153,15 zł

Meridian is the Channel for the Bio-Wave in Human Body Frieling-Verlag Berlin

Książki / Literatura obcojęzyczna

The Meridian is the most important concept in Traditional Chinese Medicine. 5000 years ago, Chinese scientists discovered energy streams in the human body and ever since the phenomenon of the meridian, together with medicinal herbs and acupuncture, has been used to treat illness. As with the anatomical system for Western Medicine, the science of the meridian in the body can be regarded as the basis of Eastern Medicine. In this book, Professor Miao presents his knowledge and the results of more than 20 years of detailed research. Inspired by the Daoist concept of the unity of heaven and humanity, he establishes bio-physical and bio-mathematical models for the meridian. The meridian, the author claims, is the result of an interaction between the geo-physical field and the physiological activity of the human body. This interaction creates subsonic vibration which in turn leads to the formation of so called "bio-wave" streaming through the human body. The author also explores his new definition of "Qi" and "Xue" (blood) and explains the spreading of the bio-wave by means of audio frequencies. In addition, Professor Miao uses bio-wave theory as the context in which to present his results for the effects of Chinese Medicine on the basis of more than 10 selected herbs. The author uses cell and molecular biology to explain the medical effects of Qigong and acupuncture. The author uses the "Standing Wave" theory to explain the theoretical principle of acupuncture anaesthesia.

