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Department of Biological Sciences, University of Rhode Island, Kingston, Rhode Island 02881
* To whom correspondence should be addressed, at Department of Biology, Friday Harbor Laboratories, University of Washington, Friday Harbor, WA 98250. E-mail: ecarring{at}u.washington.edu
| Abstract |
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Abbreviations:
, strain
, stress Ei, material stiffness
| Introduction |
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Mussels of the Mytilidae, which includes all marine species, have a byssal complex with three main components: a root that is attached to the byssal retractor muscles; a stem that extends from the root and consists of a series of overlapping cuffs; and fibrous byssal threads that individually project off of each cuff (Bell and Gosline, 1996). Individual byssal threads are made in the mussel foot through a process similar to polymer-injection molding (Waite, 1992). A central groove is formed when the edges of the mussel foot touch together and the opening is secured with sealant mucus. This groove is then filled with proteins by numerous glands also found within the foot. These proteins are massaged into highly oriented fibers and then coated with a tough lacquer cuticle to inhibit chemical and bacterial degradation (Rzepecki and Waite, 1993). Upon completion of the process which takes about 2 to 5 min, the edges of the foot part and the new thread is released, which elongates the stem distally (Waite, 1992).
The dreissenid byssus evolved independently from the byssus of the mytilids (Morton, 1993), and although the thread-making process is similar in the two taxa, the byssal structure is different. In dreissenid species such as D. polymorpha, threads branch from a single location on the byssus (Eckroat and Steele, 1993). In contrast to mytilids, dreissenids add new threads to the stem circumferentially, thereby increasing stem thickness instead of stem length (Eckroat and Steele, 1993).
Brown (1952) first described the morphology of the byssal structure and noted that the threads of M. edulis were composed of two distinct regions, a corrugated proximal region and a smooth distal region. Although the whole thread is mainly collagenous, the distal region has supplementary components, such as alanine and glycine, that make it similar to silk fibroin, and the proximal region has additional components similar to those found in elastin (Coyne et al., 1997; Waite et al., 2002). Not all species of mussels have the composite thread structure of M. edulis, however; some species have morphologically homogeneous threads.
The proximal and distal regions of Mytilus byssal threads also differ in mechanical properties: the distal region is stronger, stiffer, and less extensible than the proximal region (Smeathers and Vincent, 1979; Bell and Gosline, 1996). The distal region also yields (becomes less stiff) when extended beyond a critical length. The whole-thread tensile behavior of many Mytilus species is therefore triphasic: threads are initially stiff, then yield, and finally stiffen again before structural failure (Bell and Gosline, 1996).
In relation to other biological fibers, the material properties of these byssal regions are exceptional in several ways (Gosline et al., 2002). The proximal section is similar in extensibility to other rubber-like proteins such as resilin and elastin, but is an order of magnitude higher in strength and stiffness. The distal region has stiffness and strength values close to those of collagen but is 10 times more extensible. These two regions join together to create a thread that, pound for pound, is comparable to Kevlar in toughness.
When subjected to cyclical tensile tests, the threads of Mytilus species exhibit some remarkable dynamic properties, such as resilience and their unusual ability to recover over time following deformation. Resilience is the elastic efficiency of a material, or the percentage of the strain energy stored during deformation that is recovered after stress has been removed. In byssal threads, resilience is highly dependent on the amount of strain appliedlarger extensions produce lower resilience values (Smeathers and Vincent, 1979; Carrington and Gosline, 2004). Byssal resilience for Mytilus species ranged from 35%68%, which is lower than for rubber-like proteins (about 90%; collagen and elastin, Gosline et al., 2002). Lower resilience is usually associated with enhanced toughness in polymeric materials (Gosline et al., 2002). Smeathers and Vincent (1979) noted that byssal threads recover stiffness, or "self-heal," after deformation. This recovery process was later quantified by Carrington and Gosline (2004): M. californianus was able to recover roughly 60% of its lost energy dissipation structure in 30 min, while M. edulis recovered only 45% in the same time.
A number of studies have detailed the mechanical abilities of the byssal threads of M. edulis and other prevalent Mytilus mussels (M. galloprovincialis, M. trossulus, and M. californianus; McDonald and Koehn, 1988; Bell and Gosline, 1996; Vaccaro and Waite, 2001; Lucas et al., 2002; Waite et al., 2002; Carrington and Gosline, 2004). Of these species, M. californianus threads appear superior in strength, extensibility, stiffness, and also resiliency and recovery after deformation. Bell and Gosline (1997) also found that M. californianus byssal threads are thicker than the threads of equally sized M. trossulus. Together, the mechanical and morphometric differences seen in the byssal threads of M. californianus may contribute to its strong attachment and ability to dominate wave-exposed shores. It is not known, however, how other mussel species compare, because no studies have included mussels from a variety of genera and habitats.
