The Physical Basis of Ion Channel Kinetics: the Importance of Dynamics
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Modeling the Physics of RRAM Defects
Modeling the physics of RRAM defects A model simulating RRAM defects on a macroscopic physical level T. Hol Modeling the physics of RRAM defects A model simulating RRAM defects on a macroscopic physical level by T. Hol to obtain the degree of Master of Science at the Delft University of Technology, to be defended publicly on Friday August 28, 2020 at 13:00. Student number: 4295528 Project duration: September 1, 2019 – August 28, 2020 Thesis committee: Prof. dr. ir. S. Hamdioui TU Delft, supervisor Dr. Ir. R. Ishihara TU Delft Dr. Ir. S. Vollebregt TU Delft Dr. Ir. M. Taouil TU Delft Ir. M. Fieback TU Delft, supervisor An electronic version of this thesis is available at https://repository.tudelft.nl/. Abstract Resistive RAM, or RRAM, is one of the emerging non-volatile memory (NVM) technologies, which could be used in the near future to fill the gap in the memory hierarchy between dynamic RAM (DRAM) and Flash, or even completely replace Flash. RRAM operates faster than Flash, but is still non-volatile, which enables it to be used in a dense 3D NVM array. It is also a suitable candidate for computation-in-memory, neuromorphic computing and reconfigurable computing. However, the show stopping problem of RRAM is that it suffers from unique defects, which is the reason why RRAM is still not widely commercially adopted. These defects differ from those that appear in CMOS technology, due to the arbitrary nature of the forming process. They can not be detected by conventional tests and cause defective devices to go unnoticed. -
Kinematics, Kinetics, Dynamics, Inertia Kinematics Is a Branch of Classical
Course: PGPathshala-Biophysics Paper 1:Foundations of Bio-Physics Module 22: Kinematics, kinetics, dynamics, inertia Kinematics is a branch of classical mechanics in physics in which one learns about the properties of motion such as position, velocity, acceleration, etc. of bodies or particles without considering the causes or the driving forces behindthem. Since in kinematics, we are interested in study of pure motion only, we generally ignore the dimensions, shapes or sizes of objects under study and hence treat them like point objects. On the other hand, kinetics deals with physics of the states of the system, causes of motion or the driving forces and reactions of the system. In a particular state, namely, the equilibrium state of the system under study, the systems can either be at rest or moving with a time-dependent velocity. The kinetics of the prior, i.e., of a system at rest is studied in statics. Similarly, the kinetics of the later, i.e., of a body moving with a velocity is called dynamics. Introduction Classical mechanics describes the area of physics most familiar to us that of the motion of macroscopic objects, from football to planets and car race to falling from space. NASCAR engineers are great fanatics of this branch of physics because they have to determine performance of cars before races. Geologists use kinematics, a subarea of classical mechanics, to study ‘tectonic-plate’ motion. Even medical researchers require this physics to map the blood flow through a patient when diagnosing partially closed artery. And so on. These are just a few of the examples which are more than enough to tell us about the importance of the science of motion. -
Hamilton Description of Plasmas and Other Models of Matter: Structure and Applications I
Hamilton description of plasmas and other models of matter: structure and applications I P. J. Morrison Department of Physics and Institute for Fusion Studies The University of Texas at Austin [email protected] http://www.ph.utexas.edu/ morrison/ ∼ MSRI August 20, 2018 Survey Hamiltonian systems that describe matter: particles, fluids, plasmas, e.g., magnetofluids, kinetic theories, . Hamilton description of plasmas and other models of matter: structure and applications I P. J. Morrison Department of Physics and Institute for Fusion Studies The University of Texas at Austin [email protected] http://www.ph.utexas.edu/ morrison/ ∼ MSRI August 20, 2018 Survey Hamiltonian systems that describe matter: particles, fluids, plasmas, e.g., magnetofluids, kinetic theories, . \Hamiltonian systems .... are the basis of physics." M. Gutzwiller Coarse Outline William Rowan Hamilton (August 4, 1805 - September 2, 1865) I. Today: Finite-dimensional systems. Particles etc. ODEs II. Tomorrow: Infinite-dimensional systems. Hamiltonian field theories. PDEs Why Hamiltonian? Beauty, Teleology, . : Still a good reason! • 20th Century framework for physics: Fluids, Plasmas, etc. too. • Symmetries and Conservation Laws: energy-momentum . • Generality: do one problem do all. • ) Approximation: perturbation theory, averaging, . 