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94,93 zł

Variational Principles of Mechanics Dover Publications

Książki / Literatura obcojęzyczna

Introduction 1. The variational approach to mechanics 2. The procedure of Euler and Lagrange 3. Hamilton's procedure 4. The calculus of variations 5. Comparison between the vectorial and the variational treatments of mechanics 6. Mathematical evaluation of the variational principles 7. Philosophical evaluation of the variational approach to mechanics I. The Basic Concepts of Analytical Mechanics 1. The Principal viewpoints of analytical mechanics 2. Generalized coordinates 3. The configuration space 4. Mapping of the space on itself 5. Kinetic energy and Riemannian geometry 6. Holonomic and non-holonomic mechanical systems 7. Work function and generalized force 8. Scleronomic and rheonomic systems. The law of the conservation of energy II. The Calculus of Variations 1. The general nature of extremum problems 2. The stationary value of a function 3. The second variation 4. Stationary value versus extremum value 5. Auxiliary conditions. The Lagrangian lambda-method 6. Non-holonomic auxiliary conditions 7. The stationary value of a definite integral 8. The fundamental processes of the calculus of variations 9. The commutative properties of the delta-process 10. The stationary value of a definite integral treated by the calculus of variations 11. The Euler-Lagrange differential equations for n degrees of freedom 12. Variation with auxiliary conditions 13. Non-holonomic conditions 14. Isoperimetric conditions 15. The calculus of variations and boundary conditions. The problem of the elastic bar III. The principle of virtual work 1. The principle of virtual work for reversible displacements 2. The equilibrium of a rigid body 3. Equivalence of two systems of forces 4. Equilibrium problems with auxiliary conditions 5. Physical interpretation of the Lagrangian multiplier method 6. Fourier's inequality IV. D'Alembert's principle 1. The force of inertia 2. The place of d'Alembert's principle in mechanics 3. The conservation of energy as a consequence of d'Alembert's principle 4. Apparent forces in an accelerated reference system. Einstein's equivalence hypothesis 5. Apparent forces in a rotating reference system 6. Dynamics of a rigid body. The motion of the centre of mass 7. Dynamics of a rigid body. Euler's equations 8. Gauss' principle of least restraint V. The Lagrangian equations of motion 1. Hamilton's principle 2. The Lagrangian equations of motion and their invariance relative to point transformations 3. The energy theorem as a consequence of Hamilton's principle 4. Kinosthenic or ignorable variables and their elimination 5. The forceless mechanics of Hertz 6. The time as kinosthenic variable; Jacobi's principle; the principle of least action 7. Jacobi's principle and Riemannian geometry 8. Auxiliary conditions; the physical significance of the Lagrangian lambda-factor 9. Non-holonomic auxiliary conditions and polygenic forces 10. Small vibrations about a state of equilibrium VI. The Canonical Equations of motion 1. Legendre's dual transformation 2. Legendre's transformation applied to the Lagrangian function 3. Transformation of the Lagrangian equations of motion 4. The canonical integral 5. The phase space and the space fluid 6. The energy theorem as a consequence of the canonical equations 7. Liouville's theorem 8. Integral invariants, Helmholtz' circulation theorem 9. The elimination of ignorable variables 10. The parametric form of the canonical equations VII. Canonical Transformations 1. Coordinate transformations as a method of solving mechanical problems 2. The Lagrangian point transformations 3. Mathieu's and Lie's transformations 4. The general canonical transformation 5. The bilinear differential form 6. The bracket expressions of Lagrange and Poisson 7. Infinitesimal canonical transformations 8. The motion of the phase fluid as a continuous succession of canonical transformations 9. Hamilton's principal function and the motion of the phase fluid VIII. The Partial differential equation of Hamilton-Jacobi 1. The importance of the generating function for the problem of motion 2. Jacobi's transformation theory 3. Solution of the partial differential equation by separation 4. Delaunay's treatment of separable periodic systems 5. The role of the partial differential equation in the theories of Hamilton and Jacobi 6. Construction of Hamilton's principal function with the help of Jacobi's complete solution 7. Geometrical solution of the partial differential equation. Hamilton's optico-mechanical analogy 8. The significance of Hamilton's partial differential equation in the theory of wave motion 9. The geometrization of dynamics. Non-Riemannian geometrics. The metrical significance of Hamilton's partial differential equation IX. Relativistic Mechanics 1. Historical Introduction 2. Relativistic kinematics 3. Minkowski's four-dimensional world 4. The Lorentz transformations 5. Mechanics of a particle 6. The Hamiltonian formulation of particle dynamics 7. The potential energy V 8. Relativistic formulation of Newton's scalar theory of gravitation 9. Motion of a charged particle 10. Geodesics of a four-dimensional world 11. The planetary orbits in Einstein's gravitational theory 12. The gravitational bending of light rays 13. The gravitational red-shirt of the spectral lines Bibliography X. Historical Survey XI. Mechanics of the Continua 1. The variation of volume integrals 2. Vector-analytic tools 3. Integral theorems 4. The conservation of mass 5. Hydrodynamics of ideal fluids 6. The hydrodynamic equations in Lagrangian formulation 7. Hydrostatics 8. The circulation theorem 9. Euler's form of the hydrodynamic equations 10. The conservation of energy 11. Elasticity. Mathematical tools 12. The strain tensor 13. The stress tensor 14. Small elastic vibrations 15. The Hamiltonization of variational problems 16. Young's modulus. Poisson's ratio 17. Elastic stability 18. Electromagnetism. Mathematical tools 19. The Maxwell equations 20. Noether's principle 21. Transformation of the coordinates 22. The symmetric energy-momentum tensor 23. The ten conservation laws 24. The dynamic law in field theoretical derivation Appendix I; Appendix II; Bibliography; Index

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120,89 zł

Variational Principles of Mechanics Dover Publications Inc.