This study assesses the variation in mechanical properties of byssus from a range of mussels, including M. edulis, Modiolus, G. demissa, B. thermophilus, and D. polymorpha. Specifically, this study focuses on the material properties of extensibility, strength, and stiffness of the byssal threads. Also, dynamic mechanical tests assess the resilience of the threads of each species and their ability to recover initial material properties after partial deformation. Because morphometrics can help to place biomechanical data in an ecological context, relationships between mussel and thread dimensions were also measured and compared.
| Materials and Methods |
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Material testing
Quasi-static testing.
Quasi-static material testing followed the general protocol of Bell and Gosline (1996) and Carrington and Gosline (2004). Twenty threads for each species were pulled to failure using an Instron-5565 tensometer (Canton, MA) equipped with a computer interface. Each end of a single thread was fixed with cyanoacrylate glue between two small squares of cardstock, placed into grips, and extended at a rate of 10 mm min1. Threads that broke at the grips were not used, as it is likely that they broke from clamp damage. During all tensile experiments, the threads of marine species were submerged in seawater, whereas D. polymorpha threads were submerged in distilled freshwater. All water was maintained at 15°C, a temperature common to all the species being tested.
During each tensile test, the computer collected continuous load and extension values, which were then normalized to the size of the sample, producing a stress-strain curve. Load was converted into stress (
, in pascals) by dividing by the cross-sectional area of each thread. Thread cross-sectional areas were assumed to be circular, and the diameter was measured at the break point. In cases where the threads did not appear cylindrical, the largest axis length was used to calculate cross-sectional area to maintain consistency within this and other studies. Thread diameter (± 0.01 mm) was calculated from digital micrographs, using image analysis software (Sigma Scan 5.0; SPSS, Inc.). Extension was converted into engineers strain (
) by dividing the change in length by the initial length of the thread. Note that this measure of strain is equivalent to "true" strain (
t, calculated as the natural log of the ratio of length to initial length) only for small strains (< 5%; Denny, 1988). Engineers strain can be converted to true strain by the formula
t = ln (
+ 1). The initial modulus (Ei, in pascals), or material stiffness, was calculated from the slope of the initial portion of the stress-strain curve. The average yield stress and yield strain were also calculated for those species whose threads exhibited a distinct yield region. Ultimate values were recorded at failure.
In addition, tensile material tests were conducted on the isolated proximal and distal sections from the threads of Modiolus and intertidal M. edulis. The remaining species had no discernible morphological regions and were therefore excluded from these tests. Despite the observations of Eckroat and Steele (1993), no distinct topographical differences in regions of D. polymorpha threads were detectable, even under the magnification of a scanning electron microscope (Brazee, 2004).
Dynamic testing.
Cyclical loading was used to examine dynamic properties of the byssal threadsspecifically, the resilience and the ability to recover after deformationfollowing the methods of Carrington and Gosline (2004). A strain of 0.35 was chosen for cyclical tests because previous studies have established this value to be within the yield region for Mytilus threads (Carrington and Gosline, 2004). Ten threads of each species were cycled in tension twice and then left unstressed for 30 min. Data from the first cycle were used to compute resilience, or the amount of elastic energy retained after deformation (Smeathers and Vincent, 1979; Denny, 1988). Resilience was calculated by dividing the area under the returning curve by the area under the initial extension curve, expressed as a percentage. After 30 min, the threads were cycled again to estimate recovery of the initial material properties. Recovery was measured as the area enclosed by the time-delayed force-extension cycle, expressed as a percentage of the area within the initial cycle (Carrington and Gosline, 2004). Cyclical testing was also conducted on the isolated proximal and distal regions of Modiolus threads.
Mussel and thread morphometry
The shell length of each species was measured (to the nearest millimeter) using calipers. The morphometry of threads was quantified for each species, including length, diameter, shape, and plaque area. Thread length (± 0.02 mm) was obtained from the initial length measurements of successful tensile test data (where failure did not occur at the grips). Thread length was then expressed as a percentage of total shell length for comparisons among species (n = 1216, except for B. thermophilus, where n = 5). For M. edulis and Modiolus, the length of proximal and distal regions was also measured under a dissecting microscope (to the nearest 0.1 mm, n = 910). For comparisons among species, proximal length was expressed as a percentage of total length for each thread, and characteristic thread diameter was measured about 2 mm from the distal end as in Bell and Gosline (1996).