1 function. • Stability: built-in principle, Lagrange-Dirichlet, δW ,.... • Beacon: -dim KAM theorem? Krein with Cont. Spec.? • 9 1 Numerical Methods: structure preserving algorithms: • symplectic, conservative, Poisson integrators, -
Model CIB-L Inertia Base Frame
KINETICS® Inertia Base Frame Model CIB-L Description Application Model CIB-L inertia base frames, when filled with KINETICSTM CIB-L inertia base frames are specifically concrete, meet all specifications for inertia bases, designed and engineered to receive poured concrete, and when supported by proper KINETICSTM vibration for use in supporting mechanical equipment requiring isolators, provide the ultimate in equipment isolation, a reinforced concrete inertia base. support, anchorage, and vibration amplitude control. Inertia bases are used to support mechanical KINETICSTM CIB-L inertia base frames incorporate a equipment, reduce equipment vibration, provide for unique structural design which integrates perimeter attachment of vibration isolators, prevent differential channels, isolator support brackets, reinforcing rods, movement between driving and driven members, anchor bolts and concrete fill into a controlled load reduce rocking by lowering equipment center of transfer system, utilizing steel in tension and concrete gravity, reduce motion of equipment during start-up in compression, resulting in high strength and stiff- and shut-down, act to reduce reaction movement due ness with minimum steel frame weight. Completed to operating loads on equipment, and act as a noise inertia bases using model CIB-L frames are stronger barrier. and stiffer than standard inertia base frames using heavier steel members. Typical uses for KINETICSTM inertia base frames, with poured concrete and supported by KINETICSTM Standard CIB-L inertia base frames -
KINETICS Tool of ANSA for Multi Body Dynamics
physics on screen KINETICS tool of ANSA for Multi Body Dynamics Introduction During product manufacturing processes it is important for engineers to have an overview of their design prototypes’ motion behavior to understand how moving bodies interact with respect to each other. Addressing this, the KINETICS tool has been incorporated in ANSA as a Multi-Body Dynamics (MBD) solution. Through its use, engineers can perform motion analysis to study and analyze the dynamics of mechanical systems that change their response with respect to time. Through the KINETICS tool ANSA offers multiple capabilities that are accomplished by the functionality presented below. Model definition Multi-body models can be defined on any CAD data or on existing FE models. Users can either define their Multi-body models manually from scratch or choose to automatically convert an existing FE model setup (e.g. ABAQUS, LSDYNA) to a Multi- body model. Contact Modeling The accuracy and robustness of contact modeling are very important in MBD simulations. The implementation of algorithms based on the non-smooth dynamics theory of unilateral contacts allows users to study contact incidents providing accurate solutions that the ordinary regularized methodologies cannot offer. Furthermore, the selection between different friction types maximizes the realism in the model behavior. Image 1: A Seat-dummy FE model converted to a multibody model Image 2: A Bouncing of a piston inside a cylinder BETA CAE Systems International AG D4 Business Village Luzern, Platz 4 T +41 415453650 [email protected] CH-6039 Root D4, Switzerland F +41 415453651 www.beta-cae.com Configurator In many cases, engineers need to manipulate mechanisms under the influence of joints, forces and contacts and save them in different positions. -
Redalyc.Neurobiological Alterations in Alcohol Addiction: a Review
