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Morphometric analysis of graphoglyptid trace fossils in two dimensions: implications for behavioral evolution in the deep sea

Published online by Cambridge University Press:  16 March 2016

James R. Lehane
Affiliation:
Department of Geology & Geophysics, University of Utah, 115 South 1460 East, Room 383 FASB, Salt Lake City, Utah 84112-0102, U.S.A. E-mail: Jazinator@hotmail.com, a.ekdale@utah.edu
A. A. Ekdale
Affiliation:
Department of Geology & Geophysics, University of Utah, 115 South 1460 East, Room 383 FASB, Salt Lake City, Utah 84112-0102, U.S.A. E-mail: Jazinator@hotmail.com, a.ekdale@utah.edu
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Abstract

Graphoglyptids are deep-marine trace fossils, often found preserved as casts in positive relief on the base of turbidites. Previous analyses of the behavioral evolution of graphoglyptids suggested they were slowly diversifying, becoming optimized, and getting smaller over time until the Late Cretaceous, when a sudden increase in diversification occurred. This current study quantifies the morphology of approximately 400 different graphoglyptid specimens, ranging in age from the Cambrian to the present, in order to evaluate the behavioral evolutionary interpretations made previously. Results from this study indicate that although some general evolutionary patterns can be discerned, they are not as straightforward as previously reported.

Different topological categories of trace fossils represent organisms’ responses to evolutionary pressures in unique ways. While burrow widths of meandering traces were becoming smaller over time, as predicted by previous workers, the burrow widths of the network traces were becoming smaller only until the Late Cretaceous, when they started to get larger again. The times of significant evolutionary changes in behavior were not consistent among various topological categories, with some morphological features being affected in the Late Cretaceous and others during the beginning of the Eocene. It is likely that the behavioral evolution of graphoglyptids was influenced by deep-marine global influences linked to climate change, glaciation, and deep-ocean warming. These influences affected each topological group uniquely, suggesting that different species or genera of trace makers were creating each of the topological categories. This is contrary to the hypothesis that all graphoglyptids were created by closely related species.

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Copyright © 2016 The Paleontological Society. All rights reserved 
Figure 0

Figure 1 Topological categories of graphoglyptid trace fossils. A, Meandering forms. B, Spiraling forms. C, Branching forms. D, Network forms.

Figure 1

Figure 2 Geologic ranges of the graphoglyptid taxa analyzed. M, meandering forms; S, spiraling forms; B, branching forms; N, network forms.

Figure 2

Figure 3 Tortuosity measurements. A, Tortuosity measurements for meandering forms. a and c are endpoints, b is the midpoint. L1, L2, and L3 represent the lengths of each respective line. B, Tortuosity measurement for network forms. d, e, f, and g are the endpoints of the measuring lines. L4 and L5 represent the lengths of each respective line.

Figure 3

Figure 4 Results of analyses of meandering forms. A, Measure of the burrow width (W) in mm over time, plotted in millions of years before present. B, Measure of the fractal dimension calculated by the box method (DBox) over time, plotted in millions of years before present. Black solid shapes and error bars for both plots represent the 95% confidence interval of the data set per time period, and the ages represent the median age of the estimated age range of the specimen. Light gray shapes represent the raw data. Geologic timescale provided for clarity. The darker gray background and arrows are included to help illustrate these changes in values.

Figure 4

Figure 5 Results of analyses of meandering and branching forms. A, Measure of the τ of meandering forms over time, plotted in millions of years before present. The 5 cm, 20 cm, and 30 cm τ are plotted on the graph. B, Measure of the MI of meandering forms (triangles) and branching forms (circles) over time, plotted in millions of years before present. Black solid shapes and error bars for both plots represent the 95% confidence interval of the data set per time period, and the ages represent the median age of the estimated age range of the specimen. Light gray shapes represent the raw data. Geologic timescale provided for clarity. The darker gray background and arrows are included to help illustrate these changes in values.

Figure 5

Figure 6 Results of analyses of branching forms. A, Measure of the fractal dimension calculated by the box method (DBox) over time and the W in millimeters, plotted in millions of years before present. B, Measure of the branching angle (BA) in degrees in branching and network forms over time, plotted in millions of years before present. The trend line is represented by the second-order polynomial best-fit line for the network forms. Black solid shapes and error bars for both plots represent the 95% confidence interval of the data set per time period, and the ages represent the median age of the estimated age range of the specimen. Light gray shapes represent the raw data. Geologic timescale provided for clarity.

Figure 6

Figure 7 Results of analyses of network forms. A, Measure of NT over time, plotted in millions of years before present. B, Measure of W in millimeters over time, plotted in millions of years before present. Black solid shapes and error bars for both plots represent the 95% confidence interval of the data set per time period, and the ages represent the median age of the estimated age range of the specimen. Light gray shapes represent the raw data. Geologic timescale provided for clarity. The darker gray background and arrows are included to help illustrate these changes in values.

Figure 7

Figure 8 Additional results of analyses of network forms. A, Measure of MS over time, plotted in millions of years before present. B, Measure of the fractal dimension calculated by the box method (DBox) over time, plotted in millions of years before present. Black solid shapes and error bars for both plots represent the 95% confidence interval of the data set per time period, and the ages represent the median age of the estimated age range of the specimen. Light gray shapes represent the raw data. Geologic timescale provided for clarity.

Figure 8

Figure 9 Previous analyses made by Seilacher (1974) and Uchman (2003) to depict the evolution of deep-sea trace fossils based on the number of ichnospecies throughout the Phanerozoic. The Seilacher data include all flysch trace fossils (black circles), while the Uchman data are presented for both all flysch trace fossils (gray squares) and just graphoglyptid ichnospecies (black triangles).