My library button
  • Book cover of When The Night Comes Down

    TRAPPED WITHIN THE TWILIGHT... Call it what you like: dusk, twilight, sunset. It’s that magical moment between daylight and darkness when anything is possible — the evening ahead promises untold enchantment... or nameless dread. Within are 16 tales of the oncoming blackness by Joseph D'Lacey, Bev Vincent, Robert E. Weinberg and Nate Kenyon, including more than the usual cast of characters. There are shapeshifters and gravediggers, but also supernatural private detectives and — perhaps most terrifying of all — beautiful creatures that prey on... horror writers. Murder, death — and things worse than death — are all waiting for you WHEN THE NIGHT COMES DOWN.

  • Book cover of Dream Garages

    DIVA garage is a special place—not home, not office, not rec room. It may combine elements of all of these, yet it remains unique. Dreams are born, housed, revived, and realized within the walls and beneath the rafters of an enthusiast's garage. It is a haven from life's broader concerns, where work is not really work, and virtually anything seems possible. Dream Garages explores this hallowed space, taking the reader into 21 motorhead havens, where automotive and motorcycle enthusiasts store and work on the objects of their passion. Some of the structures are expansive, some more modest; some are working garages, others near spotless showcases of pristine machines and automotive art work and memorabilia. Pervading all of them is a love of the motor vehicle and an appreciation for the structure that allows us to harbor and revive them. Here readers will find enthusiasts who collect, preserve, and work on sports cars, race cars, motorcycles, trucks, speed record vehicles and related machinery, and treasures. Revered names like Ferrari, Corvette, Road Runner, Cobra, and Jaguar dwell in these special spaces. Dream Garages is not a manual on building a great garage; it's a look at the ideas and passions that can make any garage great. Dream Garages is the Architectural Digest for those whose veins run with gasoline./div

  • Book cover of A Procedure for Rapid Computation of Equilibrium Chemical Composition and Thermodynamic Properties of the Generalized Argon-nitrogen-oxygen-hydrogen Gas System

    Rapid computation of equilibrium, chemical composition, and thermodynamic properties of argon-oxygen-hydrogen gas system.

  • Book cover of The World Upside Down in 16th-Century French Literature and Visual Culture

    In The World Upside Down in 16th Century French Literature and Visual Culture Vincent Robert-Nicoud offers an interdisciplinary account of the topos of the world upside down in early modern France. To call something ‘topsy-turvy’ in the sixteenth century is to label it as abnormal. The topos of the world upside down evokes a world in which everything is inside-out and out of bounds: fish live in trees, children rule over their parents, and rivers flow back to their source. The world upside down proves to be key in understanding how the social, political, and religious turmoil of sixteenth-century France was represented and conceptualised, and allows us to explore the dark side of the Renaissance by unpacking one of its most prevalent metaphors.

  • Book cover of The Nature and the Study of History
  • Book cover of America's History

    Traces the history of the United States from the arrival of the first Indians to the present day. Also includes brief sections on Canada and Mexico.

  • Book cover of The Western Hemisphere

    A social studies textbook of Latin America, including Central America and the Caribbean, and of Canada, on the sixth grade level.

  • No image available

  • Book cover of America's Regions and Regions of the World

    Describes the physical landscape, climate, and natural resources of the different regions of the United States and the world. Also discusses how people adapt to a variety of geographical conditions.

  • Book cover of Calculation of Linearized Supersonic Flow Over Slender Cones of Arbitrary Cross Section

    Supersonic linearized conical-flow theory is used to determine the flow over slender pointed cones having horizontal and vertical planes of symmetry. The geometry of the cone cross sections and surface velocities are expanded in Fourier series. The symmetry condition permits the uncoupling of lifting and nonlifting solutions. The present method reduces to Ward's theory for flow over a cone of elliptic cross section. Results are also presented for other shapes. Results by this method diverge for cross-sectional shapes where the maximum thickness is large compared with the minimum thickness. However, even for these slender-body shapes, lower order solutions are good approximations to the complete solution.