Adicciones ISSN: 0214-4840 [email protected] Sociedad Científica Española de Estudios sobre el Alcohol, el Alcoholismo y las otras Toxicomanías España Erdozain, Amaia M.; Callado, Luis F. Neurobiological alterations in alcohol addiction: a review Adicciones, vol. 26, núm. 4, octubre-diciembre, 2014, pp. 360-370 Sociedad Científica Española de Estudios sobre el Alcohol, el Alcoholismo y las otras Toxicomanías Palma de Mallorca, España Available in: http://www.redalyc.org/articulo.oa?id=289132934009 How to cite Complete issue Scientific Information System More information about this article Network of Scientific Journals from Latin America, the Caribbean, Spain and Portugal Journal's homepage in redalyc.org Non-profit academic project, developed under the open access initiative revisión adicciones vol. 26, nº 3 · 2014 Neurobiological alterations in alcohol addiction: a review Alteraciones neurobiológicas en el alcoholismo: revisión Amaia M. Erdozain*,*** and Luis F. Callado*,** *Department of Pharmacology, University of the Basque Country UPV/EHU, Leioa, Bizkaia, Spain and Centro de Investigación Biomédica en Red de Salud Mental (CIBERSAM), Spain. **Biocruces Health Research Institute, Bizkaia, Spain. ***Neuroscience Paris Seine, Université Pierre et Marie Curie, Paris, France Resumen Abstract Todavía se desconoce el mecanismo exacto mediante el cual el etanol The exact mechanism by which ethanol exerts its effects on the brain produce sus efectos en el cerebro. Sin embargo, hoy en día se sabe is still unknown. However, nowadays it is well known that ethanol que el etanol interactúa con proteínas específicas de la membrana interacts with specific neuronal membrane proteins involved in neuronal, implicadas en la transmisión de señales, produciendo así signal transmission, resulting in changes in neural activity. -
Mechanism-Specific Assay Design Facilitates the Discovery of Nav1.7
Mechanism-specific assay design facilitates the PNAS PLUS discovery of Nav1.7-selective inhibitors Tania Chernov-Rogana, Tianbo Lia, Gang Lua, Henry Verschoofb, Kuldip Khakhb, Steven W. Jonesa, Maureen H. Beresinia, Chang Liua, Daniel F. Ortwinec, Steven J. McKerrallc, David H. Hackosd, Daniel Sutherlinc, Charles J. Cohenb, and Jun Chena,1 aDepartment of Biochemical and Cellular Pharmacology, Genentech Inc., San Francisco, CA 94080; bXenon Pharmaceuticals, Burnaby, BC V5G 4W8, Canada; cDepartment of Chemistry, Genentech Inc., San Francisco, CA 94080; and dDepartment of Neuroscience, Genentech Inc., San Francisco, CA 94080 Edited by Bruce P. Bean, Harvard Medical School, Boston, MA, and approved December 11, 2017 (received for review August 30, 2017) Many ion channels, including Nav1.7, Cav1.3, and Kv1.3, are linked therefore are nonselective (14). Recently, a group of arylsulfo- to human pathologies and are important therapeutic targets. To namides was identified as selective Nav1.7 inhibitors (15, 16). develop efficacious and safe drugs, subtype-selective modulation These compounds were discovered empirically, before our cur- is essential, but has been extremely difficult to achieve. We rent understanding that they bind to the voltage-sensing domain postulate that this challenge is caused by the poor assay design, 4 (VSD4) instead of the central cavity. However, PF-771, the and investigate the Nav1.7 membrane potential assay, one of the most advanced compound, was recently halted from clinical most extensively employed screening assays in modern drug development, raising concerns about this chemical class. discovery. The assay uses veratridine to activate channels, and To identify subtype-selective chemical scaffolds, large libraries compounds are identified based on the inhibition of veratridine- of compounds, sometimes exceeding millions of individual evoked activities. -
Fundamentals of Biomechanics Duane Knudson