Scanning electron microscopy (SEM) was used to examine the surface topography of proximal and distal ends of representative byssal threads from each species. Three threads from each species were cross-sectioned at the proximal end and photographed using SEM to evaluate the overall thread shape of each species. The major and minor axes were measured (to the nearest 0.1 µm), and a ratio of major to minor axes was calculated for each species.
To estimate plaque area, 10 representatively sized mussels for each species were allowed to produce threads on clear plastic. Two plaques were haphazardly selected from each mussel, and image analysis software was used to calculate the plaque area (in square millimeters) from digital micrographs. Dreissena polymorpha and B. thermophilus could not be maintained in the laboratory; plaques from these species were instead carefully extracted from their natural shell substrate (n = 20 and n = 5, respectively). It was assumed that these methodological differences in thread production (environment, substrate) did not affect plaque area (but see Crisp et al., 1985; Bell and Gosline, 1996). Mechanical and morphometric data were analyzed separately using analysis of variance with species as the independent factor. All statistical tests were performed using SYSTAT 10.0 (SPSS Inc; Richmond, CA) and assume a significance level (P) of 0.05. Post hoc tests were done using the Tukey method of multiple pairwise comparisons.
| Results |
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The ultimate stress (or strength) of whole threads varied within the suite of species examined (P < 0.001; Table 1). Whereas the threads of marine species broke at similar stresses, ranging from 1326 MPa, D. polymorpha threads were twice as strong, with a mean strength of 48 MPa. Ultimate strain (or extensibility), which ranged from 0.5 to 0.8, did not vary among species (P = 0.14), but the initial modulus did (P < 0.001; Table 1). The threads of intertidal and subtidal M. edulis, G. demissa, and B. thermophilus were less stiff, ranging 3579 MPa. The stiffest threads were those of D. polymorpha (136.9 MPa), and Modiolus modiolus threads were intermediate.
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Dynamic testing.
Species varied in the amount of elastic energy restored following deformation (P < 0.001; Table 1). Dreissena polymorpha threads dissipated the greatest amount of energy during extension, with a resilience of about 25%. This was significantly lower than all other species tested (Table 1). The remaining species were statistically similar, with the exception of intertidal M. edulis, which had lower resilience than B. thermophilus.
Consecutive stress-strain curves of D. polymorpha were also different from those of the mytilids (Fig. 3). When the threads of D. polymorpha were extended in a second tensile cycle, they remained slack until reaching the strain at which the yield occurred during the first cycle. After this point, a positive slope (stiffness) developed that was less steep than that of the first extension. Conversely, the mytilid threads were never completely slack. During the second cycle, a positive slope was observed immediately, although this slope was not nearly as steep (stiff) as that of first cycle. In all species tested, this second cycle never exhibited a yield. The amount of recovery, or the percentage of energy-dissipating ability regained in 30 min after deformation, was between 45% and 68% for all species. D. polymorpha threads had the highest recovery; they were significantly different only from Modiolus (P < 0.05). After resting for 30 min, D. polymorpha threads still had some slack but recovered stiffness and yield typical of threads that had not been previously tested (Fig. 3A). Note that the return curves for all cycles overlap, indicating that the slack is the result of reversible plastic deformation and not grip slippage. For the mytilids, only a modest recovery of stiffness was observed after 30 min, and the yield region did not return.
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| Discussion |
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However, threads of the freshwater mussel, Dreissena polymorpha, were stronger, slightly stiffer, and equally as extensible as threads of marine species (Table 1; Bell and Gosline, 1996). The superior strength of D. polymorpha was a surprising result, considering that marine habitats are typically characterized by fast-moving, irregular water motion, whereas most freshwater environments are hydrodynamically benign in comparison.
The high strength of the D. polymorpha threads may be due to their unique molecular structure. Dreissena polymorpha threads are composed mainly of polyphenolic proteins and contain no collagen (Rzepecki and Waite, 1995), whereas collagen is the dominant protein in mytilid byssus (Waite et al., 2002). Specific environmental conditions of the freshwater and marine systems could also be influencing the mechanical ability of the threads. Recent evidence has shown that changes in water chemistry result in variation of the molecular interactions in a byssal thread, which leads to changes in its mechanical behavior (Sun et al., 2001). For example, the modulus of the proximal region of M. galloprovincialis decreased when nitrogen was added to seawater and increased when phenoloxidase was added (Sun et al., 2001). Also, tests have shown that dithiothreitol abolished the yield in the distal region of a M. galloprovincialis thread; it effectively reduced disulfide cross-links (Vaccaro and Waite, 2001). Perhaps chemical variations between freshwater and seawater habitats, such as the presence or absence of certain ions, play a role in the material differences seen in D. polymorpha. It is also possible that water quality changes the composition of a thread. The lacquer cuticle that coats the threads of both mussel families becomes metal-enriched in polluted areas (Rzepecki and Waite, 1995). Although the extent of the lacquers contribution to the overall thread mechanics is unknown (Rzepecki and Waite, 1991), differences between environments could affect material comparisons.
