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This book develops a general approach that can be systematically
refined to investigate the statics and dynamics of deformable solid
bodies. These methods are then employed to small bodies in the
Solar System. With several space missions underway and more being
planned, interest in our immediate neighbourhood is growing. In
this spirit, this book investigates various phenomena encountered
in planetary science, including disruptions during planetary
fly-bys, equilibrium shapes and stability of small rubble bodies,
and spin-driven shape changes. The flexible procedure proposed here
will help readers gain valuable insights into the mechanics of
solar system bodies, while at the same time complementing numerical
investigations. The technique itself is built upon the virial
method successfully employed by Chandrasekhar (1969) to study the
equilibrium shapes of spinning fluid objects. However, here
Chandrasekhar's approach is modified in order to study more complex
dynamical situations and include objects of different rheologies,
e.g., granular aggregates, or "rubble piles". The book is largely
self-contained, though some basic familiarity with continuum
mechanics will be beneficial.
This book develops a general approach that can be systematically
refined to investigate the statics and dynamics of deformable solid
bodies. These methods are then employed to small bodies in the
Solar System. With several space missions underway and more being
planned, interest in our immediate neighbourhood is growing. In
this spirit, this book investigates various phenomena encountered
in planetary science, including disruptions during planetary
fly-bys, equilibrium shapes and stability of small rubble bodies,
and spin-driven shape changes. The flexible procedure proposed here
will help readers gain valuable insights into the mechanics of
solar system bodies, while at the same time complementing numerical
investigations. The technique itself is built upon the virial
method successfully employed by Chandrasekhar (1969) to study the
equilibrium shapes of spinning fluid objects. However, here
Chandrasekhar's approach is modified in order to study more complex
dynamical situations and include objects of different rheologies,
e.g., granular aggregates, or "rubble piles". The book is largely
self-contained, though some basic familiarity with continuum
mechanics will be beneficial.
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