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Schaum's Outline of Thermodynamics by M.M. Abbott and H.C. Van Ness is a trusted supplement for engineering students tackling thermodynamics. The book distills complex topics—such as the first and second laws, properties of pure substances, equations of state, and power/refrigeration cycles—into clear, digestible segments. Each chapter presents essential theory followed by numerous solved problems that demonstrate step-by-step applications. The end-of-chapter exercises, with answers provided, allow readers to test their understanding and build confidence. This outline is particularly valuable for self-study or as a companion to a standard textbook, offering a wealth of practice that reinforces fundamental principles and sharpens problem-solving skills. While not a replacement for a comprehensive text, its focused approach makes it an efficient tool for review, homework help, and exam preparation, especially for courses in mechanical, chemical, and general engineering thermodynamics.
This book is ideal for undergraduate engineering students taking thermodynamics, particularly in mechanical, chemical, or general engineering programs. It suits those who need extra practice with solved problems and clear explanations to complement their main textbook. It is also useful for students preparing for exams like the FE or for professionals seeking a quick refresher on thermodynamic principles. Self-learners and anyone struggling with the mathematical applications of thermodynamics will benefit from the step-by-step approach and abundant exercises.
- ✓ Provides hundreds of solved problems with step-by-step solutions
- ✓ Concise, focused explanations of core thermodynamic concepts
- ✓ Affordable and widely used study supplement
- ✓ End-of-chapter exercises with answers for self-assessment
- ✓ Covers a broad range of topics from basic laws to cycles
- ✗ Not a substitute for a comprehensive textbook or lecture
- ✗ Some topics may lack depth for advanced study
- ✗ Older edition may not reflect latest pedagogical approaches
- ✗ Limited real-world context or modern applications
- ✗ Assumes prior familiarity with calculus and physics
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