Fractional Vibrations with Applications to Euler-Bernoulli Beams 1st Edition

Fractional Vibrations with Applications to Euler-Bernoulli Beams, 1st Edition by Ming Li

Discover a modern, rigorous approach to vibration analysis that bridges classical beam theory and the cutting edge of fractional calculus. This authoritative text demystifies fractional vibrations and applies them directly to the well-established Euler-Bernoulli beam model, offering engineers, researchers, and advanced students a clear pathway from theory to practice.

Begin with intuitive explanations of fractional derivatives and see how they enrich traditional models to capture complex damping, memory effects, and anomalous materials behavior. The book guides readers through analytical formulations, eigenvalue problems, and robust numerical techniques tailored for fractional-order beam equations. Realistic examples and problem sets illustrate applications in structural dynamics, aerospace components, civil infrastructure, and micro-scale devices.

Why this book matters: it equips you with the mathematical tools and practical insight to model systems that classical integer-order models cannot fully describe. Whether your focus is vibration control, material characterization, or advanced simulation, Ming Li’s treatment delivers both depth and usability. Global engineers and researchers — from North America and Europe to Asia and beyond — will find this edition indispensable for contemporary research and design challenges.

Well-structured, accessible, and technically rigorous, this 1st edition is an essential addition to professional and academic libraries. Add Fractional Vibrations with Applications to Euler-Bernoulli Beams to your bookshelf today to stay at the forefront of structural dynamics and fractional-order modeling.

Note: eBooks do not include supplementary materials such as CDs, access codes, etc.