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A Perfect Holiday

RRP $14.99

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"Oh yeah." He curled down and rubbed his nose against her forehead before he pulled back. "Where your parents want you to be a happy well-adjusted daughter who behaves accordingly, I'd want you to be a happy well-adjusted woman who doesn't behave according to anyone but herself." It's not a matter of what could go wrong when a kindergarten teacher who's tired of living vicariously through her porn collection is virtually stranded for the weekend with Mr. Sex-on-a-stick. It's more a question of what could go right. Sidney Capp is tired of denying her natural desires to be the quintessential good girl her parents expect her to be. So when the holidays arrive, and she's free of her folks breathing down her neck for the weekend? She's drunk with power. Probably why when the opportunity to be a little bad presents itself, she doesn't hesitate, but dives all over him. Riker Mitchell thinks being forced into some much needed R&R for a few days is going to kill him until he inadvertently discovers his sexy but shy neighbor is secretly into watching porn on the weekends. Apparently, he isn't the only one with erotic ideas on the brain. Little does he know, the hottie in two B is determined to turn her sizzling dreams into a sensual reality. On a regular day, with a regular girl, he would have been the first to sign up, but with this little innocent? No matter how tempting it might be, he's not going to take advantage of her...unless she can persuade him to do the wrong thing.


Nonlinear Waves In Elastic Media

RRP $839.99

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Nonlinear Waves in Elastic Media explores the theoretical results of one-dimensional nonlinear waves, including shock waves, in elastic media. It is the first book to provide an in-depth and comprehensive presentation of the nonlinear wave theory while taking anisotropy effects into account. The theory is completely worked out and draws on 15 years of research by the authors, one of whom also wrote the 1965 classic Magnetohydrodynamics.
Nonlinear Waves in Elastic Media emphasizes the behavior of quasitransverse waves and analyzes arbitrary discontinuity disintegration problems, illustrating that the solution can be non-unique - a surprising result. The solution is shown to be especially interesting when anisotropy and nonlinearity effects interact, even in small-amplitude waves. In addition, the text contains an independent mathematical chapter describing general methods to study hyperbolic systems expressing the conservation laws.
The theoretical results described in Nonlinear Waves in Elastic Media allow, for the first time, discovery and interpretation of many new peculiarities inherent to the general problem of discontinuous solutions and so provide a valuable resource for advanced students and researchers involved with continuum mechanics and partial differential equations.



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