Książki / Literatura obcojęzyczna

Introduction 1. The variational approach to mechanics 2. The procedure of Euler and Lagrange 3. Hamilton's procedure 4. The calculus of variations 5. Comparison between the vectorial and the variational treatments of mechanics 6. Mathematical evaluation of the variational principles 7. Philosophical evaluation of the variational approach to mechanicsI. The Basic Concepts of Analytical Mechanics 1. The Principal viewpoints of analytical mechanics 2. Generalized coordinates 3. The configuration space 4. Mapping of the space on itself 5. Kinetic energy and Riemannian geometry 6. Holonomic and non-holonomic mechanical systems 7. Work function and generalized force 8. Scleronomic and rheonomic systems. The law of the conservation of energyII. The Calculus of Variations 1. The general nature of extremum problems 2. The stationary value of a function 3. The second variation 4. Stationary value versus extremum value 5. Auxiliary conditions. The Lagrangian lambda-method 6. Non-holonomic auxiliary conditions 7. The stationary value of a definite integral 8. The fundamental processes of the calculus of variations 9. The commutative properties of the delta-process 10. The stationary value of a definite integral treated by the calculus of variations 11. The Euler-Lagrange differential equations for n degrees of freedom 12. Variation with auxiliary conditions 13. Non-holonomic conditions 14. Isoperimetric conditions 15. The calculus of variations and boundary conditions. The problem of the elastic barIII. The principle of virtual work 1. The principle of virtual work for reversible displacements 2. The equilibrium of a rigid body 3. Equivalence of two systems of forces 4. Equilibrium problems with auxiliary conditions 5. Physical interpretation of the Lagrangian multiplier method 6. Fourier's inequalityIV. D'Alembert's principle 1. The force of inertia 2. The place of d'Alembert's principle in mechanics 3. The conservation of energy as a consequence of d'Alembert's principle 4. Apparent forces in an accelerated reference system. Einstein's equivalence hypothesis 5. Apparent forces in a rotating reference system 6. Dynamics of a rigid body. The motion of the centre of mass 7. Dynamics of a rigid body. Euler's equations 8. Gauss' principle of least restraintV. The Lagrangian equations of motion 1. Hamilton's principle 2. The Lagrangian equations of motion and their invariance relative to point transformations 3. The energy theorem as a consequence of Hamilton's principle 4. Kinosthenic or ignorable variables and their elimination 5. The forceless mechanics of Hertz 6. The time as kinosthenic variable; Jacobi's principle; the principle of least action 7. Jacobi's principle and Riemannian geometry 8. Auxiliary conditions; the physical significance of the Lagrangian lambda-factor 9. Non-holonomic auxiliary conditions and polygenic forces 10. Small vibrations about a state of equilibriumVI. The Canonical Equations of motion 1. Legendre's dual transformation 2. Legendre's transformation applied to the Lagrangian function 3. Transformation of the Lagrangian equations of motion 4. The canonical integral 5. The phase space and the space fluid 6. The energy theorem as a consequence of the canonical equations 7. Liouville's theorem 8. Integral invariants, Helmholtz' circulation theorem 9. The elimination of ignorable variables 10. The parametric form of the canonical equationsVII. Canonical Transformations 1. Coordinate transformations as a method of solving mechanical problems 2. The Lagrangian point transformations 3. Mathieu's and Lie's transformations 4. The general canonical transformation 5. The bilinear differential form 6. The bracket expressions of Lagrange and Poisson 7. Infinitesimal canonical transformations 8. The motion of the phase fluid as a continuous succession of canonical transformations 9. Hamilton's principal function and the motion of the phase fluidVIII. The Partial differential equation of Hamilton-Jacobi 1. The importance of the generating function for the problem of motion 2. Jacobi's transformation theory 3. Solution of the partial differential equation by separation 4. Delaunay's treatment of separable periodic systems 5. The role of the partial differential equation in the theories of Hamilton and Jacobi 6. Construction of Hamilton's principal function with the help of Jacobi's complete solution 7. Geometrical solution of the partial differential equation. Hamilton's optico-mechanical analogy 8. The significance of Hamilton's partial differential equation in the theory of wave motion 9. The geometrization of dynamics. Non-Riemannian geometrics. The metrical significance of Hamilton's partial differential equationIX. Relativistic Mechanics 1. Historical Introduction 2. Relativistic kinematics 3. Minkowski's four-dimensional world 4. The Lorentz transformations 5. Mechanics of a particle 6. The Hamiltonian formulation of particle dynamics 7. The potential energy V 8. Relativistic formulation of Newton's scalar theory of gravitation 9. Motion of a charged particle 10. Geodesics of a four-dimensional world 11. The planetary orbits in Einstein's gravitational theory 12. The gravitational bending of light rays 13. The gravitational red-shirt of the spectral lines BibliographyX. Historical SurveyXI. Mechanics of the Continua 1. The variation of volume integrals 2. Vector-analytic tools 3. Integral theorems 4. The conservation of mass 5. Hydrodynamics of ideal fluids 6. The hydrodynamic equations in Lagrangian formulation 7. Hydrostatics 8. The circulation theorem 9. Euler's form of the hydrodynamic equations 10. The conservation of energy 11. Elasticity. Mathematical tools 12. The strain tensor 13. The stress tensor 14. Small elastic vibrations 15. The Hamiltonization of variational problems 16. Young's modulus. Poisson's ratio 17. Elastic stability 18. Electromagnetism. Mathematical tools 19. The Maxwell equations 20. Noether's principle 21. Transformation of the coordinates 22. The symmetric energy-momentum tensor 23. The ten conservation laws 24. The dynamic law in field theoretical derivation Appendix I; Appendix II; Bibliography; Index

