.

0 (hodnocen0 x )

EB

EB

ONLINE

London, UK : Academic Press, 2022

1 online resource

ISBN 9780323957908 (electronic bk.)

ISBN 0323957900 (electronic bk.)

ISBN 9780323954167

ISBN 0323954162

ebook version : ISBN 9780323957908

Original ISBN 0323954162 ISBN 9780323954167

Print version: ZOHURI, BAHMAN. MCDANIEL, PATRICK. TRANSCRANIAL MAGNETIC AND ELECTRICAL BRAIN STIMULATION FOR NEUROLOGICAL DISORDERS. [S.l.] : ELSEVIER ACADEMIC PRESS, 2022 ISBN 0323954162

Includes index

Front Cover -- TRANSCRANIAL MAGNETIC AND ELECTRICAL BRAIN STIMULATION FOR NEUROLOGICAL DISORDERS -- TRANSCRANIAL MAGNETIC AND ELECTRICAL BRAIN STIMULATION FOR NEUROLOGICAL DISORDERS -- Copyright -- Dedication -- Contents -- About the authors -- Preface -- Acknowledgment -- 1 -- Foundation of electromagnetic theory -- 1.1 Introduction -- 1.2 Vector analysis -- 1.2.1 Vector algebra -- 1.2.1.1 Sum of two vectors -- 1.2.1.2 Subtraction of two vectors -- 1.2.1.3 Multiplication of two vectors -- 1.2.2 Scalar product of two vectors -- 1.2.3 Vector product of two vectors

1.2.3.1 Devision of two vectors -- 1.2.4 Vector gradient -- 1.2.5 Vector integration -- 1.2.6 Vector divergence -- 1.2.7 Vector curl -- 1.2.8 Vector differential operator -- 1.3 Further developments -- 1.4 Electrostatics -- 1.4.1 The Coulomb’s law -- 1.4.2 The electric field -- 1.4.3 The Gauss’s law -- 1.5 Solution of electrostatics problems -- 1.5.1 Poisson’s equation -- 1.5.1.1 Rectangular or cartesian coordinate -- 1.5.1.2 Cylindrical coordinate -- 1.5.1.3 Spherical coordinate -- 1.5.2 Laplace’s equation -- 1.6 Electrostatics energy -- 1.6.1 Potential energy of a group of point charges

1.12.5 The infinite filament wire application of Biot-Savart law -- 1.12.5.1 Example -- one -- 1.12.5.2 Example -- two -- 1.13 A’s law -- 1.13.1 Example -- one -- 1.13.2 Example -- two -- 1.13.3 Example -- three -- 1.13.4 Example -- four -- 1.13.5 Example -- five -- 1.13.6 A’s law in point form -- 1.13.6.1 Example -- one -- 1.14 Scalar and vector potentials -- 1.15 Hall effect -- References -- 2 -- All about wave equations -- 2.1 Introduction -- 2.2 The classical wave equation and separation of variables -- 2.3 Standing waves -- 2.4 Seiche wave -- 2.4.1 Lake seiche -- 2.4.2 Sea and Bay seiche

1.6.2 Electrostatic energy of a charge distribution -- 1.6.3 Forces and torques -- 1.6.3.1 The rate of energy transfer (per unit volume) from a region of space equals the rate of work done on a charge distribution ... -- 1.7 Mx’s equations -- 1.8 The Law of Biot and Savart -- 1.9 The lorentz transformation -- 1.10 Electric field of a moving charge -- 1.11 Interaction between two moving charges -- 1.12 Elementary applications of the Biot and Savart Law -- 1.12.1 Example -- one -- 1.12.2 Example -- two -- 1.12.3 Example -- three -- 1.12.4 Example -- four

2.5 Underwater or internal waves -- 2.6 Maxwell’s equations and electromagnetic waves -- 2.7 Scalar and vector potentials -- 2.8 Gauge transformations, Lorentz gauge, and Coulomb gauge -- 2.9 Infrastructure, characteristic, derivation, and properties of scalar waves -- 2.9.1 Derivation of the scalar waves -- 2.9.1.1 Near-field difficulties -- 2.9.1.2 Far-filed transition -- 2.9.1.3 Scalar wave model -- 2.9.1.4 Double-frequent oscillation of size -- 2.9.1.5 Electric and magnetic scalar wave -- 2.9.1.6 Scalar wave properties -- 2.9.1.7 Comparison of the parts of Tesla and Hertz

001932394

(OCoLC)1341986412