The Mathematical Principles of Natural Philosophy

By Isaac Newton

Release : 2014-08-21

Genre : Science History, Books, Science & Nature, Fiction & Literature, Classics

Kind : ebook

(0 ratings)
The Mathematical Principles of Natural Philosophy
Isaac Newton, english physicist and mathematician (1643-1727)

This ebook presents «The Mathematical Principles of Natural Philosophy», from Isaac Newton. A dynamic table of contents enables to jump directly to the chapter selected.

Table of Contents
-01- About this book
-02- DEDICATION
-03- THE AUTHOR'S PREFACE
-04- THE PREFACE OF MR ROGER COTES
-05- DEFINITIONS
-06- AXIOMS OR LAWS OF MOTION
-07- BOOK I. THE MOTION OF BODIES
-08- SECTION I. METHOD OF FIRST AND LAST RATIOS
-09- SECTION II. OF THE INVENTION OF CENTRIPETAL FORCES
-10- SECTION III. OF THE MOTION OF BODIES IN ECCENTRIC CONIC SECTIONS
-11- SECTION IV. OF THE FINDING OF ELLIPTIC, PARABOLIC, AND HYPERBOLIC ORBITS, FROM THE FOCUS GIVEN
-12- SECTION V. HOW THE ORBITS ARE TO BE FOUND WHEN NEITHER FOCUS IS GIVEN
-13- SECTION VI. HOW THE MOTIONS ARE TO BE FOUND IN GIVEN ORBITS
-14- SECTION VII. CONCERNING THE RECTILINEAR ASCENT AND DESCENT OF BODIES
-15- SECTION VIII. OF THE INVENTION OF ORBITS WHEREIN BODIES WILL REVOLVE
-16- SECTION IX. OF THE MOTION OF BODIES IN MOVEABLE ORBITS
-17- SECTION X. OF THE MOTION OF BODIES IN GIVEN SUPERFICIES
-18- SECTION XI. OF THE MOTIONS OF BODIES TENDING TO EACH OTHER WITH CENTRIPETAL FORCES
-19- SECTION XII. OF THE ATTRACTIVE FORCES OF SPHÆRICAL BODIES
-20- SECTION XIII. OF THE ATTRACTIVE FORCES OF BODES WHICH ARE NOT OF A SPHÆRICAL FIGURE
-21- SECTION XIV. OF THE MOTION OF VERY SMALL BODIES WHEN AGITATED BY CENTRIPETAL FORCES TENDING TO THE SEVERAL PARTS OF ANY VERY GREAT BOFY
-22- BOOK II. THE MOTION OF BODIES IN RESISTING MEDIUMS
-23- SECTION I. OF THE MOTION OF BODIES THAT ARE RESISTED IN THE RATIO OF THE VELOCITY
-24- SECTION II. OF THE MOTION OF BODIES THAT ARE RESISTED IN THE DUPLICATE RATIO OF THEIR VELOCITIES
-25- SECTION III. OF THE MOTIONS OF BODIES WHICH ARE RESISTED PARTLY IN THE RATIO OF THE VELOCITIES, AND PARTLY IN THE DUPLICATE OF THE SAME RATIO
-26- SECTION IV. OF THE CIRCULAR MOTION OF BODIES IN RESISTING MEDIUMS
-27- SECTION V. OF THE DENSITY AND COMPRESSION OF FLUIDS
-28- SECTION VI. OF THE MOTION AND RESISTANCE OF FUNEPENDULOUS BODIES
-29- SECTION VII. OF THE MOTION OF FLUIDS AND THE RESISTANCE MADE TO PROJECTED BODIES
-30- SECTION VIII. OF MOTION PROPAGATED THRO' FLUIDS
-31- SECTION IX. OF THE CIRCULAR MOTION OF FLUIDS
-32- BOOK III. OF THE SYSTEM OF THE WORLD
-33- PREEFACE TO BOOK III
-34- RULES OF REASONING IN PHILOSOPHY
-35- THE PHÆNOMENA OR APPEARANCES
-36- GRAVITATION TOWARDS EVERY PLANET
-37- GRAVITY TENDING TO ALL BODIES
-38- APPENDIX

The Mathematical Principles of Natural Philosophy

By Isaac Newton

Release : 2014-08-21

Genre : Science History, Books, Science & Nature, Fiction & Literature, Classics

Kind : ebook

(0 ratings)
The Mathematical Principles of Natural Philosophy
Isaac Newton, english physicist and mathematician (1643-1727)

This ebook presents «The Mathematical Principles of Natural Philosophy», from Isaac Newton. A dynamic table of contents enables to jump directly to the chapter selected.