Fundamentals of Biomechanics Duane Knudson Fundamentals of Biomechanics Second Edition Duane Knudson Department of Kinesiology California State University at Chico First & Normal Street Chico, CA 95929-0330 USA [email protected] Library of Congress Control Number: 2007925371 ISBN 978-0-387-49311-4 e-ISBN 978-0-387-49312-1 Printed on acid-free paper. © 2007 Springer Science+Business Media, LLC All rights reserved. This work may not be translated or copied in whole or in part without the written permission of the publisher (Springer Science+Business Media, LLC, 233 Spring Street, New York, NY 10013, USA), except for brief excerpts in connection with reviews or scholarly analysis. Use in connection with any form of information storage and retrieval, electronic adaptation, computer software, or by similar or dissimilar methodology now known or hereafter developed is forbidden. The use in this publication of trade names, trademarks, service marks and similar terms, even if they are not identified as such, is not to be taken as an expression of opinion as to whether or not they are subject to proprietary rights. 987654321 springer.com Contents Preface ix NINE FUNDAMENTALS OF BIOMECHANICS 29 Principles and Laws 29 Acknowledgments xi Nine Principles for Application of Biomechanics 30 QUALITATIVE ANALYSIS 35 PART I SUMMARY 36 INTRODUCTION REVIEW QUESTIONS 36 CHAPTER 1 KEY TERMS 37 INTRODUCTION TO BIOMECHANICS SUGGESTED READING 37 OF UMAN OVEMENT H M WEB LINKS 37 WHAT IS BIOMECHANICS?3 PART II WHY STUDY BIOMECHANICS?5 BIOLOGICAL/STRUCTURAL BASES -
Chapter 12. Kinetics of Particles: Newton's Second
Chapter 12. Kinetics of Particles: Newton’s Second Law Introduction Newton’s Second Law of Motion Linear Momentum of a Particle Systems of Units Equations of Motion Dynamic Equilibrium Angular Momentum of a Particle Equations of Motion in Radial & Transverse Components Conservation of Angular Momentum Newton’s Law of Gravitation Trajectory of a Particle Under a Central Force Application to Space Mechanics Kepler’s Laws of Planetary Motion Kinetics of Particles We must analyze all of the forces acting on the racecar in order to design a good track As a centrifuge reaches high velocities, the arm will experience very large forces that must be considered in design. Introduction Σ=Fam 12.1 Newton’s Second Law of Motion • If the resultant force acting on a particle is not zero, the particle will have an acceleration proportional to the magnitude of resultant and in the direction of the resultant. • Must be expressed with respect to a Newtonian (or inertial) frame of reference, i.e., one that is not accelerating or rotating. • This form of the equation is for a constant mass system 12.1 B Linear Momentum of a Particle • Replacing the acceleration by the derivative of the velocity yields dv ∑ Fm= dt d dL =(mv) = dt dt L = linear momentum of the particle • Linear Momentum Conservation Principle: If the resultant force on a particle is zero, the linear momentum of the particle remains constant in both magnitude and direction. 12.1C Systems of Units • Of the units for the four primary dimensions (force, mass, length, and time), three may be chosen arbitrarily. -
Basics of Physics Course II: Kinetics | 1
Basics of Physics Course II: Kinetics | 1 This chapter gives you an overview of all the basic physics that are important in biomechanics. The aim is to give you an introduction to the physics of biomechanics and maybe to awaken your fascination for physics. The topics mass, momentum, force and torque are covered. In order to illustrate the physical laws in a practical way, there is one example from physics and one from biomechanics for each topic area. Have fun! 1. Mass 2. Momentum 3. Conservation of Momentum 4. Force 5. Torque 1.Mass In physics, mass M is a property of a body. Its unit is kilogram [kg] . Example Physics Example Biomechanics 2. Momentum In physics, the momentum p describes the state of motion of a body. Its unit is kilogram times meter per second [\frac{kg * m}{s}] The momentum combines the mass with the velocity. The momentum is described by the following formula: p = M * v Here p is the momentum, M the mass and v the velocity of the body. © 2020 | The Biomechanist | All rights reserved Basics of Physics Course II: Kinetics | 2 Sometimes the formula sign for the impulse is also written like this: \vec{p} . This is because the momentum is a vectorial quantity and therefore has a size and a direction. For the sake of simplicity we write only p . Example Physics 3. conservation of momentum Let us assume that a billiard ball rolls over a billiard table at a constant speed and then hits a second ball that is lighter than the first ball. -
Is Diabetic Nerve Pain Caused by Dysregulated Ion Channels in Sensory Neurons?
