The Evolution of Bacterial Cell Size: the Internal Diffusion-Constraint Hypothesis
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Part Two Physical Processes in Oceanography
Part Two Physical Processes in Oceanography 8 8.1 Introduction Small-Scale Forty years ago, the detailed physical mechanisms re- Mixing Processes sponsible for the mixing of heat, salt, and other prop- erties in the ocean had hardly been considered. Using profiles obtained from water-bottle measurements, and J. S. Turner their variations in time and space, it was deduced that mixing must be taking place at rates much greater than could be accounted for by molecular diffusion. It was taken for granted that the ocean (because of its large scale) must be everywhere turbulent, and this was sup- ported by the observation that the major constituents are reasonably well mixed. It seemed a natural step to define eddy viscosities and eddy conductivities, or mix- ing coefficients, to relate the deduced fluxes of mo- mentum or heat (or salt) to the mean smoothed gra- dients of corresponding properties. Extensive tables of these mixing coefficients, KM for momentum, KH for heat, and Ks for salinity, and their variation with po- sition and other parameters, were published about that time [see, e.g., Sverdrup, Johnson, and Fleming (1942, p. 482)]. Much mathematical modeling of oceanic flows on various scales was (and still is) based on simple assumptions about the eddy viscosity, which is often taken to have a constant value, chosen to give the best agreement with the observations. This approach to the theory is well summarized in Proudman (1953), and more recent extensions of the method are described in the conference proceedings edited by Nihoul 1975). Though the preoccupation with finding numerical values of these parameters was not in retrospect always helpful, certain features of those results contained the seeds of many later developments in this subject. -
A General Model for the Structure, Function, And
•• A GENERAL MODEL FOR THE STRUCTURE, FUNCTION, AND ALLOMETRY OF PLANT VASCULAR SYSTEMS Geoffrey B. West', James H. Brown!, Brian J. Enquist I G. B. West, Theoretical Division, T-8, MS B285, Los Alamos National Laboratory, Los Alamos, NM 87545, USA. G. B. West, J. H. Bmwn and B. J. Enquist, The Santa Fe Institute, 1399 Hyde Par'k Road, Santa Fe, NM 87501, USA. J. H. Brown and B. J. Enquist, Department of Biology, University of New Mexico, Albuquerque, NM 87131, USA . •email: [email protected] !To whom correspondence should be addressed; email: [email protected] lemail: [email protected] 1 , Abstract Vascular plants vary over 12 orders of magnitude in body mass and exhibit complex branching. We provide an integrated explanation for anatomical and physiological scaling relationships by developing a general model for the ge ometry and hydrodynamics of resource distribution with specific reference to plant vascular network systems. The model predicts: (i) a fractal-like branching architecture with specific scaling exponents; (ii) allometric expo nents which are simple multiples of 1/4; and (iii) values of several invariant quantities. It invokes biomechanical constraints to predict the proportion of conducting to non-conducting tissue. It shows how tapering of vascular tubes· permits resistance to be independent of tube length, thereby regulating re source distribution within a plant and allowing the evolution of diverse sizes and architectures, but limiting the maximum height for trees. .. 2 ,, I. INTRODUCTION Variation in body size is a major component of biological diversity. Among all organisms, size varies by more than 21 orders ofmagnitude from 1O-13g microbes to 108g whales. -
Diffusion at Work
or collective redistirbution of any portion of this article by photocopy machine, reposting, or other means is permitted only with the approval of The Oceanography Society. Send all correspondence to: [email protected] ofor Th e The to: [email protected] Oceanography approval Oceanography correspondence POall Box 1931, portionthe Send Society. Rockville, ofwith any permittedUSA. articleonly photocopy by Society, is MD 20849-1931, of machine, this reposting, means or collective or other redistirbution article has This been published in hands - on O ceanography Oceanography Diffusion at Work , Volume 20, Number 3, a quarterly journal of The Oceanography Society. Copyright 2007 by The Oceanography Society. All rights reserved. Permission is granted to copy this article for use in teaching and research. Republication, systemmatic reproduction, reproduction, Republication, systemmatic research. for this and teaching article copy to use in reserved.by The 2007 is rights ofAll granted journal Copyright Oceanography The Permission 20, NumberOceanography 3, a quarterly Society. Society. , Volume An Interactive Simulation B Y L ee K arp-B oss , E mmanuel B oss , and J ames L oftin PURPOSE OF ACTIVITY or small particles due to their random (Brownian) motion and The goal of this activity is to help students better understand the resultant net migration of material from regions of high the nonintuitive concept of diffusion and introduce them to a concentration to regions of low concentration. Stirring (where variety of diffusion-related processes in the ocean. As part of material gets stretched and folded) expands the area available this activity, students also practice data collection and statisti- for diffusion to occur, resulting in enhanced mixing compared cal analysis (e.g., average, variance, and probability distribution to that due to molecular diffusion alone. -
What Is the Difference Between Osmosis and Diffusion?
