The Mathematical Principles of Natural Philosophy

Nonfiction, Science & Nature, Fiction & Literature, Classics
Cover of the book The Mathematical Principles of Natural Philosophy by Isaac Newton, The Perfect Library
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Author: Isaac Newton ISBN: 1230000261968
Publisher: The Perfect Library Publication: August 21, 2014
Imprint: Language: English
Author: Isaac Newton
ISBN: 1230000261968
Publisher: The Perfect Library
Publication: August 21, 2014
Imprint:
Language: English

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

 

View on Amazon View on AbeBooks View on Kobo View on B.Depository View on eBay View on Walmart

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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