Table of Contents
-01- About this book
-02- DEDICATION
-03- THE AUTHOR'S PREFACE
-04- THE PREFACE OF MR ROGER COTES
-05- DEFINITIONS
-06- AXIOMS OR LAWS OF MOTION
-07- BOOK I. THE MOTION OF BODIES
-08- SECTION I. METHOD OF FIRST AND LAST RATIOS
-09- SECTION II. OF THE INVENTION OF CENTRIPETAL FORCES
-10- SECTION III. OF THE MOTION OF BODIES IN ECCENTRIC CONIC SECTIONS
-11- SECTION IV. OF THE FINDING OF ELLIPTIC, PARABOLIC, AND HYPERBOLIC ORBITS, FROM THE FOCUS GIVEN
-12- SECTION V. HOW THE ORBITS ARE TO BE FOUND WHEN NEITHER FOCUS IS GIVEN
-13- SECTION VI. HOW THE MOTIONS ARE TO BE FOUND IN GIVEN ORBITS
-14- SECTION VII. CONCERNING THE RECTILINEAR ASCENT AND DESCENT OF BODIES
-15- SECTION VIII. OF THE INVENTION OF ORBITS WHEREIN BODIES WILL REVOLVE
-16- SECTION IX. OF THE MOTION OF BODIES IN MOVEABLE ORBITS
-17- SECTION X. OF THE MOTION OF BODIES IN GIVEN SUPERFICIES
-18- SECTION XI. OF THE MOTIONS OF BODIES TENDING TO EACH OTHER WITH CENTRIPETAL FORCES
-19- SECTION XII. OF THE ATTRACTIVE FORCES OF SPHÆRICAL BODIES
-20- SECTION XIII. OF THE ATTRACTIVE FORCES OF BODES WHICH ARE NOT OF A SPHÆRICAL FIGURE
-21- SECTION XIV. OF THE MOTION OF VERY SMALL BODIES WHEN AGITATED BY CENTRIPETAL FORCES TENDING TO THE SEVERAL PARTS OF ANY VERY GREAT BOFY
-22- BOOK II. THE MOTION OF BODIES IN RESISTING MEDIUMS
-23- SECTION I. OF THE MOTION OF BODIES THAT ARE RESISTED IN THE RATIO OF THE VELOCITY
-24- SECTION II. OF THE MOTION OF BODIES THAT ARE RESISTED IN THE DUPLICATE RATIO OF THEIR VELOCITIES
-25- SECTION III. OF THE MOTIONS OF BODIES WHICH ARE RESISTED PARTLY IN THE RATIO OF THE VELOCITIES, AND PARTLY IN THE DUPLICATE OF THE SAME RATIO
-26- SECTION IV. OF THE CIRCULAR MOTION OF BODIES IN RESISTING MEDIUMS
-27- SECTION V. OF THE DENSITY AND COMPRESSION OF FLUIDS
-28- SECTION VI. OF THE MOTION AND RESISTANCE OF FUNEPENDULOUS BODIES
-29- SECTION VII. OF THE MOTION OF FLUIDS AND THE RESISTANCE MADE TO PROJECTED BODIES
-30- SECTION VIII. OF MOTION PROPAGATED THRO' FLUIDS
-31- SECTION IX. OF THE CIRCULAR MOTION OF FLUIDS
-32- BOOK III. OF THE SYSTEM OF THE WORLD
-33- PREEFACE TO BOOK III
-34- RULES OF REASONING IN PHILOSOPHY
-35- THE PHÆNOMENA OR APPEARANCES
-36- GRAVITATION TOWARDS EVERY PLANET
-37- GRAVITY TENDING TO ALL BODIES
-38- APPENDIX

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