What is the difference between osmosis and diffusion? Students are often asked to explain the similarities and differences between osmosis and diffusion or to compare and contrast the two forms of transport. To answer the question, you need to know the definitions of osmosis and diffusion and really understand what they mean. Osmosis And Diffusion Definitions Osmosis: Osmosis is the movement of solvent particles across a semipermeable membrane from a dilute solution into a concentrated solution. The solvent moves to dilute the concentrated solution and equalize the concentration on both sides of the membrane. Diffusion: Diffusion is the movement of particles from an area of higher concentration to lower concentration. The overall effect is to equalize concentration throughout the medium. Osmosis And Diffusion Examples Examples of Osmosis: Examples of osmosis include red blood cells swelling up when exposed to fresh water and plant root hairs taking up water. To see an easy demonstration of osmosis, soak gummy candies in water. The gel of the candies acts as a semipermeable membrane. Examples of Diffusion: Examples of diffusion include perfume filling a whole room and the movement of small molecules across a cell membrane. One of the simplest demonstrations of diffusion is adding a drop of food coloring to water. Although other transport processes do occur, diffusion is the key player. Osmosis And Diffusion Similarities Osmosis and diffusion are related processes that display similarities. Both osmosis and diffusion equalize the concentration of two solutions. Both diffusion and osmosis are passive transport processes, which means they do not require any input of extra energy to occur. -
Gas Exchange and Respiratory Function
LWBK330-4183G-c21_p484-516.qxd 23/07/2009 02:09 PM Page 484 Aptara Gas Exchange and 5 Respiratory Function Applying Concepts From NANDA, NIC, • Case Study and NOC A Patient With Impaired Cough Reflex Mrs. Lewis, age 77 years, is admitted to the hospital for left lower lobe pneumonia. Her vital signs are: Temp 100.6°F; HR 90 and regular; B/P: 142/74; Resp. 28. She has a weak cough, diminished breath sounds over the lower left lung field, and coarse rhonchi over the midtracheal area. She can expectorate some sputum, which is thick and grayish green. She has a history of stroke. Secondary to the stroke she has impaired gag and cough reflexes and mild weakness of her left side. She is allowed food and fluids because she can swallow safely if she uses the chin-tuck maneuver. Visit thePoint to view a concept map that illustrates the relationships that exist between the nursing diagnoses, interventions, and outcomes for the patient’s clinical problems. LWBK330-4183G-c21_p484-516.qxd 23/07/2009 02:09 PM Page 485 Aptara Nursing Classifications and Languages NANDA NIC NOC NURSING DIAGNOSES NURSING INTERVENTIONS NURSING OUTCOMES INEFFECTIVE AIRWAY CLEARANCE— RESPIRATORY MONITORING— Return to functional baseline sta- Inability to clear secretions or ob- Collection and analysis of patient tus, stabilization of, or structions from the respiratory data to ensure airway patency improvement in: tract to maintain a clear airway and adequate gas exchange RESPIRATORY STATUS: AIRWAY PATENCY—Extent to which the tracheobronchial passages remain open IMPAIRED GAS -
Multivariate Allometry
MULTIVARIATE ALLOMETRY Christian Peter Klingenberg Department of Biological Sciences University of Alberta Edmonton, Alberta T6G 2E9, Canada ABSTRACT The subject of allometry is variation in morphometric variables or other features of organisms associated with variation in size. Such variation can be produced by several biological phenomena, and three different levels of allometry are therefore distinguished: static allometry reflects individual variation within a population and age class, ontogenetic allometry is due to growth processes, and evolutionary allomctry is thc rcsult of phylogcnctic variation among taxa. Most multivariate studies of allometry have used principal component analysis. I review the traditional technique, which can be interpreted