This readable, student-friendly text responds to the pedagogical needs
created by the advent of computational mechanics by focusing more
upon formulations and fundamental principles and less upon classical
solution techniques. It covers three main areas--(1) the fundamental
principles of continuum mechanics, (2) the theories of beams and plates,
and (3) static stability theory--with three unifying strands connecting
them--(1) a direct vector notation, (2) the principle of virtual
work (or variational calculus), and (3) a unified approach to numerical
computation.