Excerpt from A Treatise on Dynamics of a Particle: With Numerous Examples
Astronomy dzp'i.0 many questions which necessarily excite our interest and curiosity are discussed in the dynamics of a particle that this subject has always been a favourite one with students. How, for example, is it that by observing the motion of a pendulum we can tell the time of the rotation of the earth, or knowing this, how is it that we can deduce the latitude of the place? Why does our earth travel round the sun in an ellipse and what would be the path if the law of gravitation were different? Would any other law give a closed orbit so that our planet might (if undisturbed) repeat the same path continually? Is there a resisting medium which continually bringing our orbit nearer to the sun? What would be the path of a particle in a system of two centres of force? When a comet passes close to a planet does it carry with it in its new orbit some tokens to prove its identity?
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Excerpt from A Treatise on Dynamics of a Particle: With Numerous Examples
Astronomy dzp'i.0 many questions which necessarily excite our interest and curiosity are discussed in the dynamics of a particle that this subject has always been a favourite one with students. How, for example, is it that by observing the motion of a pendulum we can tell the time of the rotation of the earth, or knowing this, how is it that we can deduce the latitude of the place? Why does our earth travel round the sun in an ellipse and what would be the path if the law of gravitation were different? Would any other law give a closed orbit so that our planet might (if undisturbed) repeat the same path continually? Is there a resisting medium which continually bringing our orbit nearer to the sun? What would be the path of a particle in a system of two centres of force? When a comet passes close to a planet does it carry with it in its new orbit some tokens to prove its identity?
About the Publisher
Forgotten Books publishes hundreds of thousands of rare and classic books. Find more at www.forgottenbooks.com
This book is a reproduction of an important historical work. Forgotten Books uses state-of-the-art technology to digitally reconstruct the work, preserving the original format whilst repairing imperfections present in the aged copy. In rare cases, an imperfection in the original, such as a blemish or missing page, may be replicated in our edition. We do, however, repair the vast majority of imperfections successfully; any imperfections that remain are intentionally left to preserve the state of such historical works.
PREFACE.
SO many questions which necessarily excite our interest and
curiosity are discussed in the dynamics of a particle that
this subject has always been a favourite one with students. How.
for example, is it that by observing the motion of a pendulum we
can tell the time of the rotation of the earth, or knowing this,
hov,' is it that we can deduce the latitude of the place? Vhy does
our eat·th travel round the sun in an ellipse a.nd what would be
the path if the law of gravitation were different? Would any
other law give a closed orbit so that our planet might (if
undisturbed) repeat the same path continually? Is there a
resisting medium which ,j's ·~1~wlY· but continually bringing our
orbit nearer to the sun? Vhat ,yould be the path of a particle
in a system of two centres of force? Vhen a comet passes close
to a planet does it carry with it in its new orbit some tokens
to prove its identity?
Such problems as these (which are merely examples) excite
our cu
Table of Contents
CONTENTS; CHAPTER I; ELE~ENTARY CONSIDERATIOXS; aTa; 1-30 Velocity and acceleration ; 31-38 Cartesian, polar and intrinsio components; 39-40 Relative motion ; 41-45 Angular velocity; 46-48 Units of space and time; 49-62 Laws of motion •; 63-67 Units of mass amI force; 68-72 Vis viva and work; 73-79 The two solutions of the equRtions of motion; 80-91 Impulsive forces and impacts; 92-93, Motion of the centre of gravity; 94 Examples on impaots; CHAPTER II; HECTILINEAR MO'l'IO:i; 95-103 Solution of the equation Ambiguities; 104-117 A heavy particle in v:tcuo and ill a resisting medium; Rough chords ; 118-122 Linear equation and harmonic motion; PAGES; 1-10; 11-13; 14-15; 15-16; 16-17;
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