GEOS 26400/36400/BIOS 23255/EVOL 32300: Principles of Paleontology Morphology, II: Evolutionary Morphology I. Constructional Morphology -"Seilacher's Triangle" -interplay among three factors -historical (phylogenetic) -functional (adaptive) -structural (morphogenetic, architectural, fabricational) -historical corner as "holding bag"; put traits there depending on scale of analysis II. Functional Morphology -homology as key to function (e.g., wings in extinct birds) -analogy as key to function (e.g., wings in pterosaurs) -Biomechanical analysis A. Paradigm approach 1. propose function(s) 2. design optimal structure for function 3. assess match between actual and optimal structure -e.g. trilobite lens doublets B. Experimental approach 1. propose function(s) 2. make a model of actual structure (exact or simplified, physical or numerical) 3. experimentally determine whether structure capable of function -e.g. wing plates in Pterotocrinus (crinoid) -Advantages of Biomechanical approaches -universality of physical and chemical properties -allows inference where homologues or analogues unknown -Disadvantage: limited by the range of potential functions considered -Combined functional and statistical arguments -E.g., Statistical distribution of dinosaur leg morphology compared with distributions for birds and mammals (Carrano 1998). -Taphonomic evidence (e.g. platyceratid gastropods on crinoids) -Other evidence, e.g. geographic distribution in nektonic trilobites (Fortey 1989) III. Theoretical Morphology -comparison between spectrum of theoretically possible forms and distribution of realized forms -incomplete and non-random occupation of morphological space -coiling parameters as example -logarithmic spiral: allows constant shape as size increases -theoretical upper and/or lower limits of coiling parameters -generation of theoretical shells vs. measurement of actual shells -some questions illustrated with coiling models 1. alternative modes of life -"the problem of bivalveness" -"the problem of univalveness" -distribution of ammonoids in W-D space -closed coiling ==> confinement of ammonoids below W=1/D 2. POSSIBLY: relationship between size of developmental change and size of phenotypic change -two kinds of limpets --Branching models used to illustrate additional questions 3. bryozoan example: trade-offs and limits to optimality 4. land plant example: trade-offs and multiple adaptive modes -Outstanding question: How can we increase the taxonomic scope of studies in theoretical morphology? -Skeleton Space (Thomas and Reif 1993) as one possible step in this direction