The shape of the stress-strain curve also varied among species. Although homogeneous threads had ultimate mechanical properties similar to those of composite threads, their tensile behavior was less complex, with curves that steadily decreased slope and had no obvious yield. In contrast, all composite threads examined had at least one distinct yield region that, for the mytilid threads, was due to a yield in the distal portion. The yield enhances the attachment strength of the multi-thread byssus by two mechanisms (Bell and Gosline, 1996): (1) by providing the extension necessary for the alignment of the mussel to the applied load and (2) by allowing the recruitment of other byssal threads, which are radially oriented around the mussel. Therefore, the yield region of the thread improves the function of the byssus complex, which enhances the mussels ability to inhabit hydrodynamically challenging environments.
One novel mechanical behavior demonstrated in this study was the double yield of Modiolus threads, which is due to the behavior of their distal component. The initial steep slope of the Modiolus threads yielded at about 10% strain, and was followed by a second yield near 30% strain, where other Mytilus species typically yield. One consequence of the double-yielding performance is that the comparative toughness of the thread is enhanced at low strain (<30%), which has the effect of increasing the overall attachment strength of the byssus complex (Bell and Gosline, 1996). This presence of an additional yield suggests an alternative molecular structure for the Modiolus distal region, compared to other species.
As has been observed in other Mytilus species (Bell and Gosline, 1996), the distal region of Modiolus is stiffer, stronger, and less extensible than the proximal region. However, some of these ultimate material properties differ between species. Although the distal region of Modiolus thread is similar to that of Mytilus spp., its proximal region is less extensible than those of M. edulis and M. californianus, which stretch to almost twice their original lengths (Bell and Gosline, 1996). Greater extensibility, which enhances attachment strength, may be an adaptation of Mytilus species to environments commonly exposed to wave action.
The resilience of D. polymorpha threads, 25%, was lower than in all mytilids, which exhibited a resilience of about 35%. Lower resilience in a material is due to a greater amount of molecular friction while dissipating strain energy (Gosline et al., 2002). The specific molecular basis for the differences in resilience is unknown. Interestingly, it is the D. polymorpha threads that most rapidly recover their energy-dissipating behavior after a 30-min resting phase. The faster recovery of D. polymorpha threads is due to the rapid restoration of thread stiffness with only a modest restoration of initial thread length (removing slack). In comparison, mytilid threads restore stiffness gradually. This range of mechanical behaviors has been observed in other elastomeric proteins, such as spider silk and hagfish slime threads (Denny, 1976; Fudge et al., 2003). Tests of isolated regions of Modiolus thread showed that the proximal region most likely provides the whole thread with most of the newly recovered energy; recovery was 83% and 36% for the proximal and distal regions, respectively. Distal recovery in Modiolus is lower than in M. californianus (Carrington and Gosline, 2004). The faster recovery rate of M. californianus is potentially advantageous in habitats with heavy wave action, where repeated forces are common.
Given the diversity of habitats and environmental conditions of the mussel species examined, the uniformity of certain byssal features was remarkable. Thread diameters and plaque sizes were similar for all species, with the exception of B. thermophilus. Even the smallest mussel, D. polymorpha, which was about 26 mm in length, had byssal threads of the same thickness and plaques with the same area as the largest mussel, Modiolus, which is about 10 cm long. This is surprising, considering that threads and plaques are molded by the mussel foot, which varies in size, and that increased thread diameter enhances attachment strength because thicker threads are able to sustain higher loads. The size constraint of threads may be due to a number of physical or environmental factors. For example, although Modiolus is larger than M. edulis, it appears to have a much smaller foot (Stanley, 1972; S. Brazee, pers. obs.). Also, plaque size has been positively correlated to sediment size (Meadows and Shand, 1989) and negatively correlated to attachment strength (Allen et al., 1976). It is also possible that thread diameter is constrained by the process of thread formation (e.g., gland secretion, kinetics). A complete analysis of interspecific variation in attachment strength should also consider many other factors that influence byssogenesis, such as predator presence, food availability, water motion, season, salinity, and sediment size (Denny, 1995; Leonard et al., 1999; Pelc and Alexander, 1999; Hunt and Scheibling, 2001; Moeser et al., 2006; Moeser and Carrington, 2006).