Diabetes Volume 64, December 2015 3987 Slobodan M. Todorovic Is Diabetic Nerve Pain Caused by Dysregulated Ion Channels in Sensory Neurons? Diabetes 2015;64:3987–3989 | DOI: 10.2337/dbi15-0006 In diabetes, a common and debilitating chronic disease, nociceptive sensory neurons, also known as dorsal root peripheral diabetic neuropathy (PDN) is the most frequent ganglion (DRG) neurons, which play a critical role in complication, occurring in about two-thirds of the patients modulating overall cellular excitability. These findings are (1,2). At least one-third of patients with diabetes experience both important and relevant, as increased excitability of painful symptoms including hyperalgesia and/or allodynia as sensory neurons is believed to contribute directly to the well as spontaneous pain in the form of burning or tingling, development and maintenance of painful symptoms, in- despite the degeneration of peripheral nerves (3). Eventually, cluding hyperalgesia, allodynia, and/or spontaneous pain. these painful symptoms usually subside as the disabling pain Recent studies have shown that the CaV3.2 isoform of is replaced by the complete loss of sensation. Both intracta- T-type voltage-gated calcium channels is heavily expressed ble pain and loss of sensation have significant adverse effects in the DRG cells and dorsal horn (DH) of the spinal cord on quality-of-life measures. Unfortunately, current treatment and plays a distinct role in supporting pathological pain in COMMENTARY options are unable to reverse these symptoms. animal models of PDN induced by both type 1 and type 2 Pain-sensing sensory neurons, or nociceptors, can be diabetes (4–6). Additional studies have documented the sensitized (become hyperexcitable) by various mecha- upregulation of pronociceptive ion channels (such as pu- nisms in response to the pathological conditions or pe- rinergic receptors [7]; voltage-gated sodium channels, partic- ripheral tissue injury associated with diabetes. -
Kinematics and Kinetics of Elite Windmill Softball Pitching
Kinematics and Kinetics of Elite Windmill Softball Pitching Sherry L. Werner,*† PhD, Deryk G. Jones,‡ MD, John A. Guido, Jr,† MHS, PT, SCS, ATC, CSCS, and Michael E. Brunet,† MD From the †Tulane Institute of Sports Medicine, New Orleans, Louisiana, and the ‡Sports Medicine Section, Ochsner Clinic Foundation, New Orleans, Louisiana Background: A significant number of time-loss injuries to the upper extremity in elite windmill softball pitchers has been docu- mented. The number of outings and pitches thrown in 1 week for a softball pitcher is typically far in excess of those seen in baseball pitchers. Shoulder stress in professional baseball pitching has been reported to be high and has been linked to pitch- ing injuries. Shoulder distraction has not been studied in an elite softball pitching population. Hypothesis: The stresses on the throwing shoulder of elite windmill pitchers are similar to those found for professional baseball pitchers. Study Design: Descriptive laboratory study. Methods: Three-dimensional, high-speed (120 Hz) video data were collected on rise balls from 24 elite softball pitchers during the 1996 Olympic Games. Kinematic parameters related to pitching mechanics and resultant kinetics on the throwing shoulder were calculated. Multiple linear regression analysis was used to relate shoulder stress and pitching mechanics. Results: Shoulder distraction stress averaged 80% of body weight for the Olympic pitchers. Sixty-nine percent of the variabil- ity in shoulder distraction can be explained by a combination of 7 parameters related to pitching mechanics. Conclusion: Excessive distraction stress at the throwing shoulder is similar to that found in baseball pitchers, which suggests that windmill softball pitchers are at risk for overuse injuries.