regions 38. Therefore, the first step in designing a plate 28 is to ensure that the bridge region 38 is large enough to carry such loads with an appropriate factor of safety. Once an adequate cross-sectional area is determined, the aspect ratio of the section is adjusted to facilitate severability of the section when quick removal of the plate 28 is required.
In adjusting the aspect ratio (i.e., height and width) of the bridge region 38, the following equations (A-H) are useful in determining the maximum cut height for a given bridge region 38, where hmax is the maximum height of the bridge region 38, w is the width of the bridge region 38, and a is the area of the cross-section of the bridge region 38. It should be noted that while the following equations apply for any orientation of the plate 28 in the cutter 72, the use of the bridge width and maximum bridge section height is dependent on relating it to the cutting orientation as shown in
The constants on the left-hand side of the equations A-H (i.e., 63.7, 55.1, 22.2, and 19.2) refer to experimentally determined acceptable cut force values for a given bridge region 38. The following equation may be used to determine an acceptable cut force where CF refers to a Maximum allowable cut force; S1 refers to a slope of a cut force vs. cross-sectional area (determined experimentally); S2 refers to a slope of Ln(ARF) vs. Ln(aspect ratio) (determined experimentally); and C1 refers to a Y-intercept of the cut force vs. cross-sectional area data (determined experimentally):
For the actual cut force to be less than or equal to the maximum allowable cut force given a defined width w, the height H must be less than or equal to Hmax. For a rectangular cross section a=h*w the equation becomes:
The cut force (applied to the handle of an instrument by a doctor or physician) requirements are 63.7 lbf, 55.1 lbf, 22.2 lbf, and 19.2 lbf, respectively, and generally provide a scale on which a plate designer may choose to set the cut force. The 63.7 lbf and 55.1 lbf cut force refer to the largest clinically relevant cutter. The 22.2 lbf and 19.2 lbf cut force refer to the smallest clinically relevant cutter. The constants S1, C1 and S2 are dependent on the material chosen. The cut force is initially determined for the largest relevant cutter. However, the following equation can be scaled using the experimentally determined ratio (L1 over L2) of cut force required to sever a given section using a first cutter (L1) versus experimentally determined cut force required to sever the same given section using a second cutter (L2). In this manner, the plate can be severed by other clinically relevant cutters, (e.g., the small cutter) with the scaled equation describing the required cut force is given as:
Using several plate shape sections to determine L1/L2 and regressing the data, the appropriate relationship was experimentally determined to determine the 22.2 lbf and 19.2 lbf on the left hand side of the equation for the small clinically relevant cutter. In essence, this modification to the equation shows that a smaller cutter with the same hand force on the cutter requires a section that can be cut more easily.
While technically, it most correct to multiply S1 and C1 each by the ratio of cut force using the small cutter over cut force using the large cutter, the above equation is equivalent to dividing CF by the quantity (cut force using small cutter over cut force using the large cutter). This is how the equations A and B were scaled to obtain the equations C and D and how the equations E and F were scaled to obtain the equations G and H.
For example, equations A and E are both set to yield a cut force of 63.7 lbf with the area, width, and height as variables. Using this maximum cut force, for a rectangular section and using Grade 4 titanium with the largest clinically relevant cutter, equation A gives the relationship between height and width of the bridge section. If the maximum cut height (which may be the same as the width of the bridge section, as shown in
In contrast, using the same equation A based on the same maximum cut force, a rectangular section, and the same cutter, if the height of the plate in the cutter (Corresponding to the width of the bridge section in proposed
In the same way, the experimentally measured force on the handle can be translated to the actual force seen by the plate using the mechanical advantage of the given cutter. For the double action cutter used as the largest clinically relevant cutter, the mechanical advantage was determined to be 6.1 to 7.1 depending on hand position, with the plate positioned so that up to 2 mm of cutter extended beyond the plate. In the tested position, the mechanical advantage was determined to be 6.8. From this, the actual force seen by the plate associated with an applied cut force of 63.7 lbf can be determined in the range of 388 lbf to 452 lbf depending on user hand position, and 433 lbf in the test fixture position. The same determination could be made for the small cutter.
Based on this calculation, the cut force equation can be rewritten to describe the force applied to the plate (PCF), using the mechanical advantage (MA) of the cutter:
Since PCF=(CF)(MA), it is readily apparent that this equation is equivalent to the previously described relationship. Using the maximum of the range of mechanical advantages measured for the large cutter, equations A, B, E, and F are can be rewritten as A′, B′, E′ and F′ as shown below.
By similar means, this principle could be applied to the small cutter tested or to any other relevant cutter to determine the maximum severing force seen by a given plate. This method could also be applied to model the cut force of materials other than Grade 2 or Grade 4 commercially pure titanium using the same characteristic equation and similar testing.
The description of the teachings is merely exemplary in nature and, thus, variations that do not depart from the gist of the teachings are intended to be within the scope of the teachings. Such variations are not to be regarded as a departure from the spirit and scope of the teachings.
This application is a continuation-in-part of U.S. patent application Ser. No. 10/081,166, filed on Feb. 22, 2002. The disclosure of the above application is incorporated herein by reference.
Number | Date | Country | |
---|---|---|---|
Parent | 10081166 | Feb 2002 | US |
Child | 10980705 | Nov 2004 | US |