A paranormal category romance from Entangled's Covet imprint... Her enemy is her only hope... Rose Johnson's adoptive mother was murdered, and Rose is next. She may be the last gargoyle in the world—the last being who stands between this world and the evils of Otherworld. In order to keep her existence a continued secret, Rose needs to find the stone that holds her adoptive mother's soul. Which means enlisting the help of her enemies the Sentinels... Sentinel Cal Levesque never forgave himself for failing Rose's family years ago. Seeing Rose alive is shock enough, until the stunningly beautiful gargoyle attacks him upon sight. As they strike an uneasy peace—and unexpected and escalating attraction—Cal knows he'll have to tell Rose who really betrayed her family. And with Rose's life in greater danger than ever, Cal has a chance to make up for the past...as long he doesn't fall in love.
A paranormal category romance from Entangled's Covet imprint... Her enemy is her only hope... Rose Johnson's adoptive mother was murdered, and Rose is next. She may be the last gargoyle in the world—the last being who stands between this world and the evils of Otherworld. In order to keep her existence a continued secret, Rose needs to find the stone that holds her adoptive mother's soul. Which means enlisting the help of her enemies the Sentinels... Sentinel Cal Levesque never forgave himself for failing Rose's family years ago. Seeing Rose alive is shock enough, until the stunningly beautiful gargoyle attacks him upon sight. As they strike an uneasy peace—and unexpected and escalating attraction—Cal knows he'll have to tell Rose who really betrayed her family. And with Rose's life in greater danger than ever, Cal has a chance to make up for the past...as long he doesn't fall in love.
After a four-month estrangement from her family, thirty-two-year-old Emma Michaels visits The Harbor View Assisted Living Home to tell her grandmother, Gussie, that she has made a decision: she’s going to sell the family property—her inheritance. Sitting on the dock of Poquatuck Village, Connecticut, looking across the harbor to their family’s longtime home, the two women debate over Emma’s choice—and their conversation lays the framework for the book, which flows over the decades, all the way back to Gussie's youth and marriage, then forward through the lives of her three children, Auggie, Livy, and Alyssa, whose hopes and talents are warped by their mother’s influence and disappointed expectations. Expectations passed down through the generations. Subtle. Unspoken. Implacable. As Emma and Gussie remember the choices and dynamics that have produced the complicated tapestry that is their family’s history, Emma makes a number of surprising discoveries about her loved ones—and herself—and she prepares to do what no one else in her family has dared: let go of the past to make room for the future, though doing so will destroy the thing her grandmother holds most dear.
The aim of this book is to present a rigorous phenomenological and mathematical formulation of sedimentation processes and to show how this theory can be applied to the design and control of continuous thickeners. The book is directed to stu dents and researchers in applied mathematics and engineering sciences, especially in metallurgical, chemical, mechanical and civil engineering, and to practicing en gineers in the process industries. Such a vast and diverse audience should read this book differently. For this reason we have organized the chapters in such a way that the book can be read in two ways. Engineers and engineering students will find a rigorous formulation of the mathematical model of sedimentation and the exact and approximate solutions for the most important problems encountered in the laboratory and in industry in Chapters 1 to 3, 7 and 8, and 10 to 12, which form a self-contained subject. They can skip Chapters 4 to 6 and 9, which are most important to applied mathematicians, without losing the main features of sedimentation processes. On the other hand, applied mathematicians will find special interest in Chapters 4 to 6 and 9 which show some known but many recent results in the field of conservation laws of quasilinear hyperbolic and degenerate parabolic equations of great interest today. These two approaches to the theory keep their own styles: the mathematical approach with theorems and proofs, and the phenomenological approach with its deductive technique.
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