Thread shape was also similar among species in this study, supporting many previous observations that byssal threads are ovate in cross-section (Smeathers and Vincent, 1979; Price, 1981; Eckroat and Steele, 1993). All threads were measured in the proximal region, which may be more elliptical than the distal region for composite mytilid threads. In previous mechanical studies, calculations converting load into stress assumed a circular cross-sectional area.
However, because thread cross-sections are instead elliptical, with a major axis more than twice as long as the minor axis, these area calculations could be in error by a factor of 2. As a result, thread strength and stiffness estimates based on a single major axis measurement would underestimate true values.
Dreissena polymorpha and G. demissa had byssal threads that were one-fifth of the shell length, while the remaining species had threads that were one-third of the shell length. The reduced length of the D. polymorpha threads is likely due to the length of the pedal groove of the mussel. Eckroat and Steele (1993) noted that the groove of M. edulis stretches the entire length of the foot, whereas the groove of D. polymorpha extends only about half of the length of the foot. The shorter length of the G. demissa thread may be more attributable to habitat, as it is the only mytilid that displays a reduced thread length. Geukensia demissa always lives infaunally, and like the primitive endobyssate mussels, it relies on a longer shell to increase its stability in soft sediments, while byssal thread production is supplementary (Stanley, 1972). Longer threads may be more important in epifaunal mussels where threads work collectively to counter hydrodynamic forces.
Marked by low stiffness and high extensibility, the corrugated proximal region found in Modiolus and Mytilus spp. aids in thread realignment and recruitment because it is so extensible (Bell and Gosline, 1996). The proximal region lengths varied between Modiolus and M. edulis, which suggests physical differences in the ventral grooves of the foot of the mussel species. Although a longer proximal region may increase thread extension and therefore tenacity, no obvious trend in proximal length is apparent in the epibenthic mytilids. Mytilus californianus threads are 20% proximal, and M. trossulus and M. galloprovincialis have proximal regions that are 26% and 35% of the thread, respectively (Bell and Gosline, 1996).
Thread surface topography varied among species, despite many similarities in mechanics and morphometrics. Mytilus edulis and Modiolus were most similar, with a corrugated proximal region and a smooth distal region. Geukensia demissa and B. thermophilus both appear homogeneous, but B. thermophilus has distinctly less topographic lineation. Although D. polymorpha threads appeared uniform in this study, Eckroat and Steele (1993) reported dissimilar proximal and distal sections in scanning electron images under similar magnification. This discrepancy may be due to differences in thread preparation; Eckroat and Steele (1993) fixed threads in sodium phosphate buffer and dehydrated them with ethanol. Threads in their study were also coated with gold-palladium, which accentuates topographical variations.
Together, biomechanics and the morphometry of the byssal threads and shell determine the attachment strength of a mussel. An understanding of environmental loading (by moving water or predator) is necessary to adequately evaluate the performance of a byssus in nature. Thus, although this suite of mussels seem to have developed several strategies for dealing with their unique habitat challenges, many environmental complexities make it difficult to identify which modifications may be strictly related to tenacity. For example, B. thermophilus has material properties equivalent to those of the other marine mussels, yet its thread diameters and plaques are much larger than in all other species, even when adjusted to the shell size. This magnification of B. thermophilus threads implies increased attachment strength, but it is unknown whether the number of byssal threads is similar among species.
While this study only begins to uncover relationships between biomechanics, habitat, and phylogeny, several unique material properties were discovered. For example, the unusual double-yielding behavior of Modiolus threads has not been described previously; further research on the molecular mechanisms responsible for this behavior could provide insight into the evolution of mussel attachment as well as the design of novel biomimetic materials. Additionally, the threads of D. polymorpha have a slightly higher strength than even those of M. californianus, and they are equally extensible as well. The threads of D. polymorpha, like the composite mytilid threads, have stress-strain curves with a distinct yield, and they also exhibit the most rapid recovery of all species tested. Dreissenidae threads may therefore serve as an important model for the design of self-healing polymers, which has become a high research priority (Vaccaro and Waite, 2001). Overall, future research on the molecular underpinnings of the material performance of mussel byssus that employs a broad comparative approach, beyond the genus Mytilus, will provide valuable insight into the evolution of mussel attachment as well as into the design of novel bio-inspired materials.
| Acknowledgments |
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| Literature Cited |
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