as a least-squares fit of a straight line to the scatter of data points in a multidimensional space spanned by the morphometric variables. I also summarize some recent developments extending principal component analysis to multiple groups. "Size correction" for comparisons between groups of organisms is an important application of allometry in morphometrics. I recommend use of Bumaby's technique for "size correction" and compare it with some similar approaches. The procedures described herein are applied to a data set on geographic variation in the waterstrider Gerris costae (Insecta: Heteroptera: Gcrridac). In this cxamplc, I use the bootstrap technique to compute standard errors and perform statistical tcsts. Finally, I contrast this approach to the study ofallometry with some alternatives, such as factor analytic and geometric approaches, and briefly analyze the different notions of allometry upon which these approaches are based. INTRODUCTION Variation in sizc of organisms usually is associated with variation in shape, and most mctric charactcrs arc highly corrclatcd among one another. -
Metabolic Allometric Scaling Model: Combining Cellular Transportation and Heat Dissipation Constraints Yuri K
© 2016. Published by The Company of Biologists Ltd | Journal of Experimental Biology (2016) 219, 2481-2489 doi:10.1242/jeb.138305 RESEARCH ARTICLE Metabolic allometric scaling model: combining cellular transportation and heat dissipation constraints Yuri K. Shestopaloff* ABSTRACT body mass M is mathematically usually presented in the following Living organisms need energy to be ‘alive’. Energy is produced form: by the biochemical processing of nutrients, and the rate of B / M b; energy production is called the metabolic rate. Metabolism is ð1Þ very important from evolutionary and ecological perspectives, where the exponent b is the allometric scaling coefficient of and for organismal development and functioning. It depends on metabolic rate (also allometric scaling, allometric exponent). Or, if different parameters, of which organism mass is considered to we rewrite this expression as an equality, it is as follows: be one of the most important. Simple relationships between the b mass of organisms and their metabolic rates were empirically B ¼ aM : ð2Þ discovered by M. Kleiber in 1932. Such dependence is described by a power function, whose exponent is referred to as the Here, a is assumed to be a constant. allometric scaling coefficient. With the increase of mass, the Presently, there are several theories explaining the phenomenon metabolic rate usually increases more slowly; if mass increases of metabolic allometric scaling. The resource transport network by two times, the metabolic rate increases less than two times. (RTN) theory assigns the effect to a single foundational mechanism This fact has far-reaching implications for the organization of life. related to transportation costs for moving nutrients and waste The fundamental biological and biophysical mechanisms products over the internal organismal networks, such as vascular underlying this phenomenon are still not well understood. -
Tropical Tree Height and Crown Allometries for the Barro Colorado
Biogeosciences, 16, 847–862, 2019 https://doi.org/10.5194/bg-16-847-2019 © Author(s) 2019. This work is distributed under the Creative Commons Attribution 4.0 License. Tropical tree height and crown allometries for the Barro Colorado Nature Monument, Panama: a comparison of alternative hierarchical models incorporating interspecific variation in relation to life history traits Isabel Martínez Cano1, Helene C. Muller-Landau2, S. Joseph Wright2, Stephanie A. Bohlman2,3, and Stephen W. Pacala1 1Department of Ecology and Evolutionary Biology, Princeton University, Princeton, NJ 08544, USA 2Smithsonian Tropical Research Institute, 0843-03092, Balboa, Ancón, Panama 3School of Forest Resources and Conservation, University of Florida, Gainesville, FL 32611, USA Correspondence: Isabel Martínez Cano ([email protected]) Received: 30 June 2018 – Discussion started: 12 July 2018 Revised: 8 January 2019 – Accepted: 21 January 2019 – Published: 20 February 2019 Abstract. Tree allometric relationships are widely employed incorporation of functional traits in tree allometric models for estimating forest biomass and production and are basic is a promising approach for improving estimates of forest building blocks of dynamic vegetation models. In tropical biomass and productivity. Our results provide an improved forests, allometric relationships are often modeled by fitting basis for parameterizing tropical plant functional types in scale-invariant power functions to pooled data from multiple vegetation models. species, an approach that fails to capture changes in scaling during ontogeny and physical limits to maximum tree size and that ignores interspecific differences in allometry. Here, we analyzed allometric relationships of tree height (9884 in- 1 Introduction dividuals) and crown area (2425) with trunk diameter for 162 species from the Barro Colorado Nature Monument, Panama. -
Allometry – Page 1.01 – RR Lew Isometric Example
Allometry – page 1.01 – RR Lew isometric example The word Allometry has two roots. Allo means ‘other’ and metric refers to measure- ment. The Oxford American Dictionary defines Allometry as “the growth of body parts at different rates, resulting in a change of body proportions.”. It is different from either isometry (where iso means ‘same’) or anisometry (where aniso means ‘not the same’). The emphasis is on a difference in shape or proportions. Allometry may be a term unique to biology, since it is biological organisms that must change their shape (and thus their relative proportions) when their size is changed. To give an example of the differences (and similarities) of allometry and isometry, here is a relatively simple example of isometry that gives insight into why biological organisms tend to be allo- metric. A cube has a surface area of 6 • L2. Its volume is L3. As long as the shape is constant, the ratio of suraface area L to volume will always be (6 • L2) / L3, or 6/L. For a sphere, the surface area is 4 • • r2, and the volume is • r3; the corresponding ratio of surface area to volume is 4/r. 2•r area and volume ratio 240000 1 The ratio of area to volume scales as the volume inverse of L with an increase in size. The 0.8 graph (left) shows the area, volume and ratio 180000 area as a function of the size of the cube (as a multiple of L). 0.6 120000 0.4 Nota bene: The decrease in the surface area to volume ratio has an extraordinary impact on 60000 biological organisms. -
A Comparative Study of Habitat Complexity, Neuroanatomy, And
A Comparative Study of Habitat Complexity, Neuroanatomy, and Cognitive Behavior in Anolis Lizards by Brian J Powell Department of Biology Duke University Date:_______________________ Approved: ___________________________ Manuel Leal, Supervisor ___________________________ Sabrina Burmeister ___________________________ Cliff Cunningham ___________________________ Sönke Johnsen ___________________________ Stephen Nowicki Dissertation submitted in partial fulfillment of the requirements for the degree of Doctor of Philosophy in the Department of Biology in the Graduate School of Duke University 2012 ABSTRACT A Comparative Study of Habitat Complexity, Neuroanatomy, and Cognitive Behavior in Anolis Lizards by Brian J Powell Department of Biology Duke University Date:_______________________ Approved: ___________________________ Manuel Leal, Supervisor ___________________________ Sabrina Burmeister ___________________________ Cliff Cunningham ___________________________ Sönke Johnsen ___________________________ Stephen Nowicki An abstract of a dissertation submitted in partial fulfillment of the requirements for the degree of Doctor of Philosophy in the Department of Biology in the Graduate School of Duke University 2012 Copyright by Brian James Powell 2012 Abstract Changing environmental conditions may present substantial challenges to organisms experiencing them. In animals, the fastest way to respond to these changes is often by altering behavior. This ability, called behavioral flexibility, varies among species and can be studied on several -