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89,98 zł

Avalonia's Book of Chakras Avalonia

Książki / Literatura obcojęzyczna

Learn how to work with your body's energy centres... Improve your physical, emotional, mental and spiritual health... Take control of your spiritual path by using your energy efficiently... This practical manual contains: * Detailed information on the seven major chakras. * Information on the major nadis (energy channels) of the body and the Kundalini serpent power. * Simple techniques for using aromatherapy, crystals, incense, mantras and meditation for working with the major chakras to stimulate or unblock them individually. * Rare information on the minor chakras with insights on how to incorporate some of them into meditations. * Exercises for opening, closing and balancing the chakras, and working with them in an elemental context. * A creative visualisation exercise using the wish-fulfilling tree found in the Hrit minor chakra. * The connection between the goddess image of the Sri Yantra and the chakras. The chakras are energy centres in our subtle bodies. The word chakra comes from the Sanskrit language and translates as wheel or disk, a reference to the fact that our chakras each spin at a particular frequency when they are in harmony with our physical bodies. By learning how to balance our chakras, we can improve our health, take positive control of our emotions and enhance our spiritual wellbeing.

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93,65 zł

Solid State Theory Dover Publications Inc.

Książki / Literatura obcojęzyczna

PrefaceI SOLID TYPES AND SYMMETRY 1 Crystal Structures 2 Symmetry of Crystals 3 Physical Tensors 4 Symmetry Arguments and Group Theory 4.1 Groups 4.2 Representations 4.3 Equivalent representations 4.4 Symmetry degeneracies 4.5 Orthogonality relation 4.6 Characters 4.7 Reduction of representations 5 Applications of Group Theory 5.1 Lowering of symmetry 5.2 Vibrational states 5.3 The translation group-one dimensionII ELECTRON STATES 1 The Structure of the Bands 2 Electron Dynamics 3 The Self-Consistent-Field Approximation 3.1 The Hartree approximation 3.2 The Hartree-Fock approximation 3.3 Free-electron exchange 3.4 Koopman's theorem 3.5 The crystal potential 4 Energy-Band Calculations 4.1 The cellular method 4.2 The plane-wave method 4.3 The orthogonalized-plane-wave method 4.4 The augmented-plane-wave method 4.5 The symmetry of the energy bands 4.6 Calculated energy bands 5 Simple Metals and Pseudopotential Theory 5.1 The pseudopotential 5.2 The model-potential method 5.3 Free-electron bands 5.4 The diffraction approximation 5.5 One-OPW Fermi surfaces 5.6 Experimental studies of Fermi surfaces 5.7 Multile-OPW Fermi surfaces 6 Semiconductor and Semimetal Bands 6.1 k

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19,70 zł

Wartość rehabilitacji w świadomości współczesnego człowieka tom 2 Uniwersytet Rzeszowski

Medycyna>Fizjoterapia i rehabilitacja>Fizjoterapia ogólna

Rzeszów 2013, wydanie 1, format 165 x 230, objętość 324 str., oprawa miękkaOddana do rąk specjalistów z rehabilitacji i fizjoterapii oraz do rąk studentów kierunku fizjoterapia publikacja zawiera prace poglądowe i badawcze, ukazuje czytelnikom etiologię zaburzeń, jak też drogę do efektywnej terapii zarówno u dzieci w wieku rozwojowym, u osób w okresie aktywności zawodowej, jak też u osób u schyłku życia, często przepełnionego bólem.Tytuł pracy Wartość rehabilitacji w świadomości współczesnego człowieka jest tytułem przemyślanym, z zachowaniem myśli przewodniej dotyczącej oceny skutecznego wykorzystania wielu znanych metod i technik rehabilitacji chorych w neonatologii, pediatrii, neurologii, kardiologii, geriatrii, ortopedii, reumatologii, pulmonologii, onkologii i u chorych po urazach czaszkowo-mózgowych.Tytuł wskazuje również na potrzebę rehabilitacji popartej badaniami naukowymi.Z WprowadzeniaSpis treściWprowadzenie Tatiana Boychuk, Natalia GołodCharakterystyka parametrów fizycznego rozwoju, funkcjonalnego przygotowania i poziomu fizycznej aktywności studentek specjalnej medycznej grupy. (Physical development, functional vigor and physical activity of female students in special medical groups)Ewelina Czenczek, Ludwika Sadowska, Łukasz Przygoda, Konrad Śnieżek, Anna BejsterOcena skuteczności drenażu limfatycznego stosowanego w czasie dwutygodniowej terapii ambulatoryjnej u kobiet po mastektomii. (Effectiveness of the lymphatic drainage in course of fortnightly ambulatory therapy at patients after mastectomy)Justyna Drzał-Grabiec, Justyna LeszczakUkształtowanie stóp dzieci ze środowiska miejskiego i wiejskiego. (The shape of children

Sklep: Sportowo-Medyczna.pl

63,00 zł

Quantum Medicine Basic Health Publications

Książki / Literatura obcojęzyczna

Wrorldwide pollution (and attendant disease) of all kinds is increasing at an explosive rate -- toxic building materials, artificial lighting, impure air and water, radiation, viruses, bacteria, allergens, mold, and even high levels of noise bombard our minds and bodies with sometimes unbearable levels of stress, resulting in hormone-related cancers, impotence, and neurological disorders. Pollution-induced thyroid disorders contribute to our nearly "epidemic" problem of obesity. Diminished mental and physical function associated with growing older has been attributed to hormone deficiencies. In fact, the real difference between younger and older persons is the amount of hormones they produce and the receptivity of their cells to hormone messengers. Chemical pollutants mimic or block hormones, preventing the body from producing necessary levels, and hormonal messages go dangerously awry.Dr. Paul Yanick introduces readers of all ages to how they can achieve maximum health and longevity by using nutrient-rich Quantum Foods that aid natural detoxification processes and support the body's own hormone production.Readers will learn how to: -- Detoxify the body with protective, energy-producing Quantum Foods.-- Lose weight and keep it off with the unique Quantum Nutrition "RM" plan that addresses the hormonal/pollutant connection.-- Enhance immunity against the onslaught of powerful new bacteria and viruses.-- Improve sexual performance by eliminating pollutants that block sex hormones.-- Age-proof both mind and body.Quantum Medicine will prove simply indispensable to anyone concerned about immune and hormonal health and longevity.

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125,21 zł

Acting Class DRAWN & QUARTERLY

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A brilliant and suspenseful follow-up to the Booker-nominated graphic novel Sabrina."Every single person has something unique to them which is impossible to re-create, without exception." -John Smith, acting coachFrom the acclaimed author of Sabrina, Nick Drnaso's Acting Class creates a tapestry of disconnect, distrust, and manipulation. Ten strangers are brought together under the tutelage of John Smith, a mysterious and morally questionable leader. The group of social misfits and restless searchers have one thing in common: they are out of step with their surroundings and desperate for change.A husband and wife, four years into their marriage and simmering in boredom. A single mother, her young son showing disturbing signs of mental instability. A peculiar woman with few if any friends and only her menial job keeping her grounded. A figure model, comfortable in his body and ready for a creative challenge. A worried grandmother and her adult granddaughter; a hulking laborer and gym nut; a physical therapist; an ex-con.With thrumming unease, the class sinks deeper into their lessons as the process demands increasing devotion. When the line between real life and imagination begins to blur, the group's deepest fears and desires are laid bare. Exploring the tension between who we are and how we present, Drnaso cracks open his characters' masks and takes us through an unsettling American journey.

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512,72 zł

Microstates, Entropy and Quanta Springer Nature Switzerland AG

Książki / Literatura obcojęzyczna

Statistical mechanics! The bane of many a physics student, and traditionally viewed as a long parade of ensembles, partition functions, and partial derivatives. But statistical mechanics needn't be arcane. When pared back to its underlying concepts and built from the ground up, it takes on a charm of its own, and sheds light on all manner of physical phenomena.This book presents a straightforward introduction to the key concepts in statistical mechanics, following the popular style of the author's highly successful textbook "Explorations in Mathematical Physics". Offering a clear, conceptual approach to the subject matter, the book presents a treatment that is mathematically complete, while remaining very accessible to undergraduates.It commences by asking: why does an ink drop spread out in a bathtub of water? This showcases the importance of counting configurations, which leads naturally to ideas of microstates, energy, entropy, thermodynamics, and physical chemistry. With this foundation, the Boltzmann distribution writes itself in its fullest form, and this opens the door to the Maxwell distribution, and related areas of thermal conductivity and viscosity. Quantum ideas then appear: bosons via Einstein's and Debye's theories of heat capacity, and fermions via electrical conduction and low-temperature heat capacity of metals. The text ends with a detailed derivation of blackbody radiation, and uses this to discuss the greenhouse effect, lasers, and cosmology.Suitable for use with core undergraduate courses in statistical mechanics and thermodynamics, this book concentrates on using solid mathematics, while avoiding cumbersome notation. All the necessary mathematical steps are included in the body of the text and in the worked examples.Reviews of Explorations in Mathematical Physics: The Concepts Behind an Elegant Language , Don Koks, 2006"With enjoyable and sometimes surprising excursions along the way, the journey provides a fresh look at many familiar topics, as it takes us from basic linear mathematics to general relativity... look forward to having your geometric intuition nourished and expanded by the author's intelligent commentaries." (Eugen Merzbacher, University of North Carolina)"... an interesting supplement to standard texts for teaching mathematical methods in physics, as it will add alternative views that could serve as additional material." (S. Marcelja, Australian Journal of Physics ) "... a tour through the main ideas forming the language of modern mathematical physics ...it is a difficult task for the author to decide what is a good balance between the topics and their presentation, but in this case it has been achieved. ...for those physicists who would like to be exposed to clear motivation and careful explanation of the basics of the present-day apparatus of mathematical physics." (Ivailo Mladenov, Mathematical Reviews ).

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45,72 zł

Infinite Mind HarperCollins Publishers Ltd

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The evidence for the existence of the Mind as something distinct from the Brain. Betty Shine's new book centres on the Mind/Brain phenomenon and an argument that has dogged the scientific community for years. With a quarter of a century of experience of mediumship behind her, Betty Shine has the proof required to demonstrate the existence of Mind Energy as something which survived the physical death of the Brain. Drawing on survival evidence through many interesting and intriguing stories, this book is the first attempt by anyone to distinguish between Mind and Brain. Betty Shine can not only see it - she can prove it. From out-of-body and near-death experience to clairvoyant contact and meditation, THE INFINITE MIND will inspire both individuals and the world of science to re-examine their beliefs.

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