Allometry and Ecology of the Bilaterian Gut Microbiome
University of Vermont ScholarWorks @ UVM Rubenstein School of Environment and Natural Rubenstein School of Environment and Natural Resources Faculty Publications Resources 3-1-2018 Allometry and ecology of the bilaterian gut microbiome Scott Sherrill-Mix University of Pennsylvania Kevin McCormick University of Pennsylvania Abigail Lauder University of Pennsylvania Aubrey Bailey University of Pennsylvania Laurie Zimmerman University of Pennsylvania See next page for additional authors Follow this and additional works at: https://scholarworks.uvm.edu/rsfac Part of the Climate Commons Recommended Citation Sherrill-Mix S, McCormick K, Lauder A, Bailey A, Zimmerman L, Li Y, Django JB, Bertolani P, Colin C, Hart JA, Hart TB. Allometry and ecology of the bilaterian gut microbiome. MBio. 2018 May 2;9(2). This Article is brought to you for free and open access by the Rubenstein School of Environment and Natural Resources at ScholarWorks @ UVM. It has been accepted for inclusion in Rubenstein School of Environment and Natural Resources Faculty Publications by an authorized administrator of ScholarWorks @ UVM. For more information, please contact [email protected]. Authors Scott Sherrill-Mix, Kevin McCormick, Abigail Lauder, Aubrey Bailey, Laurie Zimmerman, Yingying Li, Jean Bosco N. Django, Paco Bertolani, Christelle Colin, John A. Hart, Terese B. Hart, Alexander V. Georgiev, Crickette M. Sanz, David B. Morgan, Rebeca Atencia, Debby Cox, Martin N. Muller, Volker Sommer, Alexander K. Piel, Fiona A. Stewart, Sheri Speede, Joe Roman, Gary Wu, Josh Taylor, Rudolf Bohm, Heather M. Rose, John Carlson, Deus Mjungu, Paul Schmidt, Celeste Gaughan, and Joyslin I. Bushman This article is available at ScholarWorks @ UVM: https://scholarworks.uvm.edu/rsfac/134 RESEARCH ARTICLE crossm Allometry and Ecology of the Bilaterian Gut Microbiome Scott Sherrill-Mix,a Kevin McCormick,a Abigail Lauder,a Aubrey Bailey,a Laurie Zimmerman,a Yingying Li,b Jean-Bosco N. -
Near-Drowning
Central Journal of Trauma and Care Bringing Excellence in Open Access Review Article *Corresponding author Bhagya Sannananja, Department of Radiology, University of Washington, 1959, NE Pacific St, Seattle, WA Near-Drowning: Epidemiology, 98195, USA, Tel: 830-499-1446; Email: Submitted: 23 May 2017 Pathophysiology and Imaging Accepted: 19 June 2017 Published: 22 June 2017 Copyright Findings © 2017 Sannananja et al. Carlos S. Restrepo1, Carolina Ortiz2, Achint K. Singh1, and ISSN: 2573-1246 3 Bhagya Sannananja * OPEN ACCESS 1Department of Radiology, University of Texas Health Science Center at San Antonio, USA Keywords 2Department of Internal Medicine, University of Texas Health Science Center at San • Near-drowning Antonio, USA • Immersion 3Department of Radiology, University of Washington, USA\ • Imaging findings • Lung/radiography • Magnetic resonance imaging Abstract • Tomography Although occasionally preventable, drowning is a major cause of accidental death • X-Ray computed worldwide, with the highest rates among children. A new definition by WHO classifies • Nonfatal drowning drowning as the process of experiencing respiratory impairment from submersion/ immersion in liquid, which can lead to fatal or nonfatal drowning. Hypoxemia seems to be the most severe pathophysiologic consequence of nonfatal drowning. Victims may sustain severe organ damage, mainly to the brain. It is difficult to predict an accurate neurological prognosis from the initial clinical presentation, laboratory and radiological examinations. Imaging plays an important role in the diagnosis and management of near-drowning victims. Chest radiograph is commonly obtained as the first imaging modality, which usually shows perihilar bilateral pulmonary opacities; yet 20% to 30% of near-drowning patients may have normal initial chest radiographs. Brain hypoxia manifest on CT by diffuse loss of gray-white matter differentiation, and on MRI diffusion weighted sequence with high